%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%%%
%%%
%%% The data of the table are to be read
in the following way: %%%
%%% %%%
%%% Example 1: Mordell's curve E: y^2 = x^3 - 39 %%%
%%%
%%%
%%% E_-00039: r = 2 t = 1
#III = 1 %%%
%%% E(Q) = <(4, 5)> x
<(10, 31)>
%%%
%%% R = 2.7347941297 %%%
%%% 6 integral points %%%
%%% 1. (4, 5) = 1 * (4,
5) %%%
%%% 2. (4, -5) = -(4,
5) %%%
%%% 3. (22, 103) = 1 * (4,
5) - 1 * (10, 31) %%%
%%% 4. (22, -103) = -(22, 103) %%%
%%% 5. (10, 31) = 1 * (10,
31) %%%
%%% 6. (10, -31) = -(10,
31) %%%
%%% %%%
%%%
%%%
%%% Example 2: Mordell's curve E: y^2 = x^3 - 9998 %%%
%%%
%%%
%%% E_-09998: r = 0 t = 1
#III = 4 %%%
%%% E(Q) = {O}
%%%
%%% R = 1.0000000000 %%%
%%% 0 integer points %%%
%%%
%%%
%%%
%%%
%%% Example 3: Mordell's curve E: y^2 = x^3 + 1331 %%%
%%%
%%%
%%% E_+01331: r = 1 t = 2
#III = 1 %%%
%%% E(Q) = <(37, 228)>
x <(-11, 0)>
%%%
%%% R = 3.2472475292 %%%
%%% 3 integer points %%%
%%% 1. (-11, 0) = (-11,
0) %%%
%%% 2. (37, 228) = 1 *
(37, 228) %%%
%%% 3. (37, -228) = -(37,
228) %%%
%%%
%%%
%%% %%%
%%%
%%%
%%% - In the first line we have the rank
r, the order of both the %%%
%%% torsion subgroup t and the
Tate-Shafarevic group #III.
%%%
%%% If there are several possibilities
the structure of III will %%%
%%% also be given (p.e. #III = 16
==> III = (Z/2)^4 or (Z/4)^2).
%%%
%%% - In the second line we have a
(minimal) system of generators, %%%
%%% i.e. - a basis of E/Q if r > 0
and t = 1, %%%
%%% - a basis of the free part of
E/Q and a generator of the %%%
%%% torsion subgroup Etors(Q)
if t > 1 and r > 0, %%%
%%% - a generator of the torsion
subgroup Etors(Q) if t > 1 and %%%
%%% r = 0,
%%%
%%% - the set {O} (O = point at
infinity) if t = 1 and r = 0, %%%
%%% i.e. the equation y^2 = x +
k has no rational solution, %%%
%%% - <(0:1:0)> if r = t =
1 and a generator could not (yet) be
%%%
%%% found. In these cases,
however, we could prove that %%%
%%% there is no integer point on
the curve. %%%
%%% - In the third line we the regulator
of E/Q (up to 10 places). %%%
%%% - In the fourth line we the number
of integer points on E/Q %%%
%%% followed by a list of these points
(if existing) together %%%
%%% with a representation by the
minimal system of generators from %%%
%%% the second line.
%%%
%%%
%%%
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
E_-10000: r = 1 t = 1 #III =
1
E(Q) = <(25, 75)>
R = 1.0074784532
2 integral points
1. (25, 75) = 1 * (25, 75)
2. (25, -75) = -(25, 75)
E_-09999: r = 1 t = 1 #III =
1
E(Q) = <(5575276/8649,
13164108445/804357)>
R = 15.0923039216
0 integral points
E_-09998: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09997: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09996: r = 1 t = 1 #III =
1
E(Q) = <(1270525/40401,
1179723077/8120601)>
R = 14.4499767187
0 integral points
E_-09995: r = 1 t = 1 #III =
1
E(Q) = <(225961/7056,
89587819/592704)>
R = 12.7167354633
0 integral points
E_-09994: r = 1 t = 1 #III =
1
E(Q) = <(3231876959959512137/33114254252954176,
5778767151865777435421330747/6025907606765782930983424)>
R = 42.7541014071
0 integral points
E_-09993: r = 1 t = 1 #III =
1
E(Q) = <(33097/1521,
1045000/59319)>
R = 10.9518127292
0 integral points
E_-09992: r = 1 t = 1 #III =
1
E(Q) =
<(48414705858/2247802921, 35318978403080/106570584287531)>
R = 24.4592267168
0 integral points
E_-09991: r = 1 t = 1 #III =
1
E(Q) = <(95210/1369,
28938541/50653)>
R = 11.1890214455
0 integral points
E_-09990: r = 1 t = 1 #III =
1
E(Q) =
<(7283475679/45522009, 620837212279123/307136994723)>
R = 22.7913640647
0 integral points
E_-09989: r = 2 t = 1 #III =
1
E(Q) = <(29, 120)> x
<(274817/2116, 143738463/97336)>
R = 38.7744562508
2 integral points
1. (29, 120) = 1 * (29,
120)
2. (29, -120) = -(29,
120)
E_-09988: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09987: r = 1 t = 1 #III =
1
E(Q) =
<(358851917425680201481/2684485371449606400,
6783645229952076891940990228379/4398367997239063394047488000)>
R =
47.4280210874
0 integral points
E_-09986: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09985: r = 1 t = 1 #III =
1
E(Q) =
<(2091216905505209309063197864604489454094570769/59342699989447563128729064678297874314062500,
84015672491915571452530507649857624834837929786473372722647497976103/457141820115664422804355027728981580729645352883541192009765625000)>
R = 104.7102450432
0 integral points
E_-09984: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09983: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09982: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09981: r = 1 t = 1 #III =
1
E(Q) = <(225/4,
3279/8)>
R = 4.9134014528
0 integral points
E_-09980: r = 1 t = 1 #III =
1
E(Q) = <(24, 62)>
R = 2.7547311783
2 integral points
1. (24, 62) = 1 * (24,
62)
2. (24, -62) = -(24,
62)
E_-09979: r = 1 t = 1 #III =
1
E(Q) = <(270457/576,
140645683/13824)>
R = 12.5360554999
0 integral points
E_-09978: r = 0 t = 1 #III = 36
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09977: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09976: r = 1 t = 1 #III =
1
E(Q) = <(731810/10609,
616446236/1092727)>
R = 12.9988091450
0 integral points
E_-09975: r = 1 t = 1 #III =
1
E(Q) = <(100, 995)>
R =
3.2013595998
2 integral points
1. (100, 995) = 1 * (100,
995)
2. (100, -995) = -(100,
995)
E_-09974: r = 1 t = 1 #III =
1
E(Q) =
<(4772780025/93624976, 317073678393101/905915267776)>
R = 22.5384558200
0 integral points
E_-09973: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09972: r = 2 t = 1 #III =
1
E(Q) = <(22, 26)> x
<(1079173/1521, 1121064355/59319)>
R = 39.5697497396
2 integral points
1. (22, 26) = 1 * (22,
26)
2. (22, -26) = -(22,
26)
E_-09971: r = 1 t = 1 #III =
1
E(Q) = <(54302777/94864,
400148797203/29218112)>
R = 17.2838978529
0 integral points
E_-09970: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09969: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09968: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09967: r = 4 t = 1 #III =
1
E(Q) = <(32, 151)> x
<(56, 407)> x <(98, 965)> x <(89/4, 259/8)>
R = 187.3063310143
12 integral points
1. (32, 151) = 1 * (32,
151)
2. (32, -151) = -(32,
151)
3. (56, 407) = 1 * (56,
407)
4. (56, -407) = -(56,
407)
5. (98, 965) = 1 * (98, 965)
6. (98, -965) = -(98,
965)
7. (72971, 19711762) = -1 * (56, 407) - 1 * (98, 965) + 1 * (89/4,
259/8)
8. (72971, -19711762) =
-(72971, 19711762)
9. (1052, 34121) = 1 * (32,
151) + 1 * (56, 407) + 1 * (89/4, 259/8)
10. (1052, -34121) = -(1052,
34121)
11. (195467, 86419186) = -1 * (32, 151) - 1 * (98, 965) - 1 * (89/4,
259/8)
12. (195467, -86419186) =
-(195467, 86419186)
E_-09966: r = 1 t = 1 #III =
1
E(Q) = <(281407/8649,
125843903/804357)>
R = 12.9303093049
0 integral points
E_-09965: r = 1 t = 1 #III =
1
E(Q) =
<(43834111728175329/25711856510596,
9177362336935949044094257/130376750842287988856)>
R = 38.3269515670
0 integral points
E_-09964: r = 1 t = 1 #III =
1
E(Q) =
<(4309962851989/550887841, 8947676746314653985/12929888516111)>
R = 28.5443358242
0 integral points
E_-09963: r = 2 t = 1 #III =
1
E(Q) = <(367, 7030)> x <(619/25,
9028/125)>
R = 40.7192355571
2 integral points
1. (367, 7030) = 1 * (367,
7030)
2. (367, -7030) = -(367,
7030)
E_-09962: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09961: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09960: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09959: r = 1 t = 1 #III =
1
E(Q) = <(280/9,
3833/27)>
R = 5.5711258128
0 integral points
E_-09958: r = 3 t = 1 #III =
1
E(Q) = <(23, 47)> x
<(3769/36, 230381/216)> x <(21407/841, 1971475/24389)>
R = 301.5746243978
2 integral points
1. (23, 47) = 1 * (23,
47)
2. (23, -47) = -(23,
47)
E_-09957: r = 1 t = 1 #III =
1
E(Q) =
<(43139618055537993950931704553738697/64260763367967854290504303907904,
8959985295515779767653608219682564229188810189114885/515132345638863167240566108574708967728289566208)>
R = 79.7694547260
0 integral points
E_-09956: r = 1 t = 1 #III =
1
E(Q) = <(11637/289,
1155667/4913)>
R = 9.6766457669
0 integral points
E_-09955: r = 1 t = 1 #III =
4
E(Q) = <(7891/361,
151704/6859)>
R = 8.9661332797
0 integral points
E_-09954: r = 1 t = 1 #III =
1
E(Q) = <(10291/49,
1043405/343)>
R = 9.3018845357
0 integral points
E_-09953: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09952: r = 2 t = 1 #III =
1
E(Q) = <(817/36, 9001/216)> x <(1463833/47961,
1427858765/10503459)>
R = 96.1415577510
0 integral points
E_-09951: r = 1 t = 1 #III =
1
E(Q) = <(76, 655)>
R = 4.0402163919
2 integral points
1. (76, 655) = 1 * (76,
655)
2. (76, -655) = -(76,
655)
E_-09950: r = 1 t = 1 #III =
1
E(Q) =
<(69603053746055074823839/1140559394979445061481,
17956470765644458378305296497458137/38519164574490565838764463661621)>
R = 52.8093087925
0 integral points
E_-09949: r = 1 t = 1 #III =
1
E(Q) = <(4563905/57121,
9654448606/13651919)>
R = 15.4970898068
0 integral points
E_-09948: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09947: r = 2 t = 1 #III =
1
E(Q) = <(63, 490)> x
<(651/25, 10976/125)>
R = 11.9119155072
2 integral points
1. (63, 490) = 1 * (63,
490)
2. (63, -490) = -(63,
490)
E_-09946: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09945: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09944: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09943: r = 1 t = 1 #III =
1
E(Q) = <(686/25,
12941/125)>
R = 6.5140809510
0 integral points
E_-09942: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09941: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09940: r = 1 t = 1 #III =
1
E(Q) = <(868141/31329,
590457169/5545233)>
R = 14.1155397680
0 integral points
E_-09939: r = 2 t = 1 #III =
1
E(Q) = <(2827/81,
131572/729)> x <(4465/144, 243593/1728)>
R = 60.6294945525
0 integral points
E_-09938: r = 1 t = 1 #III =
1
E(Q) =
<(489897466876797337/4381836806357136,
341670956935050255641893955/290057632932352640088384)>
R = 40.8504120050
0 integral points
E_-09937: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09936: r = 1 t = 1 #III =
1
E(Q) = <(1129/49,
16435/343)>
R = 7.5470994823
0 integral points
E_-09935: r = 1 t = 1 #III =
1
E(Q) = <(636,
16039)>
R = 6.0138838217
2 integral points
1. (636, 16039) = 1 * (636,
16039)
2. (636, -16039) = -(636,
16039)
E_-09934: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09933: r = 2 t = 1 #III =
1
E(Q) = <(529/16,
10361/64)> x <(179965501/1849, 2414259169972/79507)>
R = 126.3616409464
0 integral points
E_-09932: r = 1 t = 1 #III =
1
E(Q) =
<(29856748081/930860100, 4313235941901271/28400541651000)>
R = 24.5070061950
0 integral points
E_-09931: r = 2 t = 1 #III =
1
E(Q) = <(3353/16,
194051/64)> x <(3539/49, 207740/343)>
R = 56.6815109989
0 integral points
E_-09930: r = 1 t = 1 #III =
1
E(Q) =
<(29289539809/315843984, 4981360701292847/5613179283648)>
R = 24.2416329301
0 integral points
E_-09929: r = 1 t = 1 #III =
1
E(Q) =
<(519085923444506177008612911557143736697/1539351940503102682332585252549452401,
11825040642753459511018937310742722293348751006333025213012/1909883537373951352657666533966749281936127691677807351)>
R =
89.1843000183
0 integral points
E_-09928: r = 2 t = 1 #III =
1
E(Q) = <(38, 212)> x
<(3001/4, 164397/8)>
R = 24.2281279052
2 integral points
1. (38, 212) = 1 * (38,
212)
2. (38, -212) = -(38,
212)
E_-09927: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09926: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09925: r = 1 t = 1 #III =
1
E(Q) = <(671512861/18584721,
15462738666116/80118732231)>
R = 20.6725074584
0 integral points
E_-09924: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09923: r = 1 t = 1 #III =
1
E(Q) = <(1291921/57600,
509881031/13824000)>
R = 14.6014419647
0 integral points
E_-09922: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09921: r = 3 t = 1 #III =
1
E(Q) = <(241, 3740)> x
<(97/4, 527/8)> x <(3631573/8281, 6920167766/753571)>
R = 412.0419210466
2 integral points
1. (241, 3740) = 1 * (241, 3740)
2. (241, -3740) = -(241,
3740)
E_-09920: r = 2 t = 1 #III =
1
E(Q) = <(204, 2912)> x
<(3756/169, 71456/2197)>
R = 27.9634714602
2 integral points
1. (204, 2912) = 1 * (204,
2912)
2. (204, -2912) = -(204, 2912)
E_-09919: r = 1 t = 1 #III =
1
E(Q) = <(22, 27)>
R = 2.6181118283
2 integral points
1. (22, 27) = 1 * (22,
27)
2. (22, -27) = -(22,
27)
E_-09918: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09917: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09916: r = 1 t = 1 #III =
1
E(Q) = <(1625/4, 65501/8)>
R = 7.4257683605
0 integral points
E_-09915: r = 1 t = 1 #III =
1
E(Q) =
<(15673112543015973928264699/474609790761642275696649,
52820943289512981182447499028307035792/326967840983640026789371504212719643)>
R = 58.3910461909
0 integral points
E_-09914: r = 2 t = 1 #III =
1
E(Q) = <(7545/4,
655373/8)> x <(34539/1225, 4793587/42875)>
R = 94.2331679929
0 integral points
E_-09913: r = 1 t = 1 #III =
4
E(Q) =
<(2757569921/105678400, 96279204731969/1086373952000)>
R = 22.2025810406
0 integral points
E_-09912: r = 1 t = 1 #III =
1
E(Q) =
<(21682792702/709529769, 2579429057251600/18899744456853)>
R = 23.5109469702
0 integral points
E_-09911: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09910: r = 2 t = 1 #III =
1
E(Q) = <(31, 141)> x
<(844921/676, 776645901/17576)>
R = 42.7691999123
2 integral points
1. (31, 141) = 1 * (31,
141)
2. (31, -141) = -(31,
141)
E_-09909: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09908: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09907: r = 1 t = 1 #III =
9
E(Q) = <(1097/4,
36325/8)>
R = 7.0484377928
0 integral points
E_-09906: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09905: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09904: r = 1 t = 1 #III =
1
E(Q) = <(185/4,
2387/8)>
R = 5.4963396657
0 integral points
E_-09903: r = 2 t = 1 #III =
1
E(Q) = <(196/9, 557/27)>
x <(34168/441, 6248213/9261)>
R = 53.6697743014
0 integral points
E_-09902: r = 1 t = 1 #III =
1
E(Q) = <(88863/3721,
13840655/226981)>
R = 11.8967302265
0 integral points
E_-09901: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09900: r = 1 t = 1 #III =
1
E(Q) = <(45, 285)>
R = 2.2844523918
2 integral points
1. (45, 285) = 1 * (45,
285)
2. (45, -285) = -(45,
285)
E_-09899: r = 1 t = 1 #III =
9
E(Q) = <(99, 980)>
R = 4.7273380868
2 integral points
1. (99, 980) = 1 * (99,
980)
2. (99, -980) = -(99,
980)
E_-09898: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-09897: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09896: r = 2 t = 1 #III =
1
E(Q) = <(90, 848)> x
<(1056601/4761, 1085600015/328509)>
R = 50.4456795250
2 integral points
1. (90, 848) = 1 * (90,
848)
2. (90, -848) = -(90,
848)
E_-09895: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09894: r = 1 t = 1 #III =
1
E(Q) =
<(2445301231/94536729, 79134712351435/919180616067)>
R = 22.0857084787
0 integral points
E_-09893: r = 1 t = 1 #III =
1
E(Q) =
<(22793966476920453/800775275908729,
2600574703708740127927700/22660317136732763706317)>
R = 38.0957427185
0 integral points
E_-09892: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09891: r = 1 t = 1 #III =
1
E(Q) = <(1063315/2601,
1096380928/132651)>
R = 13.9091767476
0 integral points
E_-09890: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09889: r = 2 t = 1 #III =
1
E(Q) = <(125, 1394)> x
<(206023865/346921, 2957100211036/204336469)>
R = 94.3455388281
2 integral points
1. (125, 1394) = 1 * (125,
1394)
2. (125, -1394) = -(125,
1394)
E_-09888: r = 2 t = 1 #III =
1
E(Q) = <(97/4, 529/8)> x
<(67729/3136, 2394169/175616)>
R = 58.7314746497
0 integral points
E_-09887: r = 1 t = 1 #III =
4
E(Q) = <(1113/4,
37123/8)>
R = 7.0621959846
0 integral points
E_-09886: r = 1 t = 1 #III =
1
E(Q) =
<(143109468071/6115083601, 25890277069653365/478193422514599)>
R = 26.1973060585
0 integral points
E_-09885: r = 1 t = 1 #III =
1
E(Q) =
<(14792169068395212165661244389/44898692837114842408206225,
1798820213314935412992650798142960029562412/300850367242275347527894110861918461625)>
R = 64.9039237470
0 integral points
E_-09884: r = 2 t = 1 #III =
1
E(Q) = <(60, 454)> x <(2752/81,
124858/729)>
R = 24.9164116615
2 integral points
1. (60, 454) = 1 * (60,
454)
2. (60, -454) = -(60,
454)
E_-09883: r = 1 t = 1 #III =
1
E(Q) = <(412711/7225,
258011334/614125)>
R = 12.6068312746
0 integral points
E_-09882: r = 2 t = 1 #III =
1
E(Q) = <(27, 99)> x
<(5409/4, 397809/8)>
R = 16.2907204460
2 integral points
1. (27, 99) = 1 * (27,
99)
2. (27, -99) = -(27,
99)
E_-09881: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09880: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09879: r = 1 t = 1 #III =
1
E(Q) = <(439738/729,
291595771/19683)>
R = 12.5537076903
0 integral points
E_-09878: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09877: r = 1 t = 1 #III =
1
E(Q) = <(25362857/702244,
113555197685/588480472)>
R = 17.3958833402
0 integral points
E_-09876: r = 1 t = 1 #III =
1
E(Q) = <(3310/9, 190414/27)>
R = 7.4474090375
0 integral points
E_-09875: r = 2 t = 1 #III =
1
E(Q) = <(105/4, 725/8)> x
<(5121/196, 244831/2744)>
R = 26.2354606166
0 integral points
E_-09874: r = 2 t = 1 #III =
1
E(Q) = <(691/9,
17965/27)> x <(53467/361, 12344337/6859)>
R = 69.9304422420
0 integral points
E_-09873: r = 1 t = 1 #III =
1
E(Q) =
<(157092988518433/394865194689,
1968797969944544448620/248126575634257887)>
R = 32.7210026622
0 integral points
E_-09872: r = 2 t = 1 #III =
1
E(Q) = <(41, 243)> x
<(13121/25, 1502919/125)>
R = 30.7439012071
2 integral points
1. (41, 243) = 1 * (41,
243)
2. (41, -243) = -(41, 243)
E_-09871: r = 1 t = 1 #III =
1
E(Q) = <(2780/49,
142561/343)>
R = 7.6951328795
0 integral points
E_-09870: r = 2 t = 1 #III =
1
E(Q) = <(1359409/50176,
1124879447/11239424)> x <(6844681/88804, 17713237669/26463592)>
R = 193.8799318037
0 integral points
E_-09869: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09868: r = 2 t = 1 #III =
1
E(Q) = <(2597/121,
5785/1331)> x <(75397/1521, 19846585/59319)>
R = 81.8959620687
0 integral points
E_-09867: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09866: r = 1 t = 1 #III =
1
E(Q) =
<(4301866696211309230032919329/73406899982651654015440900,
275150887804606825581297084564592352972017/628934365968025334816760829901385173000)>
R = 63.8488884475
0 integral points
E_-09865: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09864: r = 2 t = 1 #III =
1
E(Q) = <(22, 28)> x
<(12538610737/176252176, 1384655892354217/2339923888576)>
R = 67.0743673026
2 integral points
1. (22, 28) = 1 * (22,
28)
2. (22, -28) = -(22,
28)
E_-09863: r = 1 t = 1 #III =
1
E(Q) = <(23, 48)>
R = 3.1038975660
2 integral points
1. (23, 48) = 1 * (23,
48)
2. (23, -48) = -(23,
48)
E_-09862: r = 2 t = 1 #III =
1
E(Q) = <(3121/36,
173033/216)> x <(26737471/783225, 119900338019/693154125)>
R = 93.3954850809
0 integral points
E_-09861: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09860: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09859: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09858: r = 1 t = 1 #III =
1
E(Q) =
<(316826562811/346518225, 178332122286631441/6450436758375)>
R = 26.4960416799
0 integral points
E_-09857: r = 1 t = 1 #III =
1
E(Q) = <(800198893/6765201,
22568339616830/17596287801)>
R = 20.6111560123
0 integral points
E_-09856: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09855: r = 1 t = 1 #III =
1
E(Q) = <(24, 63)>
R = 1.7502076272
2 integral points
1. (24, 63) = 1 * (24,
63)
2. (24, -63) = -(24,
63)
E_-09854: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09853: r = 2 t = 1 #III =
1
E(Q) = <(281/4, 4643/8)>
x <(3961217/12769, 7882632406/1442897)>
R = 85.3909133465
0 integral points
E_-09852: r = 1 t = 1 #III =
1
E(Q) = <(28, 110)>
R = 2.8442628365
2 integral points
1. (28, 110) = 1 * (28,
110)
2. (28, -110) = -(28,
110)
E_-09851: r = 1 t = 1 #III =
1
E(Q) =
<(211135003075268560783/92224677011595921,
3067892799294077053331674073626/28007265886439506135828281)>
R = 46.8047881741
0 integral points
E_-09850: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09849: r = 3 t = 1 #III =
1
E(Q) = <(25, 76)> x
<(37, 202)> x <(205/9, 1198/27)>
R = 72.4689984135
4 integral points
1. (25, 76) = 1 * (25,
76)
2. (25, -76) = -(25, 76)
3. (37, 202) = 1 * (37,
202)
4. (37, -202) = -(37,
202)
E_-09848: r = 1 t = 1 #III =
1
E(Q) = <(6558/289,
210560/4913)>
R = 8.6187536363
0 integral points
E_-09847: r = 1 t = 1 #III =
1
E(Q) = <(514/9,
11341/27)>
R = 6.0055403169
0 integral points
E_-09846: r = 1 t = 1 #III =
1
E(Q) = <(177/4,
2217/8)>
R = 4.7309111897
0 integral points
E_-09845: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09844: r = 2 t = 1 #III =
1
E(Q) = <(62, 478)> x
<(61073857/1313316, 453329655263/1505060136)>
R = 64.3979152878
2 integral points
1. (62, 478) = 1 * (62,
478)
2. (62, -478) = -(62,
478)
E_-09843: r = 1 t = 1 #III =
1
E(Q) =
<(93533766363199/703660934025,
902694233659927555918/590262456202201125)>
R = 32.2680012026
0 integral points
E_-09842: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09841: r = 1 t = 1 #III =
1
E(Q) =
<(300590976900413/2669403736561, 5193523713744002132426/4361354576309195191)>
R = 33.4530075806
0 integral points
E_-09840: r = 1 t = 1 #III =
1
E(Q) = <(784/9,
21788/27)>
R = 5.4277341980
0 integral points
E_-09839: r = 2 t = 1 #III =
1
E(Q) = <(30, 131)> x
<(5688/49, 427631/343)>
R = 27.6288187820
2 integral points
1. (30, 131) = 1 * (30,
131)
2. (30, -131) = -(30,
131)
E_-09838: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09837: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09836: r = 1 t = 1 #III =
1
E(Q) = <(353300593/14561856,
3705100461559/55568042496)>
R = 20.1769811751
0 integral points
E_-09835: r = 1 t = 1 #III =
1
E(Q) =
<(270681650165053651327261999/9627887029345502346117441,
3324909719928015894347980415201011388842/29874213377581889954584985880593569761)>
R =
61.2974498752
0 integral points
E_-09834: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09833: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09832: r = 3 t = 1 #III =
1
E(Q) = <(26, 88)> x
<(233/4, 3467/8)> x <(718/9, 19052/27)>
R = 94.2140651895
2 integral points
1. (26, 88) = 1 * (26,
88)
2. (26, -88) = -(26,
88)
E_-09831: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09830: r = 1 t = 1 #III =
1
E(Q) =
<(110491636487688921/1606371610748356, 36168766462745890021936291/64382676993515043693496)>
R = 39.4320202622
0 integral points
E_-09829: r = 2 t = 1 #III =
1
E(Q) = <(193/9, 154/27)>
x <(75602293/56169, 657357430436/13312053)>
R = 99.4193152254
0 integral points
E_-09828: r = 1 t = 1 #III =
1
E(Q) = <(93913/324,
28774045/5832)>
R = 11.4955225158
0 integral points
E_-09827: r = 1 t = 1 #III =
1
E(Q) = <(11387/529,
147420/12167)>
R = 9.3379492555
0 integral points
E_-09826: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09825: r = 3 t = 1 #III =
1
E(Q) = <(61, 466)> x
<(121/4, 1069/8)> x <(43069/225, 8931878/3375)>
R = 195.0178404086
4 integral points
1. (289, 4912) = -1 * (61, 466) + 1 * (121/4, 1069/8)
2. (289, -4912) = -(289,
4912)
3. (61, 466) = 1 * (61,
466)
4. (61, -466) = -(61,
466)
E_-09824: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09823: r = 2 t = 1 #III =
1
E(Q) = <(353/16,
1937/64)> x <(4051/9, 257822/27)>
R = 50.8698116699
0 integral points
E_-09822: r = 1 t = 1 #III =
1
E(Q) =
<(6851367781548159369746359639/5919470244577446283728225,
567106396867248398906474820485193769161037/14402048289139608162670477117185483375)>
R = 64.1056246117
0 integral points
E_-09821: r = 1 t = 1 #III =
1
E(Q) =
<(526063884294828011505/24521714458039344676,
878288287942279724216506255273/121430070316636005585520816424)>
R = 48.2604433849
0 integral points
E_-09820: r = 1 t = 1 #III
= 1
E(Q) = <(496,
11046)>
R = 4.7596159782
2 integral points
1. (496, 11046) = 1 * (496,
11046)
2. (496, -11046) = -(496,
11046)
E_-09819: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-09818: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09817: r = 2 t = 1 #III =
1
E(Q) = <(1169/4,
39961/8)> x <(5653126976273/91607918224,
13157305687040597497/27726785393021632)>
R = 209.7758458968
0 integral points
E_-09816: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09815: r = 1 t = 1 #III =
1
E(Q) = <(48364/81,
10635877/729)>
R = 10.3464606237
0 integral points
E_-09814: r = 1 t = 1 #III =
1
E(Q) =
<(47483865379257562248884921/68189416656778122250000,
327199616722589318836684527515611159469/17806372845346585843331845375000000)>
R = 59.1413377102
0 integral points
E_-09813: r = 1 t = 1 #III =
1
E(Q) =
<(5906586484056481/49369734849600,
452644201730802824697871/346889530157835456000)>
R = 36.4242252279
0 integral points
E_-09812: r = 1 t = 1 #III =
1
E(Q) =
<(2274441025437/359747089, 3430141312296285625/6823323037063)>
R = 28.4548379902
0 integral points
E_-09811: r = 3 t = 1 #III =
1
E(Q) = <(43, 264)> x
<(71, 590)> x <(377/4, 7277/8)>
R = 89.3391279047
6 integral points
1. (43, 264) = 1 * (43,
264)
2. (43, -264) = -(43,
264)
3. (71, 590) = 1 * (71,
590)
4. (71, -590) = -(71, 590)
5. (3995, 252508) = 1 * (71,
590) - 1 * (377/4, 7277/8)
6. (3995, -252508) = -(3995,
252508)
E_-09810: r = 2 t = 1 #III =
1
E(Q) = <(1099, 36433)> x
<(31625470681/1240307524, 3593460545703901/43681150380232)>
R = 167.4154284969
2 integral points
1. (1099, 36433) = 1 *
(1099, 36433)
2. (1099, -36433) = -(1099,
36433)
E_-09809: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09808: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09807: r = 1 t = 1 #III =
1
E(Q) = <(22, 29)>
R = 3.1656985320
2 integral points
1. (22, 29) = 1 * (22,
29)
2. (22, -29) = -(22,
29)
E_-09806: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09805: r = 1 t = 1 #III =
1
E(Q) =
<(108433889321/1892076004, 34764078704279371/82301522021992)>
R = 25.6337668228
0 integral points
E_-09804: r = 2 t = 1 #III =
1
E(Q) = <(853/9,
24769/27)> x <(12829/81, 1451285/729)>
R = 58.6307640774
0 integral points
E_-09803: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09802: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09801: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09800: r = 1 t = 1 #III =
1
E(Q) = <(134,
1548)>
R = 3.7531182989
2 integral points
1. (134, 1548) = 1 * (134,
1548)
2. (134, -1548) = -(134,
1548)
E_-09799: r = 1 t = 1 #III =
1
E(Q) = <(4225/144,
214847/1728)>
R = 8.7666311990
0 integral points
E_-09798: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09797: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09796: r = 1 t = 1 #III =
1
E(Q) =
<(8115481597346/264314233225,
18804408829981379606/135887912014470875)>
R = 29.4328360758
0 integral points
E_-09795: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09794: r = 1 t = 1 #III =
1
E(Q) =
<(10390811931356026395/254760207379293121,
30982979367417479947194597521/128587096664520087656242081)>
R = 44.0968433950
0 integral points
E_-09793: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09792: r = 1 t = 1 #III =
1
E(Q) = <(36, 192)>
R = 1.8120180694
2 integral points
1. (36, 192) = 1 * (36,
192)
2. (36, -192) = -(36,
192)
E_-09791: r = 1 t = 1 #III =
1
E(Q) = <(206,
2955)>
R = 4.3802028354
2 integral points
1. (206, 2955) = 1 * (206,
2955)
2. (206, -2955) = -(206,
2955)
E_-09790: r = 2 t = 1 #III =
1
E(Q) = <(1079, 35443)> x
<(7106951/44521, 18923511869/9393931)>
R = 110.0681017772
2 integral points
1. (1079, 35443) = 1 *
(1079, 35443)
2. (1079, -35443) = -(1079,
35443)
E_-09789: r = 0 t = 1 #III = 25
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09788: r = 1 t = 1 #III =
1
E(Q) = <(108,
1118)>
R = 3.8788455818
2 integral points
1. (108, 1118) = 1 * (108,
1118)
2. (108, -1118) = -(108,
1118)
E_-09787: r = 2 t = 1 #III =
1
E(Q) = <(3929/100,
225533/1000)> x <(14687/289, 1712270/4913)>
R = 76.4928253824
0 integral points
E_-09786: r = 1 t = 1 #III =
1
E(Q) =
<(557571189561451/2699748034281,
13158583032228055102675/4435931697394802571)>
R = 34.0181694786
0 integral points
E_-09785: r = 1 t = 1 #III =
1
E(Q) = <(1056781/9,
1086369326/27)>
R =
13.8708500830
0 integral points
E_-09784: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09783: r = 1 t = 1 #III =
1
E(Q) = <(22657/324,
3361249/5832)>
R =
10.2132480368
0 integral points
E_-09782: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09781: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09780: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09779: r = 1 t = 1 #III =
1
E(Q) = <(72419257/1028196,
607599043507/1042590744)>
R =
18.2816963777
0 integral points
E_-09778: r = 1 t = 1 #III =
1
E(Q) = <(98039579/442225,
970302623767/294079625)>
R = 18.4600915439
0 integral points
E_-09777: r = 1 t = 1 #III =
1
E(Q) =
<(49668170088313/13349260521,
350039615657251826800/1542360211335819)>
R = 31.5399199490
0 integral points
E_-09776: r = 1 t = 1 #III =
1
E(Q) = <(225/4,
3281/8)>
R = 5.6442930847
0 integral points
E_-09775: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09774: r = 1 t = 1 #III =
4
E(Q) = <(1447,
55043)>
R = 7.2863348071
2 integral points
1. (1447, 55043) = 1 * (1447,
55043)
2. (1447, -55043) = -(1447,
55043)
E_-09773: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09772: r = 1 t = 1 #III =
1
E(Q) = <(1669501/65025,
1402339499/16581375)>
R = 14.7976544901
0 integral points
E_-09771: r = 1 t = 1 #III =
1
E(Q) =
<(9357458155/223472601, 842799758985548/3340691912349)>
R = 23.2611203489
0 integral points
E_-09770: r = 2 t = 1 #III =
1
E(Q) = <(5571/25,
415631/125)> x <(33467053059/33396841,
6122433831364703/193000344139)>
R = 210.5585472047
0 integral points
E_-09769: r = 1 t = 1 #III =
1
E(Q) = <(834065/484,
761727143/10648)>
R = 13.6416956627
0 integral points
E_-09768: r = 1 t = 1 #III =
1
E(Q) = <(9937/441,
378755/9261)>
R = 9.7294059303
0 integral points
E_-09767: r = 2 t = 1 #III =
1
E(Q) = <(66, 527)> x
<(216, 3173)>
R = 19.0688814996
4 integral points
1. (66, 527) = 1 * (66,
527)
2. (66, -527) = -(66,
527)
3. (216, 3173) = 1 * (216,
3173)
4. (216, -3173) = -(216, 3173)
E_-09766: r = 2 t = 1 #III =
1
E(Q) = <(23, 49)> x
<(3677843389193/56181324676,
6929407375524417371/13316434662653576)>
R = 105.8307732293
2 integral points
1. (23, 49) = 1 * (23,
49)
2. (23, -49) = -(23,
49)
E_-09765: r = 1 t = 1 #III =
1
E(Q) = <(50961/1369,
10358214/50653)>
R = 10.4428083114
0 integral points
E_-09764: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-09763: r = 1 t = 1 #III =
1
E(Q) = <(65799601/921600,
526538759401/884736000)>
R = 18.1833328603
0 integral points
E_-09762: r = 2 t = 1 #III =
1
E(Q) = <(289/4, 4849/8)> x
<(661363/1369, 537825067/50653)>
R = 77.7749283302
0 integral points
E_-09761: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09760: r = 1 t = 1 #III =
1
E(Q) =
<(1549317128929921/58686247883025,
41788339867371309041969/449577445726250202375)>
R = 35.4347594478
0 integral points
E_-09759: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09758: r = 1 t = 1 #III =
1
E(Q) = <(12567/121,
1402645/1331)>
R = 9.56436321506
0 integral points
E_-09757: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09756: r = 1 t = 1 #III =
1
E(Q) = <(8812/9,
827198/27)>
R = 8.1730940156
0 integral points
E_-09755: r = 1 t = 1 #III =
1
E(Q) = <(3251,
185364)>
R = 7.5414539091
2 integral points
1. (3251, 185364) = 1 *
(3251, 185364)
2. (3251, -185364) = -(3251,
185364)
E_-09754: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09753: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09752: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09751: r = 2 t = 1 #III =
1
E(Q) = <(35, 182)> x
<(329/4, 5915/8)>
R = 11.4924801551
4 integral points
1. (35, 182) = 1 * (35,
182)
2. (35, -182) = -(35,
182)
3. (263, 4264) = 1 * (35,
182) - 1 * (329/4, 5915/8)
4. (263, -4264) = -(263,
4264)
E_-09750: r = 1 t = 1 #III =
1
E(Q) = <(60415/1089,
14419475/35937)>
R = 9.6305920780
0 integral points
E_-09749: r = 3 t = 1 #III =
1
E(Q) = <(273/4, 4441/8)>
x <(2485/9, 123848/27)> x <(10801/324, 963575/5832)>
R = 386.8949097637
0 integral points
E_-09748: r = 4 t = 1 #III =
1
E(Q) = <(22, 30)> x
<(94, 906)> x <(118, 1278)> x <(253, 4023)>
R = 83.1490128823
18 integral points
1. (8069, 724819) = 1 * (94,
906) - 1 * (118, 1278)
2. (8069, -724819) = -(8069,
724819)
3. (53, 373) = 1 * (22, 30)
- 1 * (94, 906)
4. (53, -373) = -(53,
373)
5. (22, 30) = 1 * (22,
30)
6. (22, -30) = -(22,
30)
7. (94, 906) = 1 * (94,
906)
8. (94, -906) = -(94,
906)
9. (118, 1278) = 1 * (118,
1278)
10. (118, -1278) = -(118,
1278)
11. (29, 121) = -1 * (22, 30) - 1 * (118, 1278)
12. (29, -121) = -(29,
121)
13. (614, 15214) = 1 * (94,
906) - 1 * (253, 4023)
14. (614, -15214) = -(614,
15214)
15. (253, 4023) = 1 * (253,
4023)
16. (253, -4023) = -(253, 4023)
17. (12997, 1481715) = 2 *
(22, 30) - 1 * (94, 906) + 1 * (118, 1278) + 1 * (253, 4023)
18. (12997, -1481715) =
-(12997, 1481715)
E_-09747: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-09746: r = 2 t = 1 #III =
1
E(Q) = <(89/4, 285/8)> x
<(12995, 1481373)>
R = 38.9311550744
2 integral points
1. (12995, 1481373) = 1 *
(12995, 1481373)
2. (12995, -1481373) =
-(12995, 1481373)
E_-09745: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09744: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09743: r = 1 t = 1 #III =
1
E(Q) = <(176103/121,
73900852/1331)>
R = 12.0878494279
0 integral points
E_-09742: r = 1 t = 1 #III =
1
E(Q) = <(10703/361,
876215/6859)>
R =
9.6915465556
0 integral points
E_-09741: r = 1 t = 1 #III =
1
E(Q) = <(837793/2916,
766683089/157464)>
R = 13.6841908987
0 integral points
E_-09740: r = 0 t = 1 #III = 36
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09739: r = 1 t = 1 #III =
1
E(Q) = <(3247,
185022)>
R = 7.5402255245
2 integral points
1. (3247, 185022) = 1 *
(3247, 185022)
2. (3247, -185022) = -(3247,
185022)
E_-09738: r = 1 t = 1 #III =
1
E(Q) = <(288609393/362404,
4902995621175/218167208)>
R = 18.7646655871
0 integral points
E_-09737: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-09736: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09735: r = 1 t = 1 #III =
1
E(Q) = <(454,
9673)>
R = 5.6849109866
2 integral points
1. (454, 9673) = 1 * (454,
9673)
2. (454, -9673) = -(454,
9673)
E_-09734: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09733: r = 1 t = 1 #III =
1
E(Q) =
<(1395245017545607369/5602143016926225,
1647551007849146223588113222/419306203384380033269625)>
R = 41.8322464474
0 integral points
E_-09732: r = 1 t = 1 #III =
1
E(Q) = <(800089/8100,
712038563/729000)>
R = 13.7242536344
0 integral points
E_-09731: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09730: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09729: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09728: r = 2 t = 1 #III =
1
E(Q) = <(24, 64)> x
<(104, 1056)>
R = 3.0176649587
6 integral points
1. (24, 64) = 1 * (24,
64)
2. (24, -64) = -(24,
64)
3. (68, 552) = 1 * (24, 64)
- 1 * (104, 1056)
4. (68, -552) = -(68,
552)
5. (104, 1056) = 1 * (104,
1056)
6. (104, -1056) = -(104,
1056)
E_-09727: r = 1 t = 1 #III =
1
E(Q) = <(692324/18769,
517229191/2571353)>
R = 13.3245466133
0 integral points
E_-09726: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09725: r = 1 t = 1 #III =
1
E(Q) = <(3279825/152881,
729572870/59776471)>
R = 14.4773126060
0 integral points
E_-09724: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09723: r = 2 t = 1 #III =
1
E(Q) = <(11839/225,
1244438/3375)> x <(981163/15129, 954399160/1860867)>
R = 117.2824407754
0 integral points
E_-09722: r = 1 t = 1 #III =
1
E(Q) = <(677433/23716,
425678765/3652264)>
R = 13.8530002295
0 integral points
E_-09721: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09720: r = 2 t = 1 #III =
1
E(Q) = <(34, 172)> x
<(46, 296)>
R = 10.7968063056
6 integral points
1. (34, 172) = 1 * (34,
172)
2. (34, -172) = -(34,
172)
3. (1441, 54701) = 1 * (34, 172) - 1 * (46,
296)
4. (1441, -54701) = -(1441,
54701)
5. (46, 296) = 1 * (46,
296)
6. (46, -296) = -(46,
296)
E_-09719: r = 1 t = 1 #III =
1
E(Q) = <(2884/81,
137195/729)>
R = 7.8547659852
0 integral points
E_-09718: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09717: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09716: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09715: r = 2 t = 1 #III =
1
E(Q) = <(5969/256,
222887/4096)> x <(81671/2401, 20255614/117649)>
R = 106.7932379677
0 integral points
E_-09714: r = 1 t = 1 #III =
4
E(Q) = <(13195/81,
1513999/729)>
R = 9.5678751972
0 integral points
E_-09713: r = 1 t = 1 #III =
1
E(Q) = <(11313/289,
1101560/4913)>
R = 9.6543032149
0 integral points
E_-09712: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09711: r = 2 t = 1 #III =
1
E(Q) = <(40, 233)> x
<(75, 642)>
R = 12.0589006878
6 integral points
1. (40, 233) = 1 * (40,
233)
2. (40, -233) = -(40,
233)
3. (510, 11517) = 1 * (40,
233) - 1 * (75, 642)
4. (510, -11517) = -(510,
11517)
5. (75, 642) = 1 * (75,
642)
6. (75, -642) = -(75,
642)
E_-09710: r = 2 t = 1 #III =
1
E(Q) = <(13679/169,
1585143/2197)> x <(77009/2704, 16270233/140608)>
R = 92.1372485101
0 integral points
E_-09709: r = 2 t = 1 #III =
1
E(Q) = <(73109/3025,
11045852/166375)> x <(1048573/9, 1073737216/27)>
R = 139.9860615030
0 integral points
E_-09708: r = 1 t = 1 #III =
1
E(Q) = <(61850127104623741/349061028080625,
15368505158154674283583211/6521568273310230984375)>
R = 38.7373207606
0 integral points
E_-09707: r = 1 t = 1 #III =
1
E(Q) = <(181409263/2313441,
2418650002430/3518743761)>
R = 19.1813554370
0 integral points
E_-09706: r = 1 t = 1 #III =
1
E(Q) = <(74276929/1340964,
621599832865/1552836312)>
R = 18.3543611225
0 integral points
E_-09705: r = 1 t = 1 #III =
1
E(Q) =
<(89685644606445642051343875454168720946449669/1922472227735780262248207219693209643178225,
807732150024877039316939404309663718368919632547112150872479314322/2665570123010656269067633289117532899798868148762232573297639625)>
R = 101.4768888626
0 integral points
E_-09704: r = 1 t = 1 #III =
1
E(Q) = <(66716137/181476,
544883834357/77308776)>
R = 18.0516153430
0 integral points
E_-09703: r = 1 t = 1 #III =
1
E(Q) = <(214,
3129)>
R =
4.4157460500
2 integral points
1. (214, 3129) = 1 * (214,
3129)
2. (214, -3129) = -(214,
3129)
E_-09702: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09701: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09700: r = 1 t = 1 #III =
1
E(Q) = <(9226/225,
821474/3375)>
R = 8.7435725983
0 integral points
E_-09699: r = 1 t = 1 #III =
1
E(Q) = <(260197369/8608356,
3380673006035/25256916504)>
R = 19.7826111244
0 integral points
E_-09698: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09697: r = 1 t = 1 #III =
1
E(Q) = <(12197/169,
1329550/2197)>
R = 9.5878702460
0 integral points
E_-09696: r = 1 t = 1 #III =
9
E(Q) = <(25, 77)>
R = 3.6984069832
2 integral points
1. (25, 77) = 1 * (25,
77)
2. (25, -77) = -(25,
77)
E_-09695: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09694: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09693: r = 3 t = 1 #III =
1
E(Q) = <(33, 162)> x
<(321/4, 5697/8)> x <(1081/4, 35533/8)>
R = 54.2982171616
4 integral points
1. (229, 3464) = 1 * (33, 162) - 1 *
(321/4, 5697/8)
2. (229, -3464) = -(229,
3464)
3. (33, 162) = 1 * (33,
162)
4. (33, -162) = -(33,
162)
E_-09692: r = 1 t = 1 #III =
1
E(Q) = <(89/4,
291/8)>
R = 4.4692075085
0 integral points
E_-09691: r = 1 t = 1 #III =
1
E(Q) =
<(44649543899300909083/60010721759197881,
298346145268624909540077792716/14700878058560696059549779)>
R = 45.2629961207
0 integral points
E_-09690: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09689: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09688: r = 1 t = 1 #III =
1
E(Q) =
<(800465552376737/20364632772961,
20762310832711308712195/91899865242563790959)>
R = 34.6353357635
0 integral points
E_-09687: r = 2 t = 1 #III =
1
E(Q) = <(22, 31)> x
<(13876/361, 1488623/6859)>
R = 29.1375898998
2 integral points
1. (22, 31) = 1 * (22,
31)
2. (22, -31) = -(22,
31)
E_-09686: r = 1 t = 1 #III =
1
E(Q) = <(41399695/1058841,
243840099763/1089547389)>
R = 17.8594551622
0 integral points
E_-09685: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09684: r = 1 t = 1 #III =
1
E(Q) = <(3693/49,
221871/343)>
R = 7.6532493066
0 integral points
E_-09683: r = 3 t = 1 #III =
1
E(Q) = <(27, 100)> x
<(857/16, 24285/64)> x <(3233/4, 183825/8)>
R = 154.2111533312
2 integral points
1. (27, 100) = 1 * (27,
100)
2. (27, -100) = -(27,
100)
E_-09682: r = 2 t = 1 #III =
1
E(Q) = <(737/16,
18991/64)> x <(24405623481521489/752779750196224,
3225934192563334040035751/20653891539135764922368)>
R = 261.6053362076
0 integral points
E_-09681: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09680: r = 1 t = 1 #III =
1
E(Q) = <(567601/4356,
426690089/287496)>
R = 13.3492436213
0 integral points
E_-09679: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09678: r = 1 t = 1 #III =
1
E(Q) =
<(98267777634115495711/2998508638261455225, 829464777852628254251811363791/5192278232835831088156477875)>
R = 46.4111359643
0 integral points
E_-09677: r = 1 t = 1 #III =
1
E(Q) =
<(53331423608802842577/155049420660501409,
389424366921803447720179239790/61052748750102377368782577)>
R' = 45.4611297321
0 integral points
E_-09676: r = 1 t = 1 #III =
1
E(Q) = <(63265/576,
15854543/13824)>
R = 11.1735561889
0 integral points
E_-09675: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09674: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09673: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09672: r = 2 t = 1 #III =
1
E(Q) = <(82, 736)> x
<(261394/225, 133641728/3375)>
R = 45.2500631108
2 integral points
1. (82, 736) = 1 * (82,
736)
2. (82, -736) = -(82,
736)
E_-09671: r = 1 t = 1 #III =
1
E(Q) = <(1945/36,
83107/216)>
R = 7.8093646094
0 integral points
E_-09670: r = 1 t = 1 #III =
1
E(Q) =
<(22566979934654281615285773264867329/20290945316360371516000702566400,
3390069780521356277189267327868186945918079831721983/91401520548297130207015163156874684567027712000)>
R = 79.1135762235
0 integral points
E_-09669: r = 1 t = 1 #III =
1
E(Q) = <(143728641439058830902709/1006615946964100908681,
54399199773065941010108085118144460/31937117007331558611536135775579)>
R = 53.4135777735
0 integral points
E_-09668: r = 1 t = 1 #III =
1
E(Q) =
<(16312501909/3861225, 2083439220366077/7587307125)>
R = 23.5182988895
0 integral points
E_-09667: r = 3 t = 1 #III =
1
E(Q) = <(23, 50)> x
<(823, 23610)> x <(1723, 71520)>
R = 142.9402913544
6 integral points
1. (23, 50) = 1 * (23,
50)
2. (23, -50) = -(23,
50)
3. (823, 23610) = 1 * (823,
23610)
4. (823, -23610) = -(823,
23610)
5. (1723, 71520) = 1 *
(1723, 71520)
6. (1723, -71520) = -(1723,
71520)
E_-09666: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09665: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09664: r = 1 t = 1 #III =
1
E(Q) = <(32, 152)>
R = 2.0023033973
2 integral points
1. (32, 152) = 1 * (32,
152)
2. (32, -152) = -(32,
152)
E_-09663: r = 1 t = 1 #III =
1
E(Q) = <(86083/441,
25240258/9261)>
R = 11.4300154164
0 integral points
E_-09662: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09661: r = 1 t = 1 #III =
1
E(Q) = <(45677297/1227664,
278255670217/1360251712)>
R = 17.9725601560
0 integral points
E_-09660: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09659: r = 2 t = 1 #III =
1
E(Q) = <(25065/1024,
2318603/32768)> x <(52095/2401, 2772554/117649)>
R = 98.5697289528
0 integral points
E_-09658: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09657: r = 1 t = 1 #III =
1
E(Q) = <(1009/4,
32041/8)>
R = 6.9685597289
0 integral points
E_-09656: r = 2 t = 1 #III =
1
E(Q) = <(217/9, 1783/27)>
x <(2990/49, 159984/343)>
R = 40.1880649570
0 integral points
E_-09655: r = 1 t = 1 #III =
1
E(Q) = <(26, 89)>
R = 3.2588642631
2 integral points
1. (26, 89) = 1 * (26,
89)
2. (26, -89) = -(26,
89)
E_-09654: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09653: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09652: r = 1 t = 1 #III =
1
E(Q) = <(837037/31329,
538199585/5545233)>
R = 14.0895415133
0 integral points
E_-09651: r = 2 t = 1 #III =
1
E(Q) = <(7105/324,
174401/5832)> x <(4088875/33489, 8246151316/6128487)>
R = 122.9997896554
0 integral points
E_-09650: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09649: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09648: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09647: r = 1 t = 1 #III =
1
E(Q) = <(456,
9737)>
R = 5.6890929881
2 integral points
1. (456, 9737) = 1 * (456,
9737)
2. (456, -9737) = -(456,
9737)
E_-09646: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09645: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09644: r = 1 t = 1 #III =
1
E(Q) = <(37831297/1454436,
156437887553/1754049816)>
R = 17.9111888951
0 integral points
E_-09643: r = 2 t = 1 #III =
1
E(Q) = <(2873/64,
145555/512)> x <(50516609/144400, 359006550977/54872000)>
R = 130.2168806617
0 integral points
E_-09642: r = 1 t = 1 #III =
1
E(Q) =
<(306530879323/1459163601, 169623251494123195/55738590394599)>
R = 26.5107672905
0 integral points
E_-09641: r = 1 t = 1 #III =
1
E(Q) =
<(142848414270874121623738237/19797168133939114366569,
1707312932549010447021910230892771396222/2785509264393497778809806089539253)>
R = 60.2256403408
0 integral points
E_-09640: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09639: r = 1 t = 1 #III =
1
E(Q) = <(72, 603)>
R = 2.5287427977
2 integral points
1. (72, 603) = 1 * (72,
603)
2. (72, -603) = -(72,
603)
E_-09638: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09637: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09636: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09635: r = 1 t = 1 #III =
1
E(Q) = <(2142529/86436,
1900802177/25412184)>
R = 15.0597104453
0 integral points
E_-09634: r = 1 t = 1 #III =
1
E(Q) = <(48611489/839056,
330426700175/768575296)>
R = 17.9201566005
0 integral points
E_-09633: r = 1 t = 1 #III =
1
E(Q) = <(57391993/944784,
425342559565/918330048)>
R = 18.0763643391
0 integral points
E_-09632: r = 1 t = 1 #III =
9
E(Q) = <(57, 419)>
R = 4.2672999222
2 integral points
1. (57, 419) = 1 * (57,
419)
2. (57, -419) = -(57,
419)
E_-09631: r = 1 t = 1 #III =
1
E(Q) = <(28, 111)>
R = 2.7541466653
2 integral points
1. (28, 111) = 1 * (28,
111)
2. (28, -111) = -(28,
111)
E_-09630: r = 1 t = 1 #III =
1
E(Q) = <(1759/49,
65647/343)>
R = 7.8188364077
0 integral points
E_-09629: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09628: r = 1 t = 1 #III =
1
E(Q) = <(30361412/1399489,
39966258086/1655595487)>
R = 16.8448054725
0 integral points
E_-09627: r = 1 t = 1 #III =
9
E(Q) = <(31, 142)>
R = 3.8296653107
2 integral points
1. (31, 142) = 1 * (31,
142)
2. (31, -142) = -(31,
142)
E_-09626: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09625: r = 1 t = 1 #III =
1
E(Q) = <(24665/1156,
369475/39304)>
R = 9.0516036879
0 integral points
E_-09624: r = 3 t = 1 #III =
1
E(Q) = <(22, 32)> x
<(121/4, 1075/8)> x <(442, 9292)>
R = 78.5080747530
6 integral points
1. (22, 32) = 1 * (22,
32)
2. (22, -32) = -(22,
32)
3. (442, 9292) = 1 * (442,
9292)
4. (442, -9292) = -(442,
9292)
5. (32449, 5845235) = 1 *
(22, 32) - 1 * (121/4, 1075/8) - 1 * (442, 9292)
6. (32449, -5845235) =
-(32449, 5845235)
E_-09623: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09622: r = 2 t = 1 #III =
1
E(Q) = <(361/16, 2763/64)> x
<(12871/25, 1460169/125)>
R = 52.0829438213
0 integral points
E_-09621: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09620: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09619: r = 1 t = 1 #III =
1
E(Q) = <(142543465/6625476,
314193987541/17053975224)>
R = 19.3191464941
0 integral points
E_-09618: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09617: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09616: r = 1 t = 1 #III =
1
E(Q) = <(205444505/724201,
2944084785653/616295051)>
R = 19.1867349840
0 integral points
E_-09615: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09614: r = 1 t = 1 #III =
1
E(Q) = <
(2334385084443419664581413386608967857862900615/6010424041227998571529228373631283192994809,
112777668815119294927996795829680511658328058513058482210241269551237/14735255460179379072975913683830150524006030957412079732051012877)>
R = 104.4977276374
0 integral points
E_-09613: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09612: r = 1 t = 1 #III =
1
E(Q) = <(2137/64,
85085/512)>
R = 8.0369591136
0 integral points
E_-09611: r = 1 t = 1 #III =
1
E(Q) = <(362738891/3759721,
6871551585480/7290099019)>
R = 19.2941948602
0 integral points
E_-09610: r = 0 t = 1
#III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09609: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09608: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09607: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09606: r = 1 t = 1 #III =
1
E(Q) = <(197736054307985152176031/8849358000611956902321,
32778050717205195788871734825242315/832468189753493651890034693083881)>
R = 54.1678622657
0 integral points
E_-09605: r = 1 t = 1 #III =
1
E(Q) =
<(220150717938326841/5283390083572624,
96194271419844714329953901/384033415734117637749568)>
R = 40.2345399039
0 integral points
E_-09604: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09603: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09602: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09601: r = 2 t = 1 #III =
1
E(Q) = <(353/16, 2159/64)> x
<(299188805/797449, 5174620779626/712121957)>
R = 122.2518550661
0 integral points
E_-09600: r = 1 t = 1 #III =
1
E(Q) = <(700,
18520)>
R = 4.1104967408
2 integral points
1. (700, 18520) = 1 * (700,
18520)
2. (700, -18520) = -(700,
18520)
E_-09599: r = 1 t = 1 #III =
4
E(Q) = <(24, 65)>
R = 3.2112705074
2 integral points
1. (24, 65) = 1 * (24,
65)
2. (24, -65) = -(24,
65)
E_-09598: r = 1 t = 1 #III =
1
E(Q) = <(614321/28900,
12899369/4913000)>
R = 13.8774685383
0 integral points
E_-09597: r = 1 t = 1 #III =
1
E(Q) = <(46347336254943619289343937/5271374194725383297424,
315527462680433551540774738053418042975/382724063754085122060579908260032)>
R = 59.0996925563
0 integral points
E_-09596: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09595: r = 1 t = 1 #III =
1
E(Q) = <(146350519/6215049,
911677347802/15494117157)>
R = 19.3049363990
0 integral points
E_-09594: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-09593: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09592: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09591: r = 1 t = 1 #III =
1
E(Q) =
<(1432969096360/3945975489, 1715188057621271261/247874342292513)>
R = 27.5646286812
0 integral points
E_-09590: r = 2 t = 1 #III =
1
E(Q) = <(39, 223)> x
<(7734888519/278856601, 504792628526887/4656626380099)>
R = 92.3892245287
2 integral points
1. (39, 223) = 1 * (39,
223)
2. (39, -223) = -(39,
223)
E_-09589: r = 1 t = 1 #III =
1
E(Q) = <(132089/5041, 32806550/357911)>
R = 12.2500424523
0 integral points
E_-09588: r = 1 t = 1 #III =
1
E(Q) =
<(11082825982/311910921, 1034573265541990/5508658775781)>
R = 22.7846537058
0 integral points
E_-09587: r = 2 t = 1 #III =
1
E(Q) = <(3153/16,
176935/64)> x <(2529/100, 81167/1000)>
R = 66.4771085735
0 integral points
E_-09586: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09585: r = 1 t = 1 #III =
1
E(Q) = <(5757001/24336,
13808203579/3796416)>
R = 15.6210618584
0 integral points
E_-09584: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-09583: r = 1 t = 1 #III =
1
E(Q) = <(74, 629)>
R = 1.6086428855
2 integral points
1. (74, 629) = 1 * (74,
629)
2. (74, -629) = -(74, 629)
E_-09582: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09581: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09580: r = 2 t = 1 #III =
1
E(Q) = <(809/4, 22997/8)>
x <(44489/1024, 8818693/32768)>
R = 70.1701367330
0 integral points
E_-09579: r = 2 t = 1 #III =
1
E(Q) = <(9367/441,
17702/9261)> x <(2120875/21609, 3072991328/3176523)>
R = 136.6416428732
0 integral points
E_-09578: r = 1 t = 1 #III =
1
E(Q) =
<(8080925103655887063332817/331707339740029292832016,
13346181324355390403330254895700817945/191043656604652178606311139347007936)>
R =
57.8402078006
0 integral points
E_-09577: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09576: r = 1 t = 1 #III =
1
E(Q) = <(30, 132)>
R = 2.3824861385
2 integral points
1. (30, 132) = 1 * (30,
132)
2. (30, -132) = -(30,
132)
E_-09575: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09574: r = 2 t = 1 #III =
9
E(Q) = <(47, 307)> x
<(215, 3151)>
R = 22.2861451041
4 integral points
1. (47, 307) = 1 * (47,
307)
2. (47, -307) = -(47,
307)
3. (215, 3151) = 1 * (215,
3151)
4. (215, -3151) = -(215, 3151)
E_-09573: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09572: r = 2 t = 1 #III =
1
E(Q) = <(42, 254)> x
<(1671369/61504, 1562678651/15252992)>
R = 49.2257881488
2 integral points
1. (42, 254) = 1 * (42,
254)
2. (42, -254) = -(42,
254)
E_-09571: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09570: r = 1 t = 1 #III =
1
E(Q) =
<(56931145747825969/2595749244662016,
4140531950240591777163817/132249520008665743527936)>
R = 39.1150724073
0 integral points
E_-09569: r = 1 t = 1 #III =
1
E(Q) = <(15045/361,
1719094/6859)>
R = 9.9198498297
0 integral points
E_-09568: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09567: r = 1 t = 1 #III =
1
E(Q) = <(136,
1583)>
R = 4.5461021475
2 integral points
1. (136, 1583) = 1 * (136,
1583)
2. (136, -1583) = -(136,
1583)
E_-09566: r = 2 t = 1 #III =
1
E(Q) = <(23, 51)> x
<(84855/961, 24545827/29791)>
R = 35.1336773991
2 integral points
1. (23, 51) = 1 * (23,
51)
2. (23, -51) = -(23,
51)
E_-09565: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09564: r = 1 t = 1 #III =
1
E(Q) = <(52, 362)>
R = 3.2713138293
2 integral points
1. (52, 362) = 1 * (52,
362)
2. (52, -362) = -(52,
362)
E_-09563: r = 1 t = 1 #III =
1
E(Q) = <(66115081/22500, 537589428229/3375000)>
R = 18.0113499691
0 integral points
E_-09562: r = 1 t = 1 #III =
1
E(Q) =
<(829812720531153127038724185976883/2888455694405840645571814446601,
23899154864002776012975235953492310317394732065265/4909062546858175006059621476934045765935004901)>
R = 75.8441402049
0 integral points
E_-09561: r = 3 t = 1 #III =
1
E(Q) = <(73, 616)> x
<(145/4, 1561/8)> x <(18001393/164836, 76095550679/66923416)>
R = 397.7414898694
2 integral points
1. (73, 616) = 1 * (73,
616)
2. (73, -616) = -(73,
616)
E_-09560: r = 1 t = 1 #III =
1
E(Q) = <(1150129/21609,
1193701643/3176523)>
R = 14.1942573588
0 integral points
E_-09559: r = 2 t = 1 #III =
1
E(Q) = <(22, 33)> x
<(44, 275)>
R = 1.8201225232
14 integral points
1. (22, 33) = 1 * (22,
33)
2. (22, -33) = -(22,
33)
3. (440, 9229) = -2 * (22, 33)
4. (440, -9229) = -(440,
9229)
5. (130, 1479) = 1 * (22,
33) - 1 * (44, 275)
6. (130, -1479) = -(130,
1479)
7. (44, 275) = 1 * (44,
275)
8. (44, -275) = -(44,
275)
9. (55, 396) = -1 * (22, 33) - 1 * (44, 275)
10. (55, -396) = -(55,
396)
11. (92, 877) = 2 * (22, 33)
+ 1 * (44, 275)
12. (92, -877) = -(92,
877)
13. (3622, 217983) = 1 * (22,
33) + 2 * (44, 275)
14. (3622, -217983) = -(3622,
217983)
E_-09558: r = 1 t = 1 #III =
1
E(Q) =
<(2485890561029045599/56817880375950225,
3689007459095120173426020493/13543394908081581021378375)>
R = 42.6447164622
0 integral points
E_-09557: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09556: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09555: r = 1 t = 1 #III =
1
E(Q) = <(4369/144,
234233/1728)>
R = 8.7847794499
0 integral points
E_-09554: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09553: r = 1 t = 1 #III =
1
E(Q) = <(829481/4900,
754712629/343000)>
R = 13.7054033637
0 integral points
E_-09552: r = 1 t = 1 #III =
1
E(Q) = <(1047241/5625,
1070898461/421875)>
R = 13.9315781515
0 integral points
E_-09551: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09550: r = 1 t = 1 #III =
1
E(Q) = <(6166471/103041,
14967775331/33076161)>
R = 15.8480504141
0 integral points
E_-09549: r = 1 t = 1 #III =
1
E(Q) = <(5397333/10609,
12538716204/1092727)>
R = 14.7946449307
0 integral points
E_-09548: r = 1 t = 1 #III =
1
E(Q) = <(1321721/52900,
946323981/12167000)>
R = 14.0227858310
0 integral points
E_-09547: r = 1 t = 1 #III =
1
E(Q) = <(257083/441,
130346560/9261)>
R = 12.4795288530
0 integral points
E_-09546: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09545: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09544: r = 1 t = 1 #III = 1
E(Q) = <(3410/49,
196288/343)>
R = 7.6257327534
0 integral points
E_-09543: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09542: r = 1 t = 1 #III =
1
E(Q) = <(117862313364438141633/2422837672864197796,
1225388551098630886301719592095/3771260018252174047609842344)>
R = 46.4760993480
0 integral points
E_-09541: r = 2 t = 1 #III =
1
E(Q) = <(25, 78)> x
<(560371345/3211264, 13253287912761/5754585088)>
R = 61.6746571722
2 integral points
1. (25, 78) = 1 * (25,
78)
2. (25, -78) = -(25,
78)
E_-09540: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09539: r = 1 t = 1 #III =
1
E(Q) = <(292705/6084,
151425487/474552)>
R = 12.8496872112
0 integral points
E_-09538: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09537: r = 1 t = 1 #III =
1
E(Q) = <(23156329/85264,
111404095819/24897088)>
R = 15.1169332844
0 integral points
E_-09536: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09535: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09534: r = 1 t = 1 #III =
4
E(Q) = <(813577/36,
733834277/216)>
R = 13.6097729099
0 integral points
E_-09533: r = 1 t = 1 #III =
1
E(Q) = <(12669/25,
1425928/125)>
R = 9.4726372175
0 integral points
E_-09532: r = 1 t = 1 #III =
1
E(Q) = <(472,
10254)>
R = 4.7110923883
2 integral points
1. (472, 10254) = 1 * (472,
10254)
2. (472, -10254) = -(472,
10254)
E_-09531: r = 2 t = 1 #III =
1
E(Q) = <(355, 6688)> x
<(337/4, 6137/8)>
R =
34.2837813068
2 integral points
1. (355, 6688) = 1 * (355,
6688)
2. (355, -6688) = -(355,
6688)
E_-09530: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09529: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09528: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09527: r = 1 t = 1 #III =
1
E(Q) = <(15801/196,
1968077/2744)>
R = 9.8275372032
0 integral points
E_-09526: r = 1 t = 1 #III =
1
E(Q) =
<(17556756607/60793209, 2325843745577317/474004650573)>
R = 23.6337988701
0 integral points
E_-09525: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09524: r = 1 t = 1 #III =
1
E(Q) = <(4062/121,
223942/1331)>
R = 7.9832599051
0 integral points
E_-09523: r = 1 t = 1 #III =
1
E(Q) =
<(3260200226981781856537/1434232979241272896,
186151368766553582126059859822595/1717629762872171188817426944)>
R = 48.9925041697
0 integral points
E_-09522: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09521: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09520: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09519: r = 1 t = 1 #III =
1
E(Q) = <(1603/9,
64126/27)>
R = 7.4526054952
0 integral points
E_-09518: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09517: r = 1 t = 1 #III =
1
E(Q) =
<(23593433857447507817/171793962194043904,
114389837303581191734471761355/71205221921662009633374208)>
R = 44.7019608682
0 integral points
E_-09516: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09515: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09514: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09513: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09512: r = 2 t = 1 #III =
1
E(Q) = <(122, 1344)> x
<(209/4, 2919/8)>
R = 15.7281951867
4 integral points
1. (122, 1344) = 1 * (122,
1344)
2. (122, -1344) = -(122,
1344)
3. (426, 8792) = -1 * (122, 1344) + 1 * (209/4, 2919/8)
4. (426, -8792) = -(426,
8792)
E_-09511: r = 1 t = 1 #III =
1
E(Q) = <(545/16,
11087/64)>
R = 6.6627781708
0 integral points
E_-09510: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09509: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09508: r = 1 t = 1 #III =
1
E(Q) = <(16733/529,
1810415/12167)>
R = 10.1122455876
0 integral points
E_-09507: r = 2 t = 1 #III =
1
E(Q) = <(2683/81,
119420/729)> x <(281023/4761, 145490590/328509)>
R = 102.8052057247
0 integral points
E_-09506: r = 1 t = 1 #III =
1
E(Q) = <(13836355/281961,
49353887267/149721291)>
R = 16.7004147427
0 integral points
E_-09505: r = 2 t = 1 #III =
1
E(Q) = <(29, 122)> x
<(26401, 4289736)>
R = 34.3082506498
4 integral points
1. (29, 122) = 1 * (29,
122)
2. (29, -122) = -(29,
122)
3. (26401, 4289736) = 1 *
(26401, 4289736)
4. (26401, -4289736) =
-(26401, 4289736)
E_-09504: r = 1 t = 1 #III =
1
E(Q) = <(1065/49,
9477/343)>
R = 5.8603245914
0 integral points
E_-09503: r = 1 t = 1 #III =
1
E(Q) = <(38, 213)>
R = 2.9534966033
2 integral points
1. (38, 213) = 1 * (38,
213)
2. (38, -213) = -(38,
213)
E_-09502: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09501: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09500: r = 1 t = 1 #III =
1
E(Q) = <(156,
1946)>
R = 4.2088529933
2 integral points
1. (156, 1946) = 1 * (156,
1946)
2. (156, -1946) = -(156,
1946)
E_-09499: r = 2 t = 1 #III =
1
E(Q) = <(4631/169,
231230/2197)> x <(242755/3249, 118236068/185193)>
R = 96.5167427286
0 integral points
E_-09498: r = 1 t = 1 #III =
1
E(Q) =
<(3251749177/139145616, 93783379434605/1641361686336)>
R = 22.4077042556
0 integral points
E_-09497: r = 1 t = 1 #III =
9
E(Q) = <(201,
2848)>
R = 5.3679567903
2 integral points
1. (201, 2848) = 1 * (201,
2848)
2. (201, -2848) = -(201, 2848)
E_-09496: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09495: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09494: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09493: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09492: r = 2 t = 1 #III =
1
E(Q) = <(22, 34)> x
<(48169/4, 10571861/8)>
R = 30.8704313599
2 integral points
1. (22, 34) = 1 * (22,
34)
2. (22, -34) = -(22,
34)
E_-09491: r = 1 t = 1 #III =
1
E(Q) = <(62677585/736164,
492383120761/631628712)>
R = 18.1047311316
0 integral points
E_-09490: r = 1 t = 1 #III =
1
E(Q) =
<(14197469321/277888900, 1630370992416869/4632407963000)>
R = 23.6241231106
0 integral points
E_-09489: r = 1 t = 1 #III =
1
E(Q) = <(1012645/4761,
1018524754/328509)>
R = 13.8891701193
0 integral points
E_-09488: r = 1 t = 1 #III =
1
E(Q) = <(1419393660337/58718497761,
968888545815072385/14228607658947759)>
R = 28.4718680236
0 integral points
E_-09487: r = 1 t = 1 #III =
1
E(Q) = <(706/25,
14271/125)>
R = 5.9763837587
0 integral points
E_-09486: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09485: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09484: r = 1 t = 1 #III =
1
E(Q) = <(5244133/106929,
11516220919/34965783)>
R = 15.7301795815
0 integral points
E_-09483: r = 1 t = 1 #III =
1
E(Q) =
<(4621132537/15729156, 314080821952685/62381832696)>
R = 22.2981674334
0 integral points
E_-09482: r = 2 t = 1 #III =
1
E(Q) = <(27, 101)> x
<(6297/16, 499651/64)>
R = 30.9305441140
2 integral points
1. (27, 101) = 1 * (27,
101)
2. (27, -101) = -(27,
101)
E_-09481: r = 1 t = 1 #III =
1
E(Q) =
<(74481200753102135281/289847171162190096,
642611714563424648180440588105/156046344401077466219118144)>
R = 45.8076638053
0 integral points
E_-09480: r = 1 t = 1 #III =
1
E(Q) = <(30055569154/41563809,
5210531076901312/267961876623)>
R = 23.4511637577
0 integral points
E_-09479: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09478: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09477: r = 1 t = 1 #III =
1
E(Q) = <(153,
1890)>
R = 2.9179581311
2 integral points
1. (153, 1890) = 1 * (153,
1890)
2. (153, -1890) = -(153,
1890)
E_-09476: r = 2 t = 1 #III =
1
E(Q) = <(26, 90)> x
<(370/9, 6614/27)>
R = 13.3853405602
2 integral points
1. (26, 90) = 1 * (26,
90)
2. (26, -90) = -(26, 90)
E_-09475: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09474: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09473: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09472: r = 1 t = 1 #III =
1
E(Q) = <(788,
22120)>
R = 5.2997148596
2 integral points
1. (788, 22120) = 1 * (788, 22120)
2. (788, -22120) = -(788,
22120)
E_-09471: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09470: r = 1 t = 1 #III =
1
E(Q) = <(5088490100758682841/62730953965636324,
11376166793936243615367062179/15711687697507050782072168)>
R = 43.2319517062
0 integral points
E_-09469: r = 2 t = 1 #III =
1
E(Q) = <(553/4, 12981/8)>
x <(13069/121, 1488420/1331)>
R = 49.7171506267
0 integral points
E_-09468: r = 2 t = 1 #III =
1
E(Q) = <(24, 66)> x
<(48, 318)>
R = 4.9870484890
6 integral points
1. (24, 66) = 1 * (24,
66)
2. (24, -66) = -(24,
66)
3. (184, 2494) = 1 * (24,
66) - 1 * (48, 318)
4. (184, -2494) = -(184,
2494)
5. (48, 318) = 1 * (48,
318)
6. (48, -318) = -(48,
318)
E_-09467: r = 1 t = 1 #III =
1
E(Q) =
<(1559675002138259731153/4908541303906113636,
61586720421452121369920992500025/10874985202996971643385582616)
R = 48.8396728095
0 integral points
E_-09466: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09465: r = 2 t = 1 #III =
1
E(Q) = <(816841/31329,
503959456/5545233)> x <(144909409/3888784,
1576797496337/7668682048)>
R = 264.9680569549
0 integral points
E_-09464: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09463: r = 2 t = 1 #III =
1
E(Q) = <(23, 52)> x
<(1169/16, 39481/64)>
R = 25.4774862146
2 integral points
1. (23, 52) = 1 * (23,
52)
2. (23, -52) = -(23,
52)
E_-09462: r = 1 t = 1 #III =
1
E(Q) = <(15703/441,
1749455/9261)>
R = 10.0086589138
0 integral points
E_-09461: r = 1 t = 1 #III =
1
E(Q) = <(304344826813/3658919121,
166513461737451776/221324358710169)>
R = 26.5959745255
0 integral points
E_-09460: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09459: r = 1 t = 1 #III =
1
E(Q) =
<(2563565235254922265/47399010457807044,
3979965132507094486447406237/10319387304863988147744072)>
R = 42.6223789165
0 integral points
E_-09458: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09457: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09456: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09455: r = 3 t = 1 #III =
1
E(Q) = <(126, 1411)> x
<(171, 2234)> x <(754/9, 20537/27)>
R = 108.3337088358
8 integral points
1. (6264, 495767) = 1 *
(126, 1411) - 1 * (171, 2234)
2. (6264, -495767) = -(6264,
495767)
3. (126, 1411) = 1 * (126,
1411)
4. (126, -1411) = -(126,
1411)
5. (171, 2234) = 1 * (171,
2234)
6. (171, -2234) = -(171,
2234)
7. (924, 28087) = -1 * (171, 2234) + 1 * (754/9,
20537/27)
8. (924, -28087) = -(924,
28087)
E_-09454: r = 1 t = 1 #III =
1
E(Q) = <(731081/14884,
599645765/1815848)>
R = 13.7592058451
0 integral points
E_-09453: r = 1 t = 1 #III =
4
E(Q) = <(9517/441,
226360/9261)>
R = 9.7007710785
0 integral points
E_-09452: r = 2 t = 1 #III =
1
E(Q) = <(621/25,
9581/125)> x <(806529/100, 724319167/1000)>
R = 83.2185574947
0 integral points
E_-09451: r = 1 t = 1 #III =
1
E(Q) =
<(1717338403/79548561, 17533017361664/709493615559)>
R = 21.8037754259
0 integral points
E_-09450: r = 2 t = 1 #III =
1
E(Q) = <(51, 351)> x
<(2731/121, 60229/1331)>
R = 17.4086761037
2 integral points
1. (51, 351) = 1 * (51,
351)
2. (51, -351) = -(51,
351)
E_-09449: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09448: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09447: r = 1 t = 1 #III =
1
E(Q) = <(106,
1087)>
R = 4.3230736647
2 integral points
1. (106, 1087) = 1 * (106,
1087)
2. (106, -1087) = -(106,
1087)
E_-09446: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09445: r = 3 t = 1 #III =
1
E(Q) = <(89/4, 317/8)> x
<(2789/25, 146788/125)> x <(111001/3969, 27877114/250047)>
R = 442.9039010124
0 integral points
E_-09444: r = 1 t = 1 #III =
9
E(Q) = <(37, 203)>
R = 3.9457477126
2 integral points
1. (37, 203) = 1 * (37,
203)
2. (37, -203) = -(37,
203)
E_-09443: r = 2 t = 1 #III =
1
E(Q) = <(3231/25,
183254/125)> x <(12147/121, 1332500/1331)>
R = 71.0627752873
0 integral points
E_-09442: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09441: r = 1 t = 1 #III =
1
E(Q) = <(286624545/94864,
4852549711311/29218112)>
R = 18.7455776006
0 integral points
E_-09440: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09439: r = 1 t = 1 #III =
1
E(Q) = <(783504955/9529569,
21744182400382/29417779503)>
R = 20.6354827722
0 integral points
E_-09438: r = 1 t = 1 #III =
1
E(Q) = <(9799/225,
912907/3375)>
R = 9.4776942823
0 integral points
E_-09437: r = 2 t = 1 #III =
1
E(Q) = <(253/9, 3052/27)>
x <(2282496601753/66475793241,
3019789690433983810/17139387295533789)>
R = 171.2082178220
0 integral points
E_-09436: r = 2 t = 1 #III =
1
E(Q) = <(428, 8854)> x
<(2312/49, 106058/343)>
R = 32.6284169983
2 integral points
1. (428, 8854) = 1 * (428,
8854)
2. (428, -8854) = -(428,
8854)
E_-09435: r = 2 t = 1 #III =
1
E(Q) = <(3289/36,
187453/216)> x <(12571/9, 1409464/27)>
R = 71.1437631659
0 integral points
E_-09434: r = 1 t = 1 #III =
1
E(Q) = <(710902675/8139609,
18819944934767/23222304477)>
R = 20.5292436663
0 integral points
E_-09433: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09432: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09431: r = 1 t = 1 #III =
1
E(Q) = <(180,
2413)>
R =
4.8028483782
2 integral points
1. (180, 2413) = 1 * (180,
2413)
2. (180, -2413) = -(180,
2413)
E_-09430: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09429: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09428: r = 2 t = 1 #III =
1
E(Q) = <(78, 682)> x
<(2242422/100489, 1307262454/31855013)>
R = 52.8216532242
2 integral points
1. (78, 682) = 1 * (78,
682)
2. (78, -682) = -(78,
682)
E_-09427: r = 2 t = 1 #III =
1
E(Q) = <(3059/25,
168752/125)> x <(340279/11025, 163608542/1157625)>
R = 97.2152729820
0 integral points
E_-09426: r = 1 t = 1 #III =
1
E(Q) = <(869131/25281,
710090225/4019679)>
R = 14.0332220501
0 integral points
E_-09425: r = 2 t = 1 #III =
1
E(Q) = <(39001/441,
7649524/9261)> x <(4867521/226576, 2386757281/107850176)>
R = 163.5659270624
0 integral points
E_-09424: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09423: r = 1 t = 1 #III =
1
E(Q) = <(22, 35)>
R = 3.1596834939
2 integral points
1. (22, 35) = 1 * (22,
35)
2. (22, -35) = -(22,
35)
E_-09422: r = 2 t = 1 #III =
1
E(Q) = <(9871/441,
392057/9261)> x <(37727, 7327881)>
R = 89.8563684504
2 integral points
1. (37727, 7327881) = 1 *
(37727, 7327881)
2. (37727, -7327881) =
-(37727, 7327881)
E_-09421: r = 2 t = 1 #III =
1
E(Q) = <(137/4, 1403/8)>
x <(913645/19881, 829838492/2803221)>
R = 67.23802728874
0 integral points
E_-09420: r = 1 t = 1 #III =
1
E(Q) = <(1016029/1089,
1024133653/35937)>
R = 13.8453326998
0 integral points
E_-09419: r = 1 t = 1 #III =
1
E(Q) = <(278647/4761,
143592578/328509)>
R = 12.7547703984
0 integral points
E_-09418: r = 1 t = 1 #III =
1
E(Q) = <(12443/49,
1387595/343)>
R = 9.4799871556
0 integral points
E_-09417: r = 1 t = 1 #III =
1
E(Q) =
<(188046895431601/2104385422500,
2561618104214170892599/3052726713149625000)>
R' = 33.0115601554
0 integral points
E_-09416: r = 1 t = 1 #III =
1
E(Q) = <(3138,
175784)>
R = 7.3623323590
2 integral points
1. (3138, 175784) = 1 *
(3138, 175784)
2. (3138, -175784) = -(3138,
175784)
E_-09415: r = 1 t = 1 #III =
1
E(Q) = <(316/9,
4969/27)>
R =
5.6446578410
0 integral points
E_-09414: r = 1 t = 1 #III =
1
E(Q) = <(295/9,
4337/27)>
R = 6.0606879760
0 integral points
E_-09413: r = 2 t = 1 #III =
1
E(Q) = <(89, 834)> x
<(468736301/5841889, 10055402832252/14119845713)>
R = 75.9670697208
2 integral points
1. (89, 834) = 1 * (89,
834)
2. (89, -834) = -(89,
834)
E_-09412: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09411: r = 1 t = 1 #III =
1
E(Q) =
<(1242163265799242121039010325703475/13541600824085885293312919708121,
43511502228487252554662155009895025141740727177452/49831620614037825635457471893349505086809183331)>
R = 76.3423325779
0 integral points
E_-09410: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09409: r = 1 t = 1 #III =
1
E(Q) = <(12545,
1405096)>
R = 9.4381124415
2 integral points
1. (12545, 1405096) = 1 *
(12545, 1405096)
2. (12545, -1405096) =
-(12545, 1405096)
E_-09408: r = 2 t = 1 #III =
1
E(Q) = <(28, 112)> x
<(49, 329)>
R = 2.9608507939
8 integral points
1. (28, 112) = 1 * (28,
112)
2. (28, -112) = -(28,
112)
3. (364, 6944) = 1 * (28,
112) - 1 * (49, 329)
4. (364, -6944) = -(364,
6944)
5. (49, 329) = 1 * (49, 329)
6. (49, -329) = -(49,
329)
7. (18529, 2522191) = 2 *
(28, 112) + 1 * (49, 329)
8. (18529, -2522191) =
-(18529, 2522191)
E_-09407: r = 2 t = 1 #III =
1
E(Q) = <(36, 193)> x
<(358/9, 6247/27)>
R = 19.8403493222
4 integral points
1. (36, 193) = 1 * (36,
193)
2. (36, -193) = -(36,
193)
3. (12543, 1404760) = 1 *
(36, 193) - 1 * (358/9, 6247/27)
4. (12543, -1404760) =
-(12543, 1404760)
E_-09406: r = 2 t = 1 #III =
1
E(Q) = <(175, 2313)> x
<(337465/7056, 187422227/592704)>
R = 60.7064588367
2 integral points
1. (175, 2313) = 1 * (175,
2313)
2. (175, -2313) = -(175, 2313)
E_-09405: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09404: r = 1 t = 1 #III =
1
E(Q) = <(12653/49,
1422891/343)>
R = 8.9465469215
0 integral points
E_-09403: r = 1 t = 1 #III =
1
E(Q) = <(222631/5625,
96752654/421875)>
R = 12.6274385836
0 integral points
E_-09402: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09401: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09400: r = 2 t = 1 #III =
1
E(Q) = <(50, 340)> x
<(65, 515)>
R = 7.2141852742
6 integral points
1. (50, 340) = 1 * (50,
340)
2. (50, -340) = -(50,
340)
3. (3134, 175448) = 1 * (50,
340) - 1 * (65, 515)
4. (3134, -175448) = -(3134,
175448)
5. (65, 515) = 1 * (65,
515)
6. (65, -515) = -(65,
515)
E_-09399: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09398: r = 1 t = 1 #III =
1
E(Q) =
<(7993805981617/87849403236, 22459742192753164585/26038036022730984)>
R = 29.8509057646
0 integral points
E_-09397: r = 2 t = 1 #III =
1
E(Q) = <(1037/49,
3100/343)> x <(26821/1225, 1421244/42875)>
R = 76.1531801736
0 integral points
E_-09396: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09395: r = 1 t = 1 #III =
1
E(Q) =
<(2630664649/67469796, 123772842442277/554196904344)>
R = 22.0089864084
0 integral points
E_-09394: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09393: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09392: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09391: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09390: r = 1 t = 1 #III =
1
E(Q) =
<(4058089689850518169/274728039306084,
8174900236790328240876050557/4553595822711276425448)>
R = 42.8481224167
0 integral points
E_-09389: r = 1 t = 1 #III =
1
E(Q) = <(223609812150837833929/2424576840547036176,
3323698264319035665777124627835/3775321390483200755812464576)>
R = 46.9957559681
0 integral points
E_-09388: r = 1 t = 1 #III =
1
E(Q) = <(697/16,
17325/64)>
R = 6.2845899016
0 integral points
E_-09387: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09386: r = 2 t = 1 #III =
1
E(Q) = <(35, 183)> x
<(45075/169, 9567449/2197)>
R = 29.7730675843
2 integral points
1. (35, 183) = 1 * (35,
183)
2. (35, -183) = -(35,
183)
E_-09385: r = 2 t = 1 #III =
9
E(Q) = <(41, 244)> x
<(89/4, 323/8)>
R = 19.4699737411
2 integral points
1. (41, 244) = 1 * (41,
244)
2. (41, -244) = -(41,
244)
E_-09384: r = 2 t = 1 #III =
1
E(Q) = <(25, 79)> x
<(7297/16, 623297/64)>
R = 31.0439305427
2 integral points
1. (25, 79) = 1 * (25,
79)
2. (25, -79) = -(25,
79)
E_-09383: r = 1 t = 1 #III =
1
E(Q) =
<(15300731675607/335712471649,
56807375853259641976/194514156060732143)>
R = 30.6340350046
0 integral points
E_-09382: r = 1 t = 1 #III =
4
E(Q) = <(10223/361,
791845/6859)>
R = 9.6581100505
0 integral points
E_-09381: r = 1 t = 1 #III =
1
E(Q) = <(12517/9,
1400392/27)>
R = 9.4441689495
0 integral points
E_-09380: r = 1 t = 1 #III =
1
E(Q) =
<(61890943146/2155466329, 11964019219715354/100071835256483)>
R = 24.5759719940
0 integral points
E_-09379: r = 1 t = 1 #III =
1
E(Q) = <(1042723/8649, 1061910836/804357)>
R = 13.9642951948
0 integral points
E_-09378: r = 2 t = 1 #III =
1
E(Q) = <(97/4, 559/8)> x
<(863947/25281, 702371575/4019679)>
R = 70.1556921252
0 integral points
E_-09377: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09376: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09375: r = 1 t = 1 #III =
1
E(Q) = <(34, 173)>
R = 3.4252775144
2 integral points
1. (34, 173) = 1 * (34,
173)
2. (34, -173) = -(34,
173)
E_-09374: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09373: r = 1 t = 1 #III =
1
E(Q) =
<(46188841253/2096998849, 3479650086548000/96027868292257)>
R = 25.0854120570
0 integral points
E_-09372: r = 2 t = 1 #III =
1
E(Q) = <(364/9, 6434/27)>
x <(1864/9, 80434/27)>
R = 29.3664118042
0 integral points
E_-09371: r = 2 t = 1 #III =
1
E(Q) = <(2895/49,
152186/343)> x <(3465/64, 197851/512)>
R = 64.3673940999
0 integral points
E_-09370: r = 2 t = 1 #III =
1
E(Q) = <(211/9, 1601/27)>
x <(14131/289, 1611081/4913)>
R = 52.6996094771
0 integral points
E_-09369: r = 2 t = 1 #III =
1
E(Q) = <(105/4, 747/8)> x
<(4641/25, 315936/125)>
R = 23.1287258267
0 integral points
E_-09368: r = 2 t = 1 #III =
1
E(Q) = <(33, 163)> x
<(1457/49, 44619/343)>
R = 26.5872439602
2 integral points
1. (33, 163) = 1 * (33, 163)
2. (33, -163) = -(33,
163)
E_-09367: r = 1 t = 1 #III =
1
E(Q) =
<(100585329147542/1170812725681,
1001313768927973729879/1266867372508594921)>
R = 31.9291763986
0 integral points
E_-09366: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09365: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09364: r = 1 t = 1 #III =
1
E(Q) = <(1013509/1521,
1020315635/59319)>
R = 13.8483790963
0 integral points
E_-09363: r = 2 t = 1 #III =
1
E(Q) = <(12727/81,
1434050/729)> x <(147121/3600, 52416919/216000)>
R = 95.0221027338
0 integral points
E_-09362: r = 1 t = 1 #III =
1
E(Q) =
<(3259475137/132434064, 113506946048735/1524051208512)>
R = 22.3860100215
0 integral points
E_-09361: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09360: r = 1 t = 1 #III =
1
E(Q) = <(64401/2704,
9058119/140608)>
R = 10.8354721662
0 integral points
E_-09359: r = 1 t = 1 #III =
1
E(Q) = <(32, 153)>
R =
2.8355896305
2 integral points
1. (32, 153) = 1 * (32,
153)
2. (32, -153) = -(32,
153)
E_-09358: r = 2 t = 1 #III =
1
E(Q) = <(23, 53)> x
<(5489/256, 91529/4096)>
R = 33.0955355127
2 integral points
1. (23, 53) = -1 * (23, 53)
2. (23, -53) = -(23,
53)
E_-09357: r = 2 t = 1 #III =
1
E(Q) = <(1609/25,
63398/125)> x <(967681/11025, 945306046/1157625)>
R = 104.0295623718
0 integral points
E_-09356: r = 1 t = 1 #III =
1
E(Q) = <(452497/19044,
167423687/2628072)>
R = 13.5184818985
0 integral points
E_-09355: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09354: r = 1 t = 1 #III =
1
E(Q) =
<(709361493601939/33111450605025,
4168232783530508051137/190531730201218131375)>
R = 34.7370539093
0 integral points
E_-09353: r = 1 t = 1 #III
= 1
E(Q) =
<(13634551625582851252479616373723356341083952865891946306347473/229103068623541423372839053363869940941285056327042927997504,
49215901424304585672781522820272883342461091583362774789106258579533483727671785124888387815/109659524731116247571981082556484044213512101687780019316873063173325564462354903560555008)>
R = 140.9808419298
0 integral points
E_-09352: r = 2 t = 1 #III =
1
E(Q) = <(22, 36)> x
<(18169/324, 2383219/5832)>
R = 23.3663956141
2 integral points
1. (22, 36) = 1 * (22,
36)
2. (22, -36) = -(22,
36)
E_-09351: r = 1 t = 1 #III =
1
E(Q) = <(58, 431)>
R = 3.8168016411
2 integral points
1. (58, 431) = 1 * (58,
431)
2. (58, -431) = -(58,
431)
E_-09350: r = 1 t = 1 #III =
1
E(Q) = <(455,
9705)>
R = 4.5264960080
2 integral points
1. (455, 9705) = 1 * (455,
9705)
2. (455, -9705) = -(455,
9705)
E_-09349: r = 2 t = 1 #III =
1
E(Q) = <(113/4, 919/8)> x
<(202385/9604, 2808217/941192)> x <(793529/4096,
706422995/262144)>
R = 61.2385568512
0 integral points
E_-09348: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09347: r = 1 t = 1 #III =
1
E(Q) =
<(46598909603167/301239615609,
317698099191230210630/165336266745846477)>
R = 31.5560411394
0 integral points
E_-09346: r = 1 t = 1 #III =
1
E(Q) = <(603957043/20985561,
11572681588741/96134854941)>
R = 20.6381806469
0 integral points
E_-09345: r = 1 t = 1 #III =
1
E(Q) =
<(28690555101770641/1157097916564164,
3023111441196817391335321/39360007037750754735288)>
R = 38.3731861311
0 integral points
E_-09344: r = 1 t = 1 #III =
1
E(Q) = <(780,
21784)>
R = 5.2896045279
2 integral points
1. (780, 21784) = 1 * (780,
21784)
2. (780, -21784) = -(780,
21784)
E_-09343: r = 1 t = 1 #III =
1
E(Q) = <(97/4,
561/8)>
R = 4.5125090778
0 integral points
E_-09342: r = 3 t = 1 #III =
1
E(Q) = <(31, 143)> x
<(151, 1853)> x <(769/4, 21311/8)>
R = 113.7377522998
6 integral points
1. (31, 143) = 1 * (31,
143)
2. (31, -143) = -(31,
143)
3. (151, 1853) = 1 * (151,
1853)
4. (151, -1853) = -(151, 1853)
5. (11647, 1256959) = 1 *
(151, 1853) - 1 * (769/4, 21311/8)
6. (11647, -1256959) =
-(11647, 1256959)
E_-09341: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09340: r = 1 t = 1 #III =
4
E(Q) = <(164,
2098)>
R = 4.2543873936
2 integral points
1. (164, 2098) = 1 * (164,
2098)
2. (164, -2098) = -(164,
2098)
E_-09339: r = 1 t = 1 #III =
1
E(Q) =
<(149429844126225601/6647791199184144,
24351318554911760882606815/542020927860785606686272)>
R = 40.0654149141
0 integral points
E_-09338: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-09337: r = 1 t = 1 #III =
1
E(Q) =
<(83207188378648529/3149402769811600,
16864445358477771852100583/176743034716552878664000)>
R = 39.4120848866
0 integral points
E_-09336: r = 1 t = 1 #III =
1
E(Q) = <(9361/441,
139915/9261)>
R = 9.6899059229
0 integral points
E_-09335: r = 2 t = 1 #III =
1
E(Q) = <(24, 67)> x
<(814/9, 23077/27)>
R = 20.4669096367
2 integral points
1. (24, 67) = 1 * (24,
67)
2. (24, -67) = -(24,
67)
E_-09334: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09333: r = 1 t = 1 #III = 1
E(Q) = <(862221/21025,
744482856/3048625)>
R = 13.2381070076
0 integral points
E_-09332: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09331: r = 1 t = 1 #III
= 1
E(Q) = <(967759/45369,
187044110/9663597)>
R = 14.3260118227
0 integral points
E_-09330: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09329: r = 2 t = 1
#III = 1
E(Q) = <(45, 286)> x
<(12081/484, 839945/10648)>
R = 40.2918501450
2 integral points
1. (45, 286) = 1 * (45,
286)
2. (45, -286) = -(45,
286)
E_-09328: r = 1 t = 1 #III =
1
E(Q) = <(944/25, 26372/125)>
R = 5.7911889311
0 integral points
E_-09327: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09326: r = 1 t = 1 #III =
1
E(Q) = <(896073/17956,
815786501/2406104)>
R = 13.9577741025
0 integral points
E_-09325: r = 1 t = 1 #III =
1
E(Q) = <(2180641/66564,
2760281839/17173512)>
R = 14.9679524601
0 integral points
E_-09324: r = 1 t = 1 #III =
1
E(Q) =
<(9895414957285/468870237081,
2805331932466232329/321054675009081021)>
R = 30.4711448669
0 integral points
E_-09323: r = 1 t = 1 #III =
1
E(Q) = <(2441/100, 72261/1000)>
R = 7.7348990906
0 integral points
E_-09322: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09321: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09320: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09319: r = 2 t = 1 #III =
1
E(Q) = <(80, 709)> x
<(1310/49, 33937/343)>
R = 29.0502559887
2 integral points
1. (80, 709) = 1 * (80,
709)
2. (80, -709) = -(80,
709)
E_-09318: r = 1 t = 1 #III =
1
E(Q) =
<(1620017116672446037293007/1895074024432394306601, 2061940675203658516294661020468277525/82497211328105159421551979611349)>
R = 55.7596162031
0 integral points
E_-09317: r = 1 t = 1 #III =
1
E(Q) = <(561/25,
5566/125)>
R = 4.4520406760
0 integral points
E_-09316: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09315: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09314: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09313: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09312: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-09311: r = 1 t = 1 #III =
4
E(Q) = <(30, 133)>
R = 3.3425488193
2 integral points
1. (30, 133) = 1 * (30,
133)
2. (30, -133) = -(30,
133)
E_-09310: r = 1 t = 1 #III =
1
E(Q) =
<(242631103940759/5950823603761,
3510233475625514284963/14516623574546299991)>
R = 33.4272189725
0 integral points
E_-09309: r = 1 t = 1 #III =
1
E(Q) = <(9325/441,
111644/9261)>
R = 9.6873803809
0 integral points
E_-09308: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09307: r = 1 t = 1 #III =
1
E(Q) = <(6002377/43264,
14680024965/8998912)>
R = 15.1511869575
0 integral points
E_-09306: r = 1 t = 1 #III =
1
E(Q) = <(391161/4900,
242395341/343000)>
R = 12.3044884174
0 integral points
E_-09305: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09304: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09303: r = 1 t = 1 #III =
1
E(Q) = <(1729762654/511225,
71941538702333/365525875)>
R = 20.8129747554
0 integral points
E_-09302: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09301: r = 1 t = 1 #III =
1
E(Q) =
<(6988782309261874966887704210885/20805305260021592711447599081,
18473491215157245428481884579506761466885939372/3000966437588641454952192324991405990444021)>
R = 71.0603316746
0 integral points
E_-09300: r = 2 t = 1 #III =
1
E(Q) = <(214/9, 1738/27)>
x <(541/9, 12311/27)>
R = 29.3700329065
0 integral points
E_-09299: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09298: r = 2 t = 1 #III =
1
E(Q) = <(521/4, 11867/8)>
x <(4729/196, 189069/2744)>
R = 51.5777127715
0 integral points
E_-09297: r = 2 t = 1 #III =
1
E(Q) = <(33289/4,
6073669/8)> x <(560233/20164, 315617813/2863288)>
R = 141.8788639704
0 integral points
E_-09296: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09295: r = 1 t = 1 #III =
1
E(Q) = <(26, 91)>
R = 1.5437982399
2 integral points
1. (26, 91) = 1 * (26,
91)
2. (26, -91) = -(26,
91)
E_-09294: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09293: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09292: r = 2 t = 1 #III =
1
E(Q) = <(57941/1225,
13320511/42875)> x <(807209/4900, 724481323/343000)>
R = 153.3453350324
0 integral points
E_-09291: r = 2 t = 1 #III =
1
E(Q) = <(3079/9,
170830/27)> x <(3583/81, 202634/729)>
R = 64.2921969555
0 integral points
E_-09290: r = 1 t = 1 #III =
1
E(Q) = <(1169924547814733544413239899/41978100628039304909624161,
30234115019888754677585075982611736801797/271978250859283732875534686252670429841)>
R = 62.7572687743
0 integral points
E_-09289: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09288: r = 1 t = 1 #III =
1
E(Q) = <(1033/49,
3095/343)>
R = 7.4881867226
0 integral points
E_-09287: r = 1 t = 1 #III =
1
E(Q) = <(83, 750)>
R = 4.0234728679
2 integral points
1. (83, 750) = 1 * (83,
750)
2. (83, -750) = -(83,
750)
E_-09286: r = 2 t = 1 #III =
1
E(Q) = <(1919/25,
83197/125)> x <(7727/289, 487043/4913)>
R =
63.6895715194
0 integral points
E_-09285: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09284: r = 2 t = 1 #III =
1
E(Q) = <(69, 565)> x
<(800385/8464, 712116673/778688)>
R = 57.8656555545
2 integral points
1. (69, 565) = 1 * (69,
565)
2. (69, -565) = -(69,
565)
E_-09283: r = 2 t = 1 #III =
1
E(Q) = <(12419/25,
1383928/125)> x <(120244511/319225, 1318439392634/180362125)>
R = 155.6388941062
0 integral points
E_-09282: r = 3 t = 1 #III =
1
E(Q) = <(43, 265)> x
<(1171/25, 38219/125)> x <(4909363/229441,
2492398355/109902239)>
R = 432.8405025563
2 integral points
1. (43, 265) = 1 * (43,
265)
2. (43, -265) = -(43,
265)
E_-09281: r = 1 t = 1 #III =
1
E(Q) =
<(37259149643985/973315204, 227430867696351731321/30365487734392)>
R = 31.2492562905
0 integral points
E_-09280: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09279: r = 2 t = 1 #III =
1
E(Q) = <(27, 102)> x
<(22, 37)>
R = 7.9741619108
6 integral points
1. (27, 102) = 1 * (27,
102)
2. (27, -102) = -(27,
102)
3. (22, 37) = 1 * (22,
37)
4. (22, -37) = -(22,
37)
5. (120, 1311) = -1 * (27, 102) - 1 * (22, 37)
6. (120, -1311) = -(120,
1311)
E_-09278: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09277: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09276: r = 1 t = 1 #III =
1
E(Q) = <(541/25,
3661/125)>
R = 6.8292411305
0 integral points
E_-09275: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09274: r = 1 t = 1 #III =
1
E(Q) = <(160124051/5359225,
1636473202049/12406605875)>
R = 19.2959010492
0 integral points
E_-09273: r = 1 t = 1 #III =
1
E(Q) = <(9277/441,
55630/9261)>
R = 9.6840022467
0 integral points
E_-09272: r = 1 t = 1 #III =
1
E(Q) = <(661102/31329,
61871840/5545233)>
R = 13.2557727937
0 integral points
E_-09271: r = 1 t = 1 #III =
1
E(Q) = <(147889/4, 56872695/8)>
R = 11.3552605800
0 integral points
E_-09270: r = 2 t = 1 #III =
1
E(Q) = <(1399, 52327)> x
<(37302827329/1443848004, 4899423586398497/54863336455992)>
R = 177.9610052926
2 integral points
1. (1399, 52327) = 1 *
(1399, 52327)
2. (1399, -52327) = -(1399,
52327)
E_-09269: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09268: r = 2 t = 1 #III =
1
E(Q) = <(401/4, 7993/8)> x
<(3278, 187678)>
R = 44.6375084529
2 integral points
1. (3278, 187678) = 1 *
(3278, 187678)
2. (3278, -187678) = -(3278,
187678)
E_-09267: r = 1 t = 1 #III =
1
E(Q) = <(190627/8649,
30520000/804357)>
R = 12.6854934524
0 integral points
E_-09266: r = 2 t = 1 #III =
1
E(Q) = <(985/36,
22877/216)> x <(23665915/720801, 98917280297/611960049)>
R = 123.6868648208
0 integral points
E_-09265: r = 1 t = 1 #III =
1
E(Q) = <(57071809/1313316,
406087023617/1505060136)>
R = 18.1464052531
0 integral points
E_-09264: r = 1 t = 1 #III =
1
E(Q) = <(9265/441, 27791/9261)>
R = 9.6831557862
0 integral points
E_-09263: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09262: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-09261: r = 1 t = 2 #III =
1
E(Q) = <(1785/4,
75411/8)> x <(21, 0)>
R = 3.9222737588
1 integral point
1. (21, 0) = (21, 0)
E_-09260: r = 3 t = 1 #III =
1
E(Q) = <(29, 123)> x
<(21, 1)> x <(249/4, 3853/8)>
R = 59.0598974554
4 integral points
1. (29, 123) = 1 * (29,
123)
2. (29, -123) = -(29,
123)
3. (21, 1) = 1 * (21,
1)
4. (21, -1) = -(21, 1)
E_-09259: r = 1 t = 1 #III =
1
E(Q) =
<(211205740474729/3833356746816,
2983266681643953992395/7505313841164059136)>
R = 33.2126160334
0 integral points
E_-09258: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09257: r = 2 t = 1 #III =
1
E(Q) = <(21, 2)> x
<(662593936756474827892565183374669/28177851863736129061463684312025,
9153824936433195933497442220904296041907428273178/149575968113754601433617765138229764433189140125)>
R = 272.8175324901
2 integral points
1. (21, 2) = 1 * (21,
2)
2. (21, -2) = -(21, 2)
E_-09256: r = 1 t = 1 #III =
1
E(Q) = <(714185/14884,
577717499/1815848)>
R = 13.7398311312
0 integral points
E_-09255: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09254: r = 1 t = 1 #III =
1
E(Q) = <(192383319/286225,
2668360490753/153130375)>
R = 19.0942069334
0 integral points
E_-09253: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09252: r = 1 t = 1 #III =
1
E(Q) = <(21, 3)>
R = 2.8612707835
2 integral points
1. (21, 3) = 1 * (21,
3)
2. (21, -3) = -(21, 3)
E_-09251: r = 2 t = 1 #III =
1
E(Q) = <(23, 54)> x
<(355/9, 6164/27)>
R = 16.9810640216
2 integral points
1. (23, 54) = 1 * (23,
54)
2. (23, -54) = -(23,
54)
E_-09250: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09249: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09248: r = 1 t = 1 #III =
1
E(Q) = <(2193,
102697)>
R = 5.8101033624
2 integral points
1. (2193, 102697) = 1 *
(2193, 102697)
2. (2193, -102697) = -(2193,
102697)
E_-09247: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09246: r = 1 t = 1 #III =
1
E(Q) = <(1078249702732345/3058413364224,
35402440171576389102611/5348651160582586368)>
R = 34.6507027334
0 integral points
E_-09245: r = 3 t = 1 #III =
1
E(Q) = <(129, 1462)> x
<(129/4, 1247/8)> x <(441/4, 9229/8)>
R = 35.8731471729
6 integral points
1. (129, 1462) = 1 * (129,
1462)
2. (129, -1462) = -(129,
1462)
3. (21, 4) = -1 * (129, 1462) - 1 * (129/4, 1247/8)
4. (21, -4) = -(21, 4)
5. (19221, 2664796) = -1 * (129, 1462) + 1 * (441/4, 9229/8)
6. (19221, -2664796) =
-(19221, 2664796)
E_-09244: r = 1 t = 1 #III =
1
E(Q) = <(40, 234)>
R = 2.5248273090
2 integral points
1. (40, 234) = 1 * (40,
234)
2. (40, -234) = -(40,
234)
E_-09243: r = 1 t = 1 #III =
1
E(Q) =
<(379763895766783911289/6057203602192142400,
7260554102963614266511314954163/14907618077990414452708032000)>
R = 47.5879990224
0 integral points
E_-09242: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09241: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09240: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09239: r = 1 t = 1 #III =
1
E(Q) = <(54, 385)>
R = 3.7599317953
2 integral points
1. (54, 385) = 1 * (54,
385)
2. (54, -385) = -(54,
385)
E_-09238: r = 1 t = 1 #III =
1
E(Q) = <(57384089/1210000,
415447130563/1331000000)>
R = 18.1289582980
0 integral points
E_-09237: r = 1 t = 1 #III =
1
E(Q) = <(50415961/32400,
357974047709/5832000)>
R = 17.7441110089
0 integral points
E_-09236: r = 1 t = 1 #III =
9
E(Q) = <(21, 5)>
R = 3.5934127234
2 integral points
1. (21, 5) = 1 * (21,
5)
2. (21, -5) = -(21, 5)
E_-09235: r = 1 t = 1 #III =
1
E(Q) = <(3121/16,
174249/64)>
R = 7.5625980515
0 integral points
E_-09234: r = 1 t = 1 #III =
1
E(Q) = <(155766115/1466521,
1936554120901/1775956931)>
R = 18.9844489519
0 integral points
E_-09233: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09232: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09231: r = 1 t = 1 #III =
1
E(Q) = <(616/25,
9461/125)>
R = 6.4398997352
0 integral points
E_-09230: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09229: r = 1 t = 1 #III =
1
E(Q) =
<(257393263612397836412449/893881178637126626961,
130560501904470372295152923449343030/26725121570010690578346843829959)>
R = 53.9496442415
0 integral points
E_-09228: r = 2 t = 1 #III =
1
E(Q) = <(733/9,
19675/27)> x <(5269/225, 202897/3375)>
R = 60.2209768565
0 integral points
E_-09227: r = 0 t = 1 #III = 36
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09226: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09225: r = 2 t = 1 #III =
1
E(Q) = <(25, 80)> x
<(21, 6)>
R =
7.4845952662
4 integral points
1. (25, 80) = 1 * (25,
80)
2. (25, -80) = -(25,
80)
3. (21, 6) = 1 * (21,
6)
4. (21, -6) = -(21, 6)
E_-09224: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09223: r = 1 t = 1 #III =
1
E(Q) = <(24016/1089,
1393003/35937)>
R = 10.1508252602
0 integral points
E_-09222: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09221: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09220: r = 1 t = 1 #III =
1
E(Q) = <(91145921397154/1256185915209,
859607733878496007622/1407929405208501573)>
R = 31.6254473030
0 integral points
E_-09219: r = 2 t = 1 #III =
1
E(Q) = <(249937/576,
124945703/13824)> x <(592897/9216, 448556543/884736)>
R = 153.3156952986
0 integral points
E_-09218: r = 1 t = 1 #III =
1
E(Q) = <(17499/625,
1762943/15625)>
R = 10.1976936591
0 integral points
E_-09217: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09216: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09215: r = 1 t = 1 #III =
1
E(Q) = <(196/9,
901/27)>
R = 5.3479767740
0 integral points
E_-09214: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09213: r = 2 t = 1 #III =
1
E(Q) = <(8017/324,
449351/5832)> x <(707512849/18714276, 17139984855769/80957957976)>
R = 192.2751122497
0 integral points
E_-09212: r = 1 t = 1 #III =
1
E(Q) = <(21, 7)>
R = 2.2957392279
2 integral points
1. (21, 7) = 1 * (21,
7)
2. (21, -7) = -(21, 7)
E_-09211: r = 2 t = 1 #III =
1
E(Q) = <(9995/361,
751772/6859)> x <(925867/15129, 872802728/1860867)>
R = 132.1739695697
0 integral points
E_-09210: r = 1 t = 1 #III =
1
E(Q) = <(6319367148544680677577076354009/293473768656407676287261068836,
4423622919581291853367779364998258697727713187/158984188207402169504001781652369667335290584)>
R = 71.4581624040
0 integral points
E_-09209: r = 1 t = 1 #III =
1
E(Q) = <(789193/31329,
456460784/5545233)>
R = 14.0480833302
0 integral points
E_-09208: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09207: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09206: r = 2 t = 1 #III =
1
E(Q) = <(305/4, 5271/8)>
x <(305775/14161, 49463317/1685159)>
R = 65.5647262912
0 integral points
E_-09205: r = 2 t = 1 #III =
1
E(Q) = <(221, 3284)> x
<(6752171568178121/123385975589776,
539029455344362903426309/1370562039517086985024)>
R = 199.5730548816
2 integral points
1. (221, 3284) = 1 * (221,
3284)
2. (221, -3284) = -(221, 3284)
E_-09204: r = 2 t = 1 #III =
1
E(Q) = <(22, 38)> x
<(86226781/3025, 800687889929/166375)>
R = 52.7228118454
2 integral points
1. (22, 38) =
2. (22, -38) = -(22,
38)
E_-09203: r = 1 t = 1 #III =
1
E(Q) = <(264481/3600,
134428879/216000)>
R = 12.6584226517
0 integral points
E_-09202: r = 1 t = 1 #III =
1
E(Q) = <(2026529/96100,
394690417/29791000)>
R =
15.0682392237
0 integral points
E_-09201: r = 1 t = 1 #III =
1
E(Q) =
<(31376016068096388019398322036648734570529801/387369187810049389489909198297712580284100,
174222367582320189027548983913246469695637784427446990816733690299/241094670122694766951332712591201428424114726784476221744861000)>
R = 100.3117999701
0 integral points
E_-09200: r = 2 t = 1 #III =
1
E(Q) = <(24, 68)> x
<(864/25, 22388/125)>
R = 12.2658615289
4 integral points
1. (24, 68) = 1 * (24,
68)
2. (24, -68) = -(24,
68)
3. (489, 10813) = 1 * (24,
68) - 1 * (864/25, 22388/125)
4. (489, -10813) = -(489,
10813)
E_-09199: r = 1 t = 1 #III =
1
E(Q) = <(127,
1428)>
R = 4.3958151545
2 integral points
1. (127, 1428) = 1 * (127,
1428)
2. (127, -1428) = -(127,
1428)
E_-09198: r = 1 t = 1 #III =
1
E(Q) = <(35583/289,
6695625/4913)>
R = 9.8512894455
0 integral points
E_-09197: r = 2 t = 1 #III =
1
E(Q) = <(21, 8)> x
<(1913/4, 83667/8)>
R = 25.1618403634
2 integral points
1. (21, 8) = 1 * (21,
8)
2. (21, -8) = -(21, 8)
E_-09196: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09195: r = 1 t = 1 #III =
1
E(Q) = <(358009/12996,
160322797/1481544)>
R = 13.2219842144
0 integral points
E_-09194: r = 0 t = 1 #III = 36
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09193: r = 1 t = 1 #III =
1
E(Q) =
<(107168708066640881/1487374150920100, 34649635996966466792511529/57362800317718527449000)>
R = 39.3893196790
0 integral points
E_-09192: r = 1 t = 1 #III =
4
E(Q) = <(3082/9,
171080/27)>
R = 7.3777790088
0 integral points
E_-09191: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09190: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09189: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09188: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09187: r = 1 t = 1 #III =
1
E(Q) = <(6351571/275625, 7991959744/144703125)>
R = 16.1707215974
0 integral points
E_-09186: r = 2 t = 1 #III =
1
E(Q) = <(2281/36,
106955/216)> x <(6701683915/505521, 548625399198823/359425431)>
R = 178.4310727640
0 integral points
E_-09185: r = 0 t = 1 #III = 36
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09184: r = 1 t = 1 #III =
1
E(Q) =
<(10828149459875057/14366722799716, 1126747762904948302733623/54454850297012341736)>
R = 36.9380112343
0 integral points
E_-09183: r = 2 t = 1 #III =
1
E(Q) = <(28, 113)> x
<(358, 6773)>
R = 17.8181039952
4 integral points
1. (28, 113) = 1 * (28,
113)
2. (28, -113) = -(28, 113)
3. (358, 6773) = 1 * (358,
6773)
4. (358, -6773) = -(358,
6773)
E_-09182: r = 1 t = 1 #III =
1
E(Q) =
<(478602339831/15892384225, 269764832929897021/2003473417324625)>
R = 27.2945274411
0 integral points
E_-09181: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09180: r = 1 t = 1 #III =
1
E(Q) = <(21, 9)>
R = 2.1276615746
2 integral points
1. (21, 9) = 1 * (21,
9)
2. (21, -9) = -(21, 9)
E_-09179: r = 1 t = 1 #III =
1
E(Q) = <(48847889/336400,
340891932537/195112000)>
R = 17.2432345536
0 integral points
E_-09178: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09177: r = 2 t = 1 #III =
1
E(Q) = <(169/4, 2059/8)>
x <(30059837718913/443019366409, 162369784201871991508/294872361223731173)>
R = 162.2260933516
0 integral points
E_-09176: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09175: r = 1 t = 1 #III =
1
E(Q) = <(164411/5929, 50318134/456533)>
R = 12.4409927058
0 integral points
E_-09174: r = 1 t = 1 #III =
1
E(Q) =
<(8813102761/35497764, 827109552120875/211495677912)>
R = 22.9512877111
0 integral points
E_-09173: r = 1 t = 1 #III =
1
E(Q) =
<(2091113025234875153481/155432104473976225,
95623857645215662985525139160246/61278918338858190825136625)>
R = 49.0929403751
0 integral points
E_-09172: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09171: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09170: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09169: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09168: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09167: r = 1 t = 1 #III =
1
E(Q) = <(129/4,
1249/8)>
R = 5.2360315248
0 integral points
E_-09166: r = 1 t = 1 #III =
1
E(Q) =
<(98366211676881186461099264281145/1332445675702459673783197513744,
964416568875153023286257790997500924536535255059/1538063505640747369134375573329470066876526528)>
R = 73.8381092190
0 integral points
E_-09165: r = 1 t = 1 #III =
1
E(Q) =
<(1685977001341/27218070441, 2146536667678115816/4490410043285739)>
R = 28.3570965711
0 integral points
E_-09164: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09163: r = 1 t = 1 #III =
1
E(Q) = <(67, 540)>
R = 3.8442110512
2 integral points
1. (67, 540) = 1 * (67,
540)
2. (67, -540) = -(67,
540)
E_-09162: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09161: r = 2 t = 1 #III =
1
E(Q) = <(21, 10)> x
<(4545/196, 157823/2744)>
R = 31.6379346056
2 integral points
1. (21, 10) = 1 * (21,
10)
2. (21, -10) = -(21,
10)
E_-09160: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09159: r = 1 t = 1 #III =
1
E(Q) = <(324331/13225,
113715646/1520875)>
R = 13.1691458937
0 integral points
E_-09158: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09157: r = 1 t = 1 #III =
1
E(Q) =
<(1919189947020942930698849992853669/89025351867521847881539329613225,
24657940430654295232470083281558817279952090661072/839983099859577317606813863495792704793298927125)>
R = 77.1728076061
0 integral points
E_-09156: r = 1 t = 1 #III =
1
E(Q) = <(11965/81,
1306927/729)>
R = 9.4764996301
0 integral points
E_-09155: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09154: r = 2 t = 1 #III =
1
E(Q) = <(427, 8823)> x
<(1283/49, 32171/343)>
R = 37.9171213424
2 integral points
1. (427, 8823) = 1 * (427,
8823)
2. (427, -8823) = -(427,
8823)
E_-09153: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09152: r = 1 t = 1 #III =
1
E(Q) = <(56, 408)>
R = 1.8520437181
2 integral points
1. (56, 408) = 1 * (56,
408)
2. (56, -408) = -(56,
408)
E_-09151: r = 1 t = 1 #III =
1
E(Q) = <(263391308/4414201,
4181587756019/9274236301)>
R = 19.1381605754
0 integral points
E_-09150: r = 1 t = 1 #III =
1
E(Q) = <(751/25,
16751/125)>
R = 7.0222776942
0 integral points
E_-09149: r = 2 t = 1 #III =
1
E(Q) = <(459537/3136,
311063047/175616)> x <(11947545/676, 41296953251/17576)>
R = 179.5692484168
0 integral points
E_-09148: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09147: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09146: r = 1 t = 1 #III =
1
E(Q) = <(2408547/37249,
3674170687/7189057)>
R = 14.8898539488
0 integral points
E_-09145: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09144: r = 1 t = 1 #III =
1
E(Q) = <(153/4,
1731/8)>
R = 4.6195221413
0 integral points
E_-09143: r = 1 t = 1 #III =
1
E(Q) = <(39, 224)>
R = 3.9793049507
2 integral points
1. (39, 224) = 1 * (39,
224)
2. (39, -224) = -(39,
224)
E_-09142: r = 2 t = 1 #III =
1
E(Q) = <(23, 55)> x
<(33873808244831/12567531025,
197149616083191882979/1408883065557625)>
R = 111.3153658191
2 integral points
1. (23, 55) = 1 * (23,
55)
2. (23, -55) = -(23,
55)
E_-09141: r = 2 t = 1 #III =
1
E(Q) = <(529/9,
11890/27)> x <(32473/81, 5851306/729)>
R = 60.5036952402
0 integral points
E_-09140: r = 2 t = 1 #III =
1
E(Q) = <(21, 11)> x
<(54054/2209, 7708102/103823)>
R = 36.7735232562
2 integral points
1. (21, 11) = 1 * (21,
11)
2. (21, -11) = -(21,
11)
E_-09139: r = 2 t = 1 #III =
1
E(Q) = <(3041/4,
167695/8)> x <(2705/64, 131897/512)>
R = 64.3484335281
0 integral points
E_-09138: r = 1 t = 1 #III =
1
E(Q) =
<(600350997854180941737667/14967518498789145630201,
430973858515153978514293279811880805/1831153305862066253130084712460301)>
R = 55.0593567339
0 integral points
E_-09137: r = 1 t = 1 #III =
1
E(Q) =
<(20955184953/906250816, 1549584032895635/27281774564864)>
R = 24.2698955242
0 integral points
E_-09136: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09135: r = 1 t = 1 #III =
1
E(Q) = <(64, 503)>
R = 3.8939783145
2 integral points
1. (64, 503) = 1 * (64,
503)
2. (64, -503) = -(64,
503)
E_-09134: r = 2 t = 1 #III =
1
E(Q) = <(95, 921)> x
<(105/4, 757/8)>
R = 21.1091035845
2 integral points
1. (95, 921) = 1 * (95,
921)
2. (95, -921) = -(95,
921)
E_-09133: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09132: r = 1 t = 1 #III =
1
E(Q) =
<(48163436019901/2245637117025,
91160619572382653899/3365188273532228625)>
R = 32.0431294658
0 integral points
E_-09131: r = 1 t = 1 #III =
1
E(Q) =
<(819622170018412836384031/4819145115684940700625,
741339494110486876776800703047456554/334545356452683220559539981734375)>
R = 55.1384848109
0 integral points
E_-09130: r = 1 t = 1 #III =
9
E(Q) = <(59, 443)>
R = 4.2907916419
2 integral points
1. (59, 443) = 1 * (59,
443)
2. (59, -443) = -(59,
443)
E_-09129: r = 1 t = 1 #III =
4
E(Q) = <(18733/729,
1742734/19683)>
R = 10.2981060315
0 integral points
E_-09128: r = 1 t = 1 #III =
1
E(Q) = <(14457/361,
1610015/6859)>
R = 9.8868363984
0 integral points
E_-09127: r = 3 t = 1 #III =
1
E(Q) = <(22, 39)> x <(46, 297)> x <(167, 2156)>
R = 37.0758769130
8 integral points
1. (128, 1445) = 1 * (22,
39) - 1 * (46, 297)
2. (128, -1445) = -(128,
1445)
3. (22, 39) = 1 * (22, 39)
4. (22, -39) = -(22,
39)
5. (46, 297) = 1 * (46,
297)
6. (46, -297) = -(46,
297)
7. (167, 2156) = 1 * (167,
2156)
8. (167, -2156) = -(167,
2156)
E_-09126: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09125: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09124: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09123: r = 1 t = 1 #III =
9
E(Q) = <(139,
1636)>
R = 5.0265182108
2 integral points
1. (139, 1636) = 1 * (139,
1636)
2. (139, -1636) = -(139,
1636)
E_-09122: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09121: r = 1 t = 1 #III =
1
E(Q) =
<(88919256133/3966354441, 11572154670919886/249797036339739)>
R = 25.7285021779
0 integral points
E_-09120: r = 1 t = 1 #III =
1
E(Q) =
<(218526370201/10353266001, 17730671971631059/1053455168867751)>
R = 26.6547865475
0 integral points
E_-09119: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09118: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09117: r = 1 t = 1 #III =
1
E(Q) = <(21, 12)>
R = 2.8590127602
2 integral points
1. (21, 12) = 1 * (21,
12)
2. (21, -12) = -(21,
12)
E_-09116: r = 1 t = 1 #III =
1
E(Q) = <(1244/25,
42222/125)>
R = 5.9034573473
0 integral points
E_-09115: r = 1 t = 1 #III =
1
E(Q) =
<(18594905073884161/605258305592004,
2099645384195131537346911/14890563623657871223992)>
R = 37.8540738785
0 integral points
E_-09114: r = 2 t = 1 #III =
1
E(Q) = <(1555, 61319)> x
<(802225/27556, 570596951/4574296)>
R = 97.6869812316
2 integral points
1. (1555, 61319) = 1 *
(1555, 61319)
2. (1555, -61319) = -(1555,
61319)
E_-09113: r = 2 t = 1 #III =
1
E(Q) = <(337/9, 5624/27)>
x <(295491109/1083681, 5078307524714/1128111921)>
R = 119.9912674554
0 integral points
E_-09112: r = 3 t = 1 #III =
1
E(Q) = <(26, 92)> x
<(89/4, 349/8)> x <(12593/121, 1407445/1331)>
R = 129.7706772560
2 integral points
1. (26, 92) = 1 * (26,
92)
2. (26, -92) = -(26,
92)
E_-09111: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09110: r = 1 t = 1 #III =
1
E(Q) =
<(1478556628609477527068917476393369/59299521639153079811645909901796,
36505804475540009652365408687972972039630155248643/456642979347438153826477481377914915637861173656)>
R = 76.8484141785
0 integral points
E_-09109: r = 2 t = 1 #III =
1
E(Q) = <(2393/4,
117059/8)> x <(11413/169, 1201104/2197)>
R = 69.9863904677
0 integral points
E_-09108: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09107: r = 1 t = 1 #III =
1
E(Q) = <(3844465711/2576025,
238370985890666/4134520125)>
R = 22.0785059859
0 integral points
E_-09106: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09105: r = 2 t = 1 #III =
1
E(Q) = <(769/36,
5473/216)> x <(1795993261/45603009,
70211429900506/307957119777)>
R = 150.4351758748
0 integral points
E_-09104: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09103: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09102: r = 1 t = 1 #III =
1
E(Q) = <(12127/9,
1335455/27)>
R = 9.4127191100
0 integral points
E_-09101: r = 1 t = 1 #III =
1
E(Q) =
<(3794076651708009/61741956336025, 229071488894462430392098/485143904815731720125)>
R = 36.0770616779
0 integral points
E_-09100: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09099: r = 2 t = 1 #III =
1
E(Q) = <(283/9, 4004/27)>
x <(3793/144, 165529/1728)>
R = 52.1907807030
0 integral points
E_-09098: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09097: r = 2 t = 1 #III =
1
E(Q) = <(289/9, 4184/27)>
x <(898837/12321, 842117806/1367631)>
R = 77.9493480206
0 integral points
E_-09096: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09095: r = 1 t = 1 #III
= 1
E(Q) = <(59076/529,
14311789/12167)>
R = 10.6386734676
0 integral points
E_-09094: r = 1 t = 1 #III =
1
E(Q) =
<(17259684505758482743/816556659620751009,
13797239595138549032596161391/737869378805892264343214223)>
R = 44.8384285074
0 integral points
E_-09093: r = 1 t = 1 #III =
1
E(Q) =
<(168055983051049/195129810225,
2178601895359313042282/86195666719740375)>
R = 32.7702212631
0 integral points
E_-09092: r = 3 t = 1 #III =
1
E(Q) = <(21, 13)> x
<(274/9, 3734/27)> x <(2802/49, 144670/343)>
R = 114.8484051237
2 integral points
1. (21, 13) = 1 * (21,
13)
2. (21, -13) = -(21,
13)
E_-09091: r = 1 t = 1 #III =
1
E(Q) = <(12007/49,
1315278/343)>
R = 8.8962438777
0 integral points
E_-09090: r = 1 t = 1 #III =
1
E(Q) = <(1348539/14641,
1556877423/1771561)>
R = 13.5201527085
0 integral points
E_-09089: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09088: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09087: r = 1 t = 1 #III =
1
E(Q) = <(98764/1225,
30768037/42875)>
R = 11.1956452792
0 integral points
E_-09086: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09085: r = 3 t = 1 #III =
1
E(Q) = <(301/9, 4544/27)>
x <(821, 23524)> x <(9209/100, 878573/1000)>
R = 277.0805098275
2 integral points
1. (821, 23524) = 1 * (821,
23524)
2. (821, -23524) = -(821,
23524)
E_-09084: r = 2 t = 1 #III =
1
E(Q) = <(328/9, 5354/27)>
x <(796/9, 22310/27)>
R = 30.6916512623
0 integral points
E_-09083: r = 2 t = 1 #III =
1
E(Q) = <(3027, 166540)> x
<(2361/100, 63859/1000)>
R = 53.9916750286
2 integral points
1. (3027, 166540) = 1 *
(3027, 166540)
2. (3027, -166540) = -(3027,
166540)
E_-09082: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09081: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09080: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09079: r = 1 t = 1 #III =
1
E(Q) = <(2415302/2401,
3753662527/117649)>
R = 14.2479898735
0 integral points
E_-09078: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09077: r = 2 t = 1 #III =
1
E(Q) = <(937/36,
19979/216)> x <(13581097/25281, 50048326754/4019679)>
R = 119.3415972729
0 integral points
E_-09076: r = 3 t = 1 #III =
1
E(Q) = <(38, 214)> x
<(310/9, 4814/27)> x <(617/4, 15307/8)>
R = 100.6610781280
4 integral points
1. (12101, 1331165) = -1 * (38, 214) + 1 * (310/9, 4814/27)
2. (12101, -1331165) =
-(12101, 1331165)
3. (38, 214) = 1 * (38, 214)
4. (38, -214) = -(38,
214)
E_-09075: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09074: r = 3 t = 1 #III =
1
E(Q) = <(27, 103)> x <(465/16,
7961/64)> x <(95085331/2442969, 852871389085/3818360547)>
R = 420.8267236240
4 integral points
1. (27, 103) = 1 * (27,
103)
2. (27, -103) = -(27,
103)
3. (12099, 1330835) = 1 *
(27, 103) - 1 * (465/16, 7961/64)
4. (12099, -1330835) =
-(12099, 1330835)
E_-09073: r = 2 t = 1 #III =
1
E(Q) = <(109, 1134)> x
<(54597370657/1237843489, 12063959523672084/43551047473487)>
R = 102.8370867337
2 integral points
1. (109, 1134) = 1 * (109,
1134)
2. (109, -1134) = -(109,
1134)
E_-09072: r = 1 t = 1 #III =
1
E(Q) = <(88, 820)>
R = 3.2352984808
2 integral points
1. (88, 820) = 1 * (88,
820)
2. (88, -820) = -(88,
820)
E_-09071: r = 1 t = 1 #III =
1
E(Q) = <(247/9,
2908/27)>
R = 5.9427625872
0 integral points
E_-09070: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09069: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09068: r = 1 t = 1 #III =
4
E(Q) = <(161475637/1058841,
2049295633055/1089547389)>
R = 18.9836519342
0 integral points
E_-09067: r = 2 t = 1 #III =
1
E(Q) = <(3023, 166210)> x
<(2088647411/92640625, 43620311904716/891666015625)>
R = 166.1128518517
2 integral points
1. (3023, 166210) = 1 * (3023,
166210)
2. (3023, -166210) = -(3023,
166210)
E_-09066: r = 1 t = 1 #III =
1
E(Q) =
<(8873565283/388838961, 407073241011079/7667515471959)>
R = 23.4151688865
0 integral points
E_-09065: r = 3 t = 1 #III =
1
E(Q) = <(21, 14)> x
<(249, 3928)> x <(1729/9, 71848/27)>
R = 67.1316411905
4 integral points
1. (21, 14) = 1 * (21,
14)
2. (21, -14) = -(21,
14)
3. (249, 3928) = 1 * (249, 3928)
4. (249, -3928) = -(249,
3928)
E_-09064: r = 2 t = 1 #III =
1
E(Q) = <(25, 81)> x
<(298/9, 4456/27)>
R = 14.6435499564
4 integral points
1. (25, 81) = 1 * (25,
81)
2. (25, -81) = -(25,
81)
3. (862, 25308) = 1 * (25,
81) - 1 * (298/9, 4456/27)
4. (862, -25308) = -(862,
25308)
E_-09063: r = 2 t = 1 #III =
1
E(Q) = <(24, 69)> x
<(42, 255)>
R = 6.8072004365
6 integral points
1. (24, 69) = 1 * (24,
69)
2. (24, -69) = -(24,
69)
3. (258, 4143) = 1 * (24,
69) - 1 * (42, 255)
4. (258, -4143) = -(258,
4143)
5. (42, 255) = 1 * (42,
255)
6. (42, -255) = -(42,
255)
E_-09062: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09061: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09060: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09059: r = 1 t = 1 #III =
1
E(Q) =
<(71149122982603/2167511229009, 517611207000291977096/3191111904374813223)>
R = 32.2647019899
0 integral points
E_-09058: r = 1 t = 1 #III =
1
E(Q) =
<(11104133175473/322587649024,
32635685227745670505/183219461840863232)>
R = 30.3915875879
0 integral points
E_-09057: r = 1 t = 1 #III =
1
E(Q) = <(39628753/1527696,
173038965785/1888232256)>
R = 17.9502942912
0 integral points
E_-09056: r = 1 t = 1 #III =
1
E(Q) =
<(4722913822249/2464824609, 10263955306320869275/122371147363023)>
R = 29.1901371646
0 integral points
E_-09055: r = 1 t = 1 #III =
1
E(Q) = <(31, 144)>
R = 3.2731496356
2 integral points
1. (31, 144) = 1 * (31,
144)
2. (31, -144) = -(31, 144)
E_-09054: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09053: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09052: r = 1 t = 1 #III =
4
E(Q) = <(32, 154)>
R = 2.9189793803
2 integral points
1. (32, 154) = 1 * (32,
154)
2. (32, -154) = -(32,
154)
E_-09051: r = 1 t = 1 #III =
1
E(Q) = <(247039/1089,
122738230/35937)>
R = 12.4737046010
0 integral points
E_-09050: r = 1 t = 1 #III =
1
E(Q) = <(953011/7569,
928239641/658503)>
R = 13.8686340240
0 integral points
E_-09049: r = 1 t = 1 #III =
1
E(Q) =
<(15042088369/83997225, 1843400822136472/769834567125)>
R = 23.5054909082
0 integral points
E_-09048: r = 3 t = 1 #III =
1
E(Q) = <(22, 40)> x
<(313/4, 5485/8)> x <(634/25, 10652/125)>
R = 101.3569950126
2 integral points
1. (22, 40) = 1 * (22,
40)
2. (22, -40) = -(22,
40)
E_-09047: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09046: r = 2 t = 1 #III =
1
E(Q) = <(103, 1041)> x
<(89/4, 355/8)>
R = 21.0742070803
2 integral points
1. (103, 1041) = 1 * (103,
1041)
2. (103, -1041) = -(103,
1041)
E_-09045: r = 1 t = 1 #III =
1
E(Q) =
<(290976597775686589/11416517114698609,
105722889543592541130875608/1219833196572579788388727)>
R = 40.6741415674
0 integral points
E_-09044: r = 2 t = 1 #III =
1
E(Q) = <(30, 134)> x
<(1233/4, 43289/8)>
R = 20.3182619642
2 integral points
1. (30, 134) = 1 * (30,
134)
2. (30, -134) = -(30,
134)
E_-09043: r = 1 t = 1 #III =
1
E(Q) = <(976519/225,
964986022/3375)>
R = 13.7947017806
0 integral points
E_-09042: r = 2 t = 1 #III =
1
E(Q) = <(2874337/70756,
4532577041/18821096)> x <(17551513/8464, 73531194307/778688)>
R = 209.1648375308
0 integral points
E_-09041: r = 2 t = 1 #III =
1
E(Q) = <(33, 164)> x
<(108586473007918015585/3556218806770250916,
934736279788707407367018568433/6706295896458682990293754536)>
R = 166.0932514728
2 integral points
1. (33, 164) = 1 * (33,
164)
2. (33, -164) = -(33,
164)
E_-09040: r = 1 t = 1 #III =
1
E(Q) =
<(44699678985062089/724673101581009,
9266736768324046620633053/19508020900304671770777)>
R = 38.5424023501
0 integral points
E_-09039: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09038: r = 1 t = 1 #III =
1
E(Q) =
<(4009011754176090191012972119157241/9744441483976730038879628611600,
253821151279570308597919420347998688759555558667789/30418334262087031861914238359238794175943336000)>
R = 77.4049747400
0 integral points
E_-09037: r = 2 t = 1 #III =
1
E(Q) = <(37, 204)> x
<(47932217617/643332496, 10378726070653191/16317485428544)>
R = 81.0164291861
2 integral points
1. (37, 204) = 1 * (37,
204)
2. (37, -204) = -(37,
204)
E_-09036: r = 2 t = 1 #III =
1
E(Q) = <(21, 15)> x
<(345/16, 2013/64)>
R =
14.5450169854
4 integral points
1. (21, 15) = 1 * (21,
15)
2. (21, -15) = -(21,
15)
3. (813, 23181) = -1 * (21, 15) - 1 * (345/16, 2013/64)
4. (813, -23181) = -(813,
23181)
E_-09035: r = 1 t = 1 #III =
1
E(Q) = <(3899/121,
208008/1331)>
R = 8.0940257292
0 integral points
E_-09034: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09033: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09032: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09031: r = 2 t = 1 #III =
1
E(Q) = <(23, 56)> x
<(311987/9409, 151145498/912673)>
R = 45.4114384583
2 integral points
1. (23, 56) = 1 * (23,
56)
2. (23, -56) = -(23,
56)
E_-09030: r = 1 t = 1 #III =
1
E(Q) = <(194764177392121/1088470716804,
2715945709349648040371/1135599321900179592)>
R = 32.9741911205
0 integral points
E_-09029: r = 1 t = 1 #III =
1
E(Q) =
<(45706937603905/1573975994724, 245519990977426042177/1974681951412825368)>
R = 31.8648522139
0 integral points
E_-09028: r = 2 t = 1 #III =
1
E(Q) = <(34, 174)> x
<(38618, 7589002)>
R = 22.0425881641
4 integral points
1. (34, 174) = 1 * (34,
174)
2. (34, -174) = -(34, 174)
3. (38618, 7589002) = 1 *
(38618, 7589002)
4. (38618, -7589002) =
-(38618, 7589002)
E_-09027: r = 1 t = 1 #III =
1
E(Q) = <(1387303/62001,
720087310/15438249)>
R = 14.6597013651
0 integral points
E_-09026: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09025: r = 1 t = 1 #III =
1
E(Q) = <(10685,
1104490)>
R = 8.2048359439
2 integral points
1. (10685, 1104490) = 1 *
(10685, 1104490)
2. (10685, -1104490) =
-(10685, 1104490)
E_-09024: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09023: r = 1 t = 1 #III =
1
E(Q) = <(1287666/1849,
1461164263/79507)>
R = 13.6246256258
0 integral points
E_-09022: r = 1 t = 1 #III =
1
E(Q) =
<(485233234596577/22642389593604, 3085312754606398899695/107741591926984460808)>
R = 34.3516914237
0 integral points
E_-09021: r = 1 t = 1 #III =
1
E(Q) =
<(53371741465/1286943876, 11524049465813027/46167824607624)>
R = 24.9974764437
0 integral points
E_-09020: r = 2 t = 1 #III =
1
E(Q) = <(36, 194)> x
<(256/9, 3194/27)>
R = 14.5094736069
4 integral points
1. (36, 194) = 1 * (36,
194)
2. (36, -194) = -(36,
194)
3. (1644, 66658) = -1 * (36, 194) + 1 * (256/9, 3194/27)
4. (1644, -66658) = -(1644,
66658)
E_-09019: r = 1 t = 1 #III =
9
E(Q) = <(35, 184)>
R = 3.9027918875
2 integral points
1. (35, 184) = 1 * (35, 184)
2. (35, -184) = -(35,
184)
E_-09018: r = 1 t = 1 #III =
1
E(Q) = <(1363/9,
50255/27)>
R = 7.3016573526
0 integral points
E_-09017: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09016: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09015: r = 1 t = 1 #III =
1
E(Q) = <(17071/361,
2133236/6859)>
R = 10.0075081661
0 integral points
E_-09014: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09013: r = 3 t = 1 #III =
1
E(Q) = <(29, 124)> x
<(713/16, 18043/64)> x <(1817/49, 70274/343)>
R = 188.3118842961
2 integral points
1. (29, 124) = 1 * (29,
124)
2. (29, -124) = -(29,
124)
E_-09012: r = 1 t = 1 #III =
1
E(Q) =
<(469739697153766/22354409522025, 1725719349094325108686/105692654168562691125)>
R = 33.6348862379
0 integral points
E_-09011: r = 2 t = 1 #III =
1
E(Q) = <(3009/4,
165055/8)> x <(45661209/384400, 307716311677/238328000)>
R = 127.2959152114
0 integral points
E_-09010: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09009: r = 1 t = 1 #III =
1
E(Q) = <(753/4,
20649/8)>
R = 5.9594697841
0 integral points
E_-09008: r = 2 t = 1 #III =
1
E(Q) = <(44, 276)> x
<(84, 764)>
R = 6.5871858979
6 integral points
1. (44, 276) = 1 * (44,
276)
2. (44, -276) = -(44,
276)
3. (548, 12828) = 1 * (44,
276) - 1 * (84, 764)
4. (548, -12828) = -(548,
12828)
5. (84, 764) = 1 * (84,
764)
6. (84, -764) = -(84,
764)
E_-09007: r = 1 t = 1 #III =
1
E(Q) = <(2512/9,
125875/27)>
R = 7.4125302993
0 integral points
E_-09006: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09005: r = 2 t = 1 #III =
1
E(Q) = <(21, 16)> x
<(27709237458053873821/101941937408075625,
145827513355039184875932895744/32548376023882878612796875)>
R = 159.9930927018
2 integral points
1. (21, 16) = 1 * (21,
16)
2. (21, -16) = -(21,
16)
E_-09004: r = 2 t = 1 #III =
1
E(Q) = <(1433/64,
24131/512)> x <(1616845/47961, 1798163299/10503459)>
R = 99.7109519217
0 integral points
E_-09003: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-09002: r = 1 t = 1 #III =
1
E(Q) =
<(2741379811275703753411411555803531/4490259354363264181584938025025,
143530839452792820160949954393502648599459017789571/9514963780055565142950394649995720163093718625)>
R = 77.0147200928
0 integral points
E_-09001: r = 2 t = 1 #III =
1
E(Q) = <(53, 374)> x
<(16057/529, 1675548/12167)>
R = 36.8521162448
2 integral points
1. (53, 374) = 1 * (53,
374)
2. (53, -374) = -(53,
374)
E_-09000: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08999: r = 1 t = 1 #III =
1
E(Q) = <(1135/9,
38152/27)>
R = 7.1352918316
0 integral points
E_-08998: r = 2 t = 1 #III =
1
E(Q) = <(86839/441,
25575031/9261)> x <(231306553/11009124,
607754775725/36528273432)>
R = 202.2240031391
0 integral points
E_-08997: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08996: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08995: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08994: r = 1 t = 1 #III =
1
E(Q) = <(657985/19044,
471965473/2628072)>
R = 13.7482208855
0 integral points
E_-08993: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08992: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08991: r = 1 t = 1 #III =
1
E(Q) = <(1675/49,
60346/343)>
R = 7.7782664634
0 integral points
E_-08990: r = 2 t = 1 #III =
1
E(Q) = <(5129/4,
367323/8)> x <(28871/1369, 999549/50653)>
R = 79.0253322340
0 integral points
E_-08989: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08988: r = 1 t = 1 #III =
1
E(Q) = <(148,
1798)>
R = 4.1590805240
2 integral points
1. (148, 1798) = 1 * (148,
1798)
2. (148, -1798) = -(148,
1798)
E_-08987: r = 1 t = 1 #III =
1
E(Q) = <(211399/5625,
88587982/421875)>
R = 12.5865399428
0 integral points
E_-08986: r = 1 t = 1 #III =
4
E(Q) = <(766073/676,
670507891/17576)>
R = 13.5603148420
0 integral points
E_-08985: r = 1 t = 1 #III =
1
E(Q) = <(48452401/2056356,
188731105271/2948814504)>
R = 18.1898620618
0 integral points
E_-08984: r = 1 t = 1 #III =
1
E(Q) = <(20729797651222/44197073361,
94378633861046919488/9291594929756391)>
R = 29.9966938880
0 integral points
E_-08983: r = 1 t = 1 #III =
1
E(Q) = <(6614/25,
537763/125)>
R = 8.3831094578
0 integral points
E_-08982: r = 1 t = 1 #III =
1
E(Q) = <(4449/4,
296751/8)>
R = 7.6795197539
0 integral points
E_-08981: r = 2 t = 1 #III =
1
E(Q) = <(60421/2025,
12083156/91125)> x <(376217/10609, 206217558/1092727)>
R =
50.8404004193
0 integral points
E_-08980: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08979: r = 1 t = 1 #III =
1
E(Q) = <(1723303/74529,
1183521214/20346417)>
R = 14.8614935030
0 integral points
E_-08978: r = 2 t = 1 #III =
1
E(Q) = <(201/4, 2747/8)>
x <(603, 14807)>
R = 9.9171594558
2 integral points
1. (603, 14807) = 1 * (603,
14807)
2. (603, -14807) = -(603,
14807)
E_-08977: r = 1 t = 1 #III =
4
E(Q) =
<(164398075097/7904454649, 3104733906211300/702761349478643)>
R = 26.3745286123
0 integral points
E_-08976: r = 1 t = 1 #III =
1
E(Q) =
<(114197074329784860529/5426445981204448929,
234469974870041021057898982945/12640761173622107113839216783)>
R = 46.7279980090
0 integral points
E_-08975: r = 1 t = 1 #III =
1
E(Q) = <(60, 455)>
R =
2.7679680325
2 integral points
1. (60, 455) = 1 * (60,
455)
2. (60, -455) = -(60,
455)
E_-08974: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08973: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08972: r = 3 t = 1 #III =
1
E(Q) = <(21, 17)> x
<(77, 669)> x <(581/25, 7479/125)>
R = 83.7163091060
4 integral points
1. (21, 17) = 1 * (21,
17)
2. (21, -17) = -(21,
17)
3. (77, 669) = 1 * (77,
669)
4. (77, -669) = -(77,
669)
E_-08971: r = 1 t = 1 #III =
1
E(Q) = <(2692303/103041,
3114575594/33076161)>
R = 15.2569967100
0 integral points
E_-08970: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08969: r = 2 t = 1 #III =
1
E(Q) = <(117, 1262)> x
<(348580052245/4006510209, 204397798701756518/253600076699073)>
R = 125.1727752953
2 integral points
1. (117, 1262) = 1 * (117,
1262)
2. (117, -1262) = -(117,
1262)
E_-08968: r = 1 t = 1 #III =
1
E(Q) = <(1405803494/66504025,
11852477092028/542340323875)>
R = 20.9120924619
0 integral points
E_-08967: r = 2 t = 1 #III =
1
E(Q) = <(22, 41)> x
<(249064/5329, 118714541/389017)>
R = 38.0212353620
2 integral points
1. (22, 41) = 1 * (22,
41)
2. (22, -41) = -(22,
41)
E_-08966: r = 3 t = 1 #III =
1
E(Q) = <(63, 491)> x
<(345/16, 2083/64)> x <(91959/4225, 10071823/274625)>
R = 301.7627553008
2 integral points
1. (63, 491) = -1 * (63, 491)
2. (63, -491) = -(63,
491)
E_-08965: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08964: r = 1 t = 1 #III =
1
E(Q) = <(330,
5994)>
R = 3.4967098534
2 integral points
1. (330, 5994) = 1 * (330,
5994)
2. (330, -5994) = -(330,
5994)
E_-08963: r = 1 t = 1 #III =
1
E(Q) = <(2737269838321/9169977600,
4527966772021896631/878117054976000)>
R = 28.6807373333
0 integral points
E_-08962: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08961: r = 2 t = 1 #III =
1
E(Q) = <(14785/4,
1797761/8)> x <(188940508537/4571382544,
76738814423577677/309080316564928)>
R = 251.9005439583
0 integral points
E_-08960: r = 1 t = 1 #III =
1
E(Q) = <(3796/9,
233864/27)>
R = 6.8856793623
0 integral points
E_-08959: r = 1 t = 1 #III =
1
E(Q) = <(47, 308)>
R = 4.1135231946
2 integral points
1. (47, 308) = 1 * (47,
308)
2. (47, -308) = -(47,
308)
E_-08958: r = 1 t = 1 #III =
1
E(Q) =
<(368280040340851471/1470699873587025,
223430962926799915755374231/56400906295599700577625)>
R = 40.4985561478
0 integral points
E_-08957: r = 1 t = 1 #III =
1
E(Q) = <(5737/9,
434530/27)>
R = 8.6747242697
0 integral points
E_-08956: r = 1 t = 1 #III =
1
E(Q) = <(28, 114)>
R = 2.2828404028
2 integral points
1. (28, 114) = 1 * (28,
114)
2. (28, -114) = -(28, 114)
E_-08955: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08954: r = 1 t = 1 #III =
1
E(Q) = <(4169/16,
269115/64)>
R = 6.2364780921
0 integral points
E_-08953: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08952: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08951: r = 1 t = 1 #III =
1
E(Q) = <(187/9,
118/27)>
R = 5.7800868135
0 integral points
E_-08950: r = 2 t = 1 #III =
1
E(Q) = <(479, 10483)> x
<(996391/8649, 991676089/804357)>
R = 85.8542453317
2 integral points
1. (479, 10483) = 1 * (479,
10483)
2. (479, -10483) = -(479,
10483)
E_-08949: r = 1 t = 1 #III =
1
E(Q) =
<(177835323977054125/463373540888769, 74988154571666066633817928/9974631202381761924897)>
R = 39.7528846048
0 integral points
E_-08948: r = 1 t = 1 #III =
1
E(Q) = <(251422/2601,
125441990/132651)>
R = 11.8726924335
0 integral points
E_-08947: r = 1 t = 1 #III = 1
E(Q) =
<(18951775468873/51977616196, 82496356793764633755/11850168806061256)
>
R = 30.0586061023
0 integral points
E_-08946: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08945: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08944: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08943: r = 1 t = 1 #III =
1
E(Q) = <(247/9,
2924/27)>
R = 5.9409488719
0 integral points
E_-08942: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08941: r = 1 t = 1 #III =
1
E(Q) = <(186270101/4225,
2542229330776/274625)>
R = 19.0429978694
0 integral points
E_-08940: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08939: r = 2 t = 1 #III =
1
E(Q) = <(2937/16,
159053/64)> x <(72195/2209, 16731212/103823)>
R = 80.9796825442
0 integral points
E_-08938: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08937: r = 2 t = 1 #III =
1
E(Q) = <(21, 18)> x
<(120673/4356, 31914865/287496)>
R = 25.1855965498
2 integral points
1. (21, 18) = 1 * (21,
18)
2. (21, -18) = -(21,
18)
E_-08936: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08935: r = 1 t = 1 #III =
1
E(Q) = <(1134746/30625,
1097503919/5359375)>
R = 13.8085592290
0 integral points
E_-08934: r = 0 t = 1
#III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08933: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08932: r = 1 t = 1 #III =
1
E(Q) = <(4442/169,
211030/2197)>
R = 8.1538827699
0 integral points
E_-08931: r = 2 t = 1 #III =
1
E(Q) = <(2833/36,
149401/216)> x <(181555/8649, 14359184/804357)>
R = 91.9846062115
0 integral points
E_-08930: r = 1 t = 1 #III =
1
E(Q) =
<(453354859696041/133814029636,
9652890136649797443029/48949974925026616)>
R = 33.7514624558
0 integral points
E_-08929: r = 2 t = 1 #III =
1
E(Q) = <(209, 3020)> x
<(13213/289, 1446114/4913)>
R = 49.5431307070
2 integral points
1. (209, 3020) = 1 * (209,
3020)
2. (209, -3020) = -(209,
3020)
E_-08928: r = 1 t = 1 #III = 1
E(Q) = <(3916857/65536,
7588050195/16777216)>
R = 14.6575047330
0 integral points
E_-08927: r = 1 t = 1 #III =
1
E(Q) = <(26, 93)>
R = 2.6990862377
2 integral points
1. (26, 93) = 1 * (26,
93)
2. (26, -93) = -(26,
93)
E_-08926: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08925: r = 1 t = 1 #III =
1
E(Q) =
<(4869334049314261/26278654365441,
339546702174457708092716/134711503792583600511)>
R = 36.1904083655
0 integral points
E_-08924: r = 1 t = 1 #III =
1
E(Q) = <(24, 70)>
R = 2.7388888858
2 integral points
1. (24, 70) = 1 * (24,
70)
2. (24, -70) = -(24,
70)
E_-08923: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08922: r = 1 t = 1 #III =
1
E(Q) = <(10771/225,
1071431/3375)>
R = 9.5431078374
0 integral points
E_-08921: r = 1 t = 1 #III =
1
E(Q) =
<(50189165424618325167220606013380122009/172429112159429303806772323015004224,
355497370372846756145834773553644770566159699123864402365/71600472457992981633052266770356685542346166690693632)>
R = 86.8526387577
0 integral points
E_-08920: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08919: r = 1 t = 1 #III =
1
E(Q) = <(1618/49,
56449/343)>
R = 7.2920372821
0 integral points
E_-08918: r = 2 t = 1 #III =
1
E(Q) = <(23, 57)> x
<(1551/49, 51787/343)>
R = 22.5361409485
2 integral points
1. (23, 57) = 1 * (23, 57)
2. (23, -57) = -(23,
57)
E_-08917: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08916: r = 2 t = 1 #III =
1
E(Q) = <(70, 578)> x
<(378574/15129, 152911790/1860867)>
R = 44.3445930739
2 integral points
1. (70, 578) = 1 * (70,
578)
2. (70, -578) = -(70,
578)
E_-08915: r = 1 t = 1 #III =
1
E(Q) = <(100513136636809/1549546956864,
991112497687327821787/1928888448279962112)>
R = 32.4344300836
0 integral points
E_-08914: r = 1 t = 1 #III =
1
E(Q) = <(3118457297/2637376,
174144006160153/4283098624)>
R = 21.8713883541
0 integral points
E_-08913: r = 3 t = 1 #III =
1
E(Q) = <(661/9,
16802/27)> x <(10993/81, 1150532/729)> x <(13009/225,
1449152/3375)>
R = 459.9552520449
0 integral points
E_-08912: r = 1 t = 1 #III =
1
E(Q) = <(434624983835113/6689692565136,
8912470087852660195595/17302515196940616384)>
R = 33.8983072178
0 integral points
E_-08911: r = 1 t = 1 #III =
1
E(Q) = <(2608/81,
114031/729)>
R = 7.7778032776
0 integral points
E_-08910: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08909: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08908: r = 1 t = 1 #III =
1
E(Q) =
<(1222573573/10284849, 42634172402855/32983510743)>
R = 21.0308489433
0 integral points
E_-08907: r = 1 t = 1 #III =
1
E(Q) =
<(134235769695244643113/137813349286697616,
1555250297469749653091581420885/51160753396322583869225664)>
R = 46.3592166194
0 integral points
E_-08906: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08905: r = 1 t = 1 #III =
1
E(Q) =
<(3414797731793149138275409/2461834249537643876025,
6310252707871295381184935296999399952/122148521356076925405384345886125)>
R = 56.4993503093
0 integral points
E_-08904: r = 1 t = 1 #III =
1
E(Q) = <(2482/81,
102752/729)>
R = 7.5142522566
0 integral points
E_-08903: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08902: r = 0 t = 1 #III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08901: r = 1 t = 1 #III =
1
E(Q) = <(25, 82)>
R = 3.6866623536
2 integral points
1. (25, 82) = 1 * (25,
82)
2. (25, -82) = -(25, 82)
E_-08900: r = 1 t = 1 #III =
1
E(Q) = <(21, 19)>
R = 3.5877354424
2 integral points
1. (21, 19) = 1 * (21,
19)
2. (21, -19) = -(21,
19)
E_-08899: r = 1 t = 1 #III =
1
E(Q) = <(189761785/3048516,
2565368205139/5322708936)>
R = 19.2621365522
0 integral points
E_-08898: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08897: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08896: r = 2 t = 1 #III =
1
E(Q) = <(188, 2576)> x
<(41, 245)>
R = 14.9094847469
4 integral points
1. (188, 2576) = 1 * (188, 2576)
2. (188, -2576) = -(188,
2576)
3. (41, 245) = 1 * (41,
245)
4. (41, -245) = -(41,
245)
E_-08895: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08894: r = 1 t = 1 #III =
1
E(Q) = <(955639/2601,
934118245/132651)>
R = 13.8047942598
0 integral points
E_-08893: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08892: r = 1 t = 1 #III =
1
E(Q) = <(61, 467)>
R = 4.3156419341
2 integral points
1. (61, 467) = 1 * (61,
467)
2. (61, -467) = -(61,
467)
E_-08891: r = 1 t = 1 #III =
1
E(Q) = <(1952435/20449,
2714159196/2924207)>
R = 14.0675550088
0 integral points
E_-08890: r = 2 t = 1 #III =
1
E(Q) = <(179, 2393)> x
<(218145100931/5395343209, 94787639455662791/396304144730677)>
R = 135.4913918974
2 integral points
1. (179, 2393) = 1 * (179,
2393)
2. (179, -2393) = -(179,
2393)
E_-08889: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08888: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08887: r = 2 t = 1 #III =
1
E(Q) = <(62, 479)> x
<(176, 2333)>
R = 18.2526207529
4 integral points
1. (62, 479) = 1 * (62,
479)
2. (62, -479) = -(62,
479)
3. (176, 2333) = 1 * (176,
2333)
4. (176, -2333) = -(176,
2333)
E_-08886: r = 1 t = 1 #III =
1
E(Q) = <(48732698890608555725666873637603674147822562535/2352263038245344060645436093482693269573501521,
281485649659284308816843978933959015606642377018115282667561623992623/114085073533663180035211272960089822476684840753729093896676299809319)>
R' = 108.0518801862
0 integral points
E_-08885: r = 1 t = 1 #III =
1
E(Q) =
<(478616857985252410899819179891711318301/5907456347443137355372027170135216049,
10383015208426036074760933262432311136573206140225785439256/14358225894831595414733016681494510153749081703347768343)>
R = 89.2193252521
0 integral points
E_-08884: r = 2 t = 1 #III =
1
E(Q) = <(22, 42)> x
<(579574/19321, 361394670/2685619)>
R' = 29.2883689173
2 integral points
1. (22, 42) = 1 * (22, 42)
2. (22, -42) = -(22,
42)
E_-08883: r = 1 t = 1 #III =
1
E(Q) = <(457/16,
7685/64)>
R = 6.5403680783
0 integral points
E_-08882: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08881: r = 2 t = 1 #III =
1
E(Q) = <(1025/16,
32257/64)> x <(25073/1156, 1429289/39304)>
R = 75.8465970579
0 integral points
E_-08880: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08879: r = 1 t = 1 #III =
1
E(Q) = <(406/9,
7775/27)>
R = 5.8172669653
0 integral points
E_-08878: r = 1 t = 1 #III =
1
E(Q) =
<(72185246849934599/346519528051225,
19384709864332630877617493/6450473142857035167875)>
R = 38.8790223542
0 integral points
E_-08877: r = 1 t = 1 #III =
1
E(Q) =
<(9369338162941/217524296025, 27039149539202731364/101452244044579875)>
R = 30.1536006845
0 integral points
E_-08876: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08875: r = 1 t = 1 #III =
1
E(Q) = <(145/4,
1575/8)>
R = 3.1527468953
0 integral points
E_-08874: r = 1 t = 1 #III =
1
E(Q) = <(4809/16,
333435/64)>
R = 7.7881583739
0 integral points
E_-08873: r = 2 t = 1 #III =
1
E(Q) = <(177/4, 2231/8)> x
<(11789/25, 1279962/125)>
R = 41.4668439627
0 integral points
E_-08872: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08871: r = 1 t = 1 #III =
1
E(Q) = <(152206/6241,
37009145/493039)>
R = 11.9484050503
0 integral points
E_-08870: r = 2 t = 1 #III =
1
E(Q) = <(889039/15129,
819739333/1860867)> x <(6223039/136161, 14785239707/50243409)>
R = 199.2844803164
0 integral points
E_-08869: r = 1 t = 1 #III =
1
E(Q) = <(67561/3249,
2050910/185193)>
R = 11.6679819458
0 integral points
E_-08868: r = 1 t = 1 #III =
1
E(Q) = <(3442/81, 189910/729)>
R = 7.7393498905
0 integral points
E_-08867: r = 2 t = 1 #III =
9
E(Q) = <(27, 104)> x
<(87, 806)>
R = 17.2071440388
4 integral points
1. (27, 104) = 1 * (27,
104)
2. (27, -104) = -(27,
104)
3. (87, 806) = 1 * (87,
806)
4. (87, -806) = -(87,
806)
E_-08866: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08865: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08864: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08863: r = 1 t = 1 #III =
1
E(Q) = <(2612/49,
129529/343)>
R = 7.6386150550
0 integral points
E_-08862: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08861: r = 2 t = 1 #III =
1
E(Q) = <(21, 20)> x
<(853165/19881, 742550032/2803221)
R = 49.1473170128
2 integral points
1. (21, 20) = 1 * (21,
20)
2. (21, -20) = -(21,
20)
E_-08860: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08859: r = 2 t = 1 #III =
1
E(Q) = <(2971/9,
161920/27)> x <(176821783/927369, 2349773241434/893056347)>
R = 152.1625475502
0 integral points
E_-08858: r = 1 t = 1 #III =
1
E(Q) =
<(1064116602846177427/459654347081601,
1097700024591349000520465465/9854782816627685801151)>
R = 41.5141733523
0 integral points
E_-08857: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08856: r = 1 t = 1 #III =
1
E(Q) = <(179530/8649,
7529284/804357)>
R = 11.9527430596
0 integral points
E_-08855: r = 1 t = 1 #III =
1
E(Q) = <(254,
4047)>
R = 4.5759557206
2 integral points
1. (254, 4047) = 1 * (254,
4047)
2. (254, -4047) = -(254,
4047)
E_-08854: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08853: r = 2 t = 1 #III =
1
E(Q) = <(2617/64,
124909/512)> x <(696157021/731025, 18367861047056/625026375)>
R = 165.4192751716
0 integral points
E_-08852: r = 2 t = 1 #III =
1
E(Q) = <(454/9, 9334/27)>
x <(77533/1089, 21322457/35937)>
R = 58.1999344994
0 integral points
E_-08851: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08850: r = 0 t = 1 #III
= 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08849: r = 1 t = 1 #III =
1
E(Q) = <(30589749/203401,
168965572090/91733851)>
R = 17.3204456352
0 integral points
E_-08848: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08847: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08846: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08845: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08844: r = 1 t = 1 #III =
1
E(Q) = <(191940455351065/5601467694564,
2348815759139407985533/13257228854367790488)>
R = 33.2403487189
0 integral points
E_-08843: r = 1 t = 1 #III =
1
E(Q) =
<(158576267112457452724609/521495924932818972900, 63137732278685084535178339929813023/11909029708908359650412799183000)>
R = 53.4623074672
0 integral points
E_-08842: r = 1 t = 1 #III =
1
E(Q) = <(34763/1681,
97405/68921)>
R = 11.0055802707
0 integral points
E_-08841: r = 3 t = 1 #III =
1
E(Q) = <(85, 778)> x
<(6505/4, 524651/8)> x <(568345/3136, 428149373/175616)>
R = 479.4133022964
2 integral points
1. (85, 778) = -1 * (85, 778)
2. (85, -778) = -(85, 778)
E_-08840: r = 1 t = 1 #III =
1
E(Q) = <(263838054/12201049,
1519758689548/42618264157)>
R = 19.2266140449
0 integral points
E_-08839: r = 1 t = 1 #III =
1
E(Q) = <(52, 363)>
R = 3.1780604087
2 integral points
1. (52, 363) = 1 * (52,
363)
2. (52, -363) = -(52,
363)
E_-08838: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08837: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08836: r = 1 t = 1 #III =
1
E(Q) = <(202/9,
1342/27)>
R = 5.1274659894
0 integral points
E_-08835: r = 1 t = 1 #III =
1
E(Q) =
<(631171722782578144749237601/74489827674245409075456,
15857009904770254198983012993518383459729/20330378040578152699426924815151104)>
R = 61.7111207158
0 integral points
E_-08834: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08833: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08832: r = 1 t = 1 #III =
1
E(Q) = <(1708/81, 17000/729)>
R = 6.5969528891
0 integral points
E_-08831: r = 2 t = 1 #III =
1
E(Q) = <(48, 319)> x
<(190/9, 649/27)>
R = 19.4629408373
2 integral points
1. (48, 319) = 1 * (48,
319)
2. (48, -319) = -(48, 319)
E_-08830: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08829: r = 1 t = 1 #III =
1
E(Q) = <(54058177/1313316,
371448484993/1505060136)>
R = 18.1025934211
0 integral points
E_-08828: r = 1 t = 1 #III =
1
E(Q) = <(12681/400,
1214171/8000)>
R = 9.8256378025
0 integral points
E_-08827: r = 3 t = 1 #III =
1
E(Q) = <(113/4, 937/8)> x
<(191, 2638)> x <(576683/26569, 161956612/4330747)>
R = 351.2318656128
2 integral points
1. (191, 2638) = 1 * (191,
2638)
2. (191, -2638) = -(191,
2638)
E_-08826: r = 2 t = 1 #III =
1
E(Q) = <(217/4, 3107/8)> x
<(28753/16, 4875559/64)>
R = 56.4596042968
0 integral points
E_-08825: r = 1 t = 1 #III =
1
E(Q) = <(2320789/53361,
3340515338/12326391)>
R = 14.9394493624
0 integral points
E_-08824: r = 1 t = 1 #III =
1
E(Q) = <(11033/169,
1140361/2197)>
R = 9.4999347106
0 integral points
E_-08823: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08822: r = 1 t = 1 #III =
1
E(Q) = <(48280137/71824,
335464395835/19248832)>
R = 17.7114321097
0 integral points
E_-08821: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08820: r = 1 t = 1 #III =
1
E(Q) = <(21, 21)>
R = 1.5566772092
2 integral points
1. (21, 21) = 1 * (21,
21)
2. (21, -21) = -(21,
21)
E_-08819: r = 1 t = 1 #III =
1
E(Q) = <(2711/49,
137430/343)>
R = 7.5801023822
0 integral points
E_-08818: r = 2 t = 1 #III =
1
E(Q) = <(539/25,
4337/125)> x <(52913/484, 12130345/10648)>
R = 74.8613212770
0 integral points
E_-08817: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08816: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08815: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08814: r = 1 t = 1 #III =
1
E(Q) =
<(100510928923239166015756585084214063568463/689453394378225298889668168962266697969,
31820083485841474851363712354904909398020766197642366796028561/18103284273770782697255256811419003590882023075457617333047)>
R = 94.4978850505
0 integral points
E_-08813: r = 1 t = 1 #III =
1
E(Q) =
<(117605403930582590357841/7776320411541811600,
40331178848969649912655745362102361/21685089558334942846051336000)>
R = 53.1224619348
0 integral points
E_-08812: r = 1 t = 1 #III =
1
E(Q) = <(733,
19845)>
R = 6.0651670862
2 integral points
1. (733, 19845) = 1 * (733,
19845)
2. (733, -19845) = -(733,
19845)
E_-08811: r = 1 t = 1 #III =
1
E(Q) = <(181773475/2099601,
2434036481792/3042321849)>
R = 19.1634636036
0 integral points
E_-08810: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08809: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08808: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08807: r = 1 t = 1 #III =
1
E(Q) = <(51433/324,
11651563/5832)>
R = 10.9277749639
0 integral points
E_-08806: r = 1 t = 1 #III =
1
E(Q) =
<(1319299655/15976009, 47543682343151/63856107973)>
R = 21.1524102087
0 integral points
E_-08805: r = 1 t = 1 #III =
1
E(Q) = <(138435601/6579225,
381398008474/16875712125)>
R = 19.2865956017
0 integral points
E_-08804: r = 1 t = 1 #III =
1
E(Q) = <(176085/6241,
57615421/493039)>
R = 12.4978622346
0 integral points
E_-08803: r = 3 t = 1 #III =
1
E(Q) = <(23, 58)> x
<(97/4, 591/8)> x <(859, 25176)>
R = 90.9206241779
6 integral points
1. (11083, 1166772) = 1 *
(23, 58) - 1 * (97/4, 591/8)
2. (11083, -1166772) =
-(11083, 1166772)
3. (23, 58) = 1 * (23,
58)
4. (23, -58) = -(23,
58)
5. (859, 25176) = 1 * (859,
25176)
6. (859, -25176) = -(859,
25176)
E_-08802: r = 1 t = 1 #III =
9
E(Q) = <(91, 863)>
R = 4.6490725633
2 integral points
1. (91, 863) = 1 * (91,
863)
2. (91, -863) = -(91,
863)
E_-08801: r = 2 t = 1 #III =
1
E(Q) = <(10097/289,
903852/4913)> x <(14765/49, 1793826/343)>
R = 63.0442972051
0 integral points
E_-08800: r = 1 t = 1 #III =
1
E(Q) =
<(38557485121/560552976, 7468107216252319/13271652259776)>
R = 24.5570934626
0 integral points
E_-08799: r = 1 t = 1 #III =
1
E(Q) = <(22, 43)>
R = 3.1494851243
2 integral points
1. (22, 43) = 1 * (22,
43)
2. (22, -43) = -(22,
43)
E_-08798: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08797: r = 1 t = 1 #III =
1
E(Q) =
<(103165164539920302841/688952730909015225,
1046477601611176690939994135486/571852651237979961618622125)>
R = 46.1673309310
0 integral points
E_-08796: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08795: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08794: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08793: r = 1 t = 1 #III =
4
E(Q) = <(57, 420)>
R = 3.5284464471
2 integral points
1. (57, 420) = 1 * (57,
420)
2. (57, -420) = -(57,
420)
E_-08792: r = 2 t = 1 #III =
1
E(Q) = <(86, 792)> x
<(193/9, 883/27)>
R = 17.6537347715
2 integral points
1. (86, 792) = 1 * (86,
792)
2. (86, -792) = -(86,
792)
E_-08791: r = 1 t = 1 #III =
1
E(Q) = <(1082/49, 15247/343)>
R = 7.0432354044
0 integral points
E_-08790: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08789: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08788: r = 1 t = 1 #III =
1
E(Q) = <(3158/49,
174530/343)>
R = 7.5579798985
0 integral points
E_-08787: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08786: r = 1 t = 1 #III =
1
E(Q) =
<(4306924567575025971/196302474628243201,
3664760843377219302052337435/86973843310958027148423551)>
R = 43.4282843526
0 integral points
E_-08785: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08784: r = 2 t = 1 #III =
1
E(Q) = <(169, 2195)> x
<(625/4, 15607/8)>
R = 32.8883303376
2 integral points
1. (169, 2195) = 1 * (169,
2195)
2. (169, -2195) = -(169,
2195)
E_-08783: r = 1 t = 1 #III =
1
E(Q) = <(24, 71)>
R = 3.1987632643
2 integral points
1. (24, 71) = 1 * (24,
71)
2. (24, -71) = -(24,
71)
E_-08782: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08781: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08780: r = 1 t = 1 #III =
1
E(Q) = <(53946661/1565001,
351203247001/1957816251)>
R = 18.1529583207
0 integral points
E_-08779: r = 2 t = 1 #III =
1
E(Q) = <(611375/9409,
470326178/912673)> x <(22787/961, 2010148/29791)>
R = 121.9915972700
0 integral points
E_-08778: r = 1 t = 1 #III =
1
E(Q) =
<(68748333305829360033528577374553/3009057124210271135447128646544,
292862526265459175040638056726063330997577958435/5219701273074680316087189178450732469305083072)>
R = 73.8116601928
0 integral points
E_-08777: r = 1 t = 1 #III =
9
E(Q) = <(21, 22)>
R = 3.5856148358
2 integral points
1. (21, 22) = 1 * (21,
22)
2. (21, -22) = -(21,
22)
E_-08776: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08775: r = 1 t = 1 #III =
1
E(Q) = <(30, 135)>
R = 0.6145773977
6 integral points
1. (30, 135) = 1 * (30,
135)
2. (30, -135) = -(30,
135)
3. (40, 235) = -2 * (30, 135)
4. (40, -235) = -(40,
235)
5. (1299, 46818) = 3 * (30,
135)
6. (1299, -46818) = -(1299,
46818)
E_-08774: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08773: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-08772: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08771: r = 1 t = 1 #III =
1
E(Q) = <(136670137/5560164,
1022318233523/13110866712)>
R = 19.2057934031
0 integral points
E_-08770: r = 1 t = 1 #III =
1
E(Q) = <(11579/49,
1245553/343)>
R = 9.4105368014
0 integral points
E_-08769: r = 1 t = 1 #III =
1
E(Q) = <(1585604979541/30402455769,
1933912571897041910/5301063395250147)>
R = 28.3289366658
0 integral points
E_-08768: r = 1 t = 1 #III =
1
E(Q) = <(564/25,
6512/125)>
R = 5.4577376246
0 integral points
E_-08767: r = 1 t = 1 #III =
1
E(Q) = <(1211,
42142)>
R = 7.1096730698
2 integral points
1. (1211, 42142) = 1 *
(1211, 42142)
2. (1211, -42142) = -(1211,
42142)
E_-08766: r = 3 t = 1 #III =
1
E(Q) = <(31, 145)> x
<(55, 397)> x <(745/36, 2123/216)>
R = 89.9208716489
4 integral points
1. (31, 145) = 1 * (31,
145)
2. (31, -145) = -(31,
145)
3. (55, 397) = 1 * (55,
397)
4. (55, -397) = -(55,
397)
E_-08765: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08764: r = 1 t = 1 #III =
1
E(Q) = <(29, 125)>
R = 3.7757322714
2 integral points
1. (29, 125) = 1 * (29,
125)
2. (29, -125) = -(29,
125)
E_-08763: r = 1 t = 1 #III =
1
E(Q) = <(60958873/191844,
475878488995/84027672)>
R = 17.9655792644
0 integral points
E_-08762: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08761: r = 1 t = 1 #III =
1
E(Q) = <(12125/121,
1329302/1331)>
R = 9.5285433698
0 integral points
E_-08760: r = 1 t = 1 #III =
1
E(Q) = <(1149586/53361,
433865636/12326391)>
R = 13.7909973684
0 integral points
E_-08759: r = 2 t = 1 #III =
1
E(Q) = <(822, 23567)> x
<(5652/121, 406247/1331)>
R = 52.7452872381
2 integral points
1. (822, 23567) = 1 * (822,
23567)
2. (822, -23567) = -(822,
23567)
E_-08758: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08757: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08756: r = 2 t = 1 #III =
1
E(Q) = <(45, 287)> x
<(2918, 157626)>
R = 25.9660808695
4 integral points
1. (45, 287) = 1 * (45,
287)
2. (45, -287) = -(45,
287)
3. (2918, 157626) = 1 *
(2918, 157626)
4. (2918, -157626) = -(2918,
157626)
E_-08755: r = 1 t = 1 #III =
1
E(Q) = <(172165651/149769,
2259011865716/57960603)>
R = 18.9749937106
0 integral points
E_-08754: r = 2 t = 1 #III =
1
E(Q) = <(745/36,
2251/216)> x <(185659/2025, 79541423/91125)>
R = 86.9746933289
0 integral points
E_-08753: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08752: r = 1 t = 1 #III =
1
E(Q) = <(15769/225,
1954853/3375)>
R = 9.8438875601
0 integral points
E_-08751: r = 2 t = 1 #III =
1
E(Q) = <(43, 266)> x
<(139729/400, 52225817/8000)>
R = 47.6568034452
2 integral points
1. (43, 266) = 1 * (43,
266)
2. (43, -266) = -(43, 266)
E_-08750: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08749: r = 2 t = 1 #III =
1
E(Q) = <(49, 330)> x
<(11665, 1259874)>
R = 31.5279879933
4 integral points
1. (49, 330) = 1 * (49,
330)
2. (49, -330) = -(49,
330)
3. (11665, 1259874) = 1 *
(11665, 1259874)
4. (11665, -1259874) =
-(11665, 1259874)
E_-08748: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08747: r = 3 t = 1 #III =
1
E(Q) = <(51, 352)> x
<(89/4, 381/8)> x <(233/4, 3477/8)>
R = 84.2674693223
4 integral points
1. (51, 352) = 1 * (51,
352)
2. (51, -352) = -(51,
352)
3. (11663, 1259550) = 1 *
(51, 352) - 1 * (233/4, 3477/8)
4. (11663, -1259550) =
-(11663, 1259550)
E_-08746: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08745: r = 2 t = 1 #III =
1
E(Q) = <(661, 16994)> x
<(9041581729/333464121, 644112437067388/6089388313581)>
R = 143.4479508717
2 integral points
1. (661, 16994) = 1 * (661,
16994)
2. (661, -16994) = -(661,
16994)
E_-08744: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08743: r = 2 t = 1 #III =
1
E(Q) = <(32, 155)> x
<(21289361/624100, 86739899609/493039000)>
R = 55.0884028536
2 integral points
1. (32, 155) = 1 * (32,
155)
2. (32, -155) = -(32,
155)
E_-08742: r = 1 t = 1 #III =
1
E(Q) = <(41297743/1058841,
245062649285/1089547389)>
R = 17.8476847811
0 integral points
E_-08741: r = 1 t = 1 #III =
1
E(Q) =
<(145283653621/248724441, 55375237937042920/3922633159011)>
R = 25.7236374396
0 integral points
E_-08740: r = 2 t = 1 #III =
1
E(Q) = <(26, 94)> x
<(121/4, 1101/8)>
R = 13.7765449220
4 integral points
1. (26, 94) = 1 * (26,
94)
2. (26, -94) = -(26,
94)
3. (2914, 157302) = 1 * (26,
94) - 1 * (121/4, 1101/8)
4. (2914, -157302) = -(2914,
157302)
E_-08739: r = 2 t = 1 #III =
1
E(Q) = <(987, 31008)> x
<(57561/1600, 12446691/64000)>
R = 60.3407480409
2 integral points
1. (987, 31008) = 1 * (987,
31008)
2. (987, -31008) = -(987,
31008)
E_-08738: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08737: r = 2 t = 1 #III =
1
E(Q) = <(838637/39601, 217306754/7880599)>
x <(146167289/2036329, 1746159092524/2905841483)>
R = 256.2412280295
0 integral points
E_-08736: r = 2 t = 1 #III =
1
E(Q) = <(25, 83)> x
<(22645081/219961, 107328556915/103161709)>
R = 62.0788660366
2 integral points
1. (25, 83) = 1 * (25,
83)
2. (25, -83) = -(25,
83)
E_-08735: r = 1 t = 1 #III =
1
E(Q) = <(3756,
230191)>
R = 7.7723839339
2 integral points
1. (3756, 230191) = 1 * (3756, 230191)
2. (3756, -230191) = -(3756,
230191)
E_-08734: r = 1 t = 1 #III =
1
E(Q) = <(9359/361,
639425/6859)>
R = 9.5947413594
0 integral points
E_-08733: r = 1 t = 1 #III =
1
E(Q) =
<(232408858561/8011145025, 89795847980247434/717037535462625)>
R = 26.5796345798
0 integral points
E_-08732: r = 2 t = 1 #III =
1
E(Q) = <(21, 23)> x
<(11757/49, 1274405/343)>
R = 32.7541793222
2 integral points
1. (21, 23) = 1 * (21,
23)
2. (21, -23) = -(21,
23)
E_-08731: r = 1 t = 1 #III =
1
E(Q) = <(235609/144,
114363485/1728)>
R = 12.3776687879
0 integral points
E_-08730: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08729: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08728: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08727: r = 1 t = 1 #III =
1
E(Q) = <(28, 115)>
R = 3.2910012100
2 integral points
1. (28, 115) = 1 * (28,
115)
2. (28, -115) = -(28,
115)
E_-08726: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08725: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08724: r = 1 t = 1 #III =
1
E(Q) = <(6871933/294849,
10044621431/160103007)>
R = 16.2371865575
0 integral points
E_-08723: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08722: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08721: r = 1 t = 1 #III =
1
E(Q) = <(1293,
46494)>
R = 5.5265920907
2 integral points
1. (1293, 46494) = 1 *
(1293, 46494)
2. (1293, -46494) = -(1293,
46494)
E_-08720: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08719: r = 1 t = 1 #III =
1
E(Q) = <(50, 341)>
R = 3.6961501967
2 integral points
1. (50, 341) = 1 * (50,
341)
2. (50, -341) = -(50,
341)
E_-08718: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-08717: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08716: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08715: r = 2 t = 1 #III =
1
E(Q) = <(3049/36,
167147/216)> x <(2419/81, 97588/729)>
R = 58.5958157601
0 integral points
E_-08714: r = 1 t = 1 #III =
1
E(Q) = <(191763099/2449225,
2631291195757/3833037125)>
R = 19.2314007067
0 integral points
E_-08713: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08712: r = 2 t = 1 #III =
1
E(Q) = <(22, 44)> x
<(66, 528)>
R = 1.4578519659
12 integral points
1. (22, 44) =
2. (22, -44) = -(22,
44)
3. (81, 723) = 1 * (22, 44)
- 1 * (66, 528)
4. (81, -723) = -(81,
723)
5. (66, 528) = 1 * (66, 528)
6. (66, -528) = -(66,
528)
7. (33, 165) = -1 * (22, 44) - 1 * (66, 528)
8. (33, -165) = -(33,
165)
9. (306, 5352) = 2 * (22,
44) + 1 * (66, 528)
10. (306, -5352) = -(306,
5352)
11. (342, 6324) = -1 * (22, 44) - 2 * (66, 528)
12. (342, -6324) = -(342,
6324)
E_-08711: r = 1 t = 1 #III =
1
E(Q) = <(335073/3136,
193264849/175616)>
R = 12.8397057129
0 integral points
E_-08710: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08709: r = 2 t = 1 #III =
1
E(Q) = <(529/25,
3458/125)> x <(110652697765/12299049, 36808066717344728/43132764843)>
R = 173.0793298753
0 integral points
E_-08708: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08707: r = 0 t = 1 #III =
9
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-08706: r = 1 t = 1 #III =
1
E(Q) = <(3625867/173889,
1375955207/72511713)>
R = 15.6467000838
0 integral points
E_-08705: r = 1 t = 1 #III =
1
E(Q) = <(39156321/1373584,
193585632529/1609840448)>
R = 17.8969843479
0 integral points
E_-08704: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08703: r = 1 t = 1 #III =
1
E(Q) = <(361486/625,
217333891/15625)>
R = 12.3577472282
0 integral points
E_-08702: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08701: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08700: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08699: r = 1 t = 1 #III =
1
E(Q) = <(13524217/318096,
46836401293/179406144)>
R = 16.7068081050
0 integral points
E_-08698: r = 1 t = 1 #III =
1
E(Q) =
<(7920863347177/128268557316,
21876916734545358005/45938870728496136)>
R = 29.9014496013
0 integral points
E_-08697: r = 1 t = 1 #III =
1
E(Q) =
<(398203720197273337/16647913311864849,
151702092997641343820130560/2148026864771930315899257)>
R = 41.0085874108
0 integral points
E_-08696: r = 1 t = 1 #III =
1
E(Q) = <(11010/529,
217516/12167)>
R = 9.1571848374
0 integral points
E_-08695: r = 1 t = 1 #III =
1
E(Q) = <(361/16,
3381/64)>
R = 5.8472883422
0 integral points
E_-08694: r = 2 t = 1 #III =
1
E(Q) = <(39, 225)> x
<(47415/169, 10322577/2197)>
R = 22.4934131708
2 integral points
1. (39, 225) = 1 * (39,
225)
2. (39, -225) = -(39,
225)
E_-08693: r = 2 t = 1 #III
= 1
E(Q) = <(93, 892)> x
<(329/16, 69/64)>
R = 26.7158805551
2 integral points
1. (93, 892) = 1 * (93,
892)
2. (93, -892) = -(93,
892)
E_-08692: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08691: r = 1 t = 1 #III =
1
E(Q) =
<(776469381061039/11583220048569,
21322056122122150624490/39422481695160365997)>
R = 34.4713107072
0 integral points
E_-08690: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08689: r = 1 t = 1 #III =
1
E(Q) =
<(2533510563259221401/11498983845889225,
4030951686115869255366761024/1233074156926150719530875)>
R = 42.4334232015
0 integral points
E_-08688: r = 1 t = 1 #III =
1
E(Q) = <(58144/225,
14016772/3375)>
R = 9.6332460288
0 integral points
E_-08687: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08686: r = 2 t = 1 #III =
1
E(Q) = <(23, 59)> x
<(19711/841, 1578465/24389)>
R = 35.2839595871
2 integral points
1. (23, 59) = 1 * (23,
59)
2. (23, -59) = -(23,
59)
E_-08685: r = 1 t = 1 #III =
1
E(Q) = <(21, 24)>
R = 2.8516051359
2 integral points
1. (21, 24) = 1 * (21,
24)
2. (21, -24) = -(21,
24)
E_-08684: r = 1 t = 1 #III =
1
E(Q) = <(725,
19521)>
R = 6.0542989671
2 integral points
1. (725, 19521) = 1 * (725,
19521)
2. (725, -19521) = -(725,
19521)
E_-08683: r = 1 t = 1 #III =
1
E(Q) =
<(2352430584586659633529225366035191851/9729614854745430531991387342994025,
3606963796331298610302113024550304508496239385413952224/959717631845628868538155251287687293082728536748875)>
R = 83.8007177810
0 integral points
E_-08682: r = 2 t = 1 #III =
1
E(Q) = <(15259/729,
435059/19683)> x <(59152609/324900, 454619687023/185193000)>
R = 178.8113843400
0 integral points
E_-08681: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08680: r = 1 t = 1 #III =
1
E(Q) = <(931289/27556,
791254883/4574296)>
R = 14.0989141724
0 integral points
E_-08679: r = 2 t = 1 #III =
1
E(Q) = <(34, 175)> x
<(11815/81, 1282456/729)>
R = 29.5682478836
2 integral points
1. (34, 175) = 1 * (34,
175)
2. (34, -175) = -(34,
175)
E_-08678: r = 1 t = 1 #III =
1
E(Q) = <(78591961/2528100,
587555207459/4019679000)>
R = 18.5623339228
0 integral points
E_-08677: r = 2 t = 1 #III =
1
E(Q) = <(229/9, 2384/27)>
x <(3217/36, 181351/216)>
R = 48.3984358236
0 integral points
E_-08676: r = 2 t = 1 #III =
1
E(Q) = <(133, 1531)> x
<(311941/14641, 55902565/1771561)>
R = 65.7087701914
2 integral points
1. (133, 1531) = 1 * (133,
1531)
2. (133, -1531) = -(133,
1531)
E_-08675: r = 2 t = 1 #III =
1
E(Q) = <(89/4, 387/8)> x
<(671/25, 12906/125)>
R = 27.7645654203
0 integral points
E_-08674: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08673: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08672: r = 2 t = 1 #III =
1
E(Q) = <(369/4, 7049/8)>
x <(76737/3721, 2255281/226981)>
R = 67.4828792632
0 integral points
E_-08671: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08670: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08669: r = 1 t = 1 #III =
1
E(Q) = <(587577/23716,
295335347/3652264)>
R = 13.7516368175
0 integral points
E_-08668: r = 1 t = 1 #III =
1
E(Q) = <(157,
1965)>
R = 4.5871356409
2 integral points
1. (157, 1965) = 1 * (157,
1965)
2. (157, -1965) = -(157,
1965)
E_-08667: r = 1 t = 1 #III =
1
E(Q) = <(1159/25,
37702/125)>
R = 7.3193536196
0 integral points
E_-08666: r = 0 t = 1 #III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08665: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08664: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08663: r = 1 t = 1 #III =
1
E(Q) = <(3784/81,
222661/729)>
R = 8.0385360550
0 integral points
E_-08662: r = 1 t = 1 #III =
1
E(Q) = <(685727053002401/24675857550400,
13867098900927820382351/122576828864460992000)>
R = 34.5842932824
0 integral points
E_-08661: r = 1 t = 1 #III =
1
E(Q) =
<(1692066580165/7403397849, 2200232546466777856/637010561121507)>
R =
28.2121425586
0 integral points
E_-08660: r = 1 t = 1 #III =
1
E(Q) = <(139806/3481,
48655166/205379)>
R = 11.4569586983
0 integral points
E_-08659: r = 1 t = 1 #III =
1
E(Q) = <(2545/64,
119223/512)>
R = 7.5974759758
0 integral points
E_-08658: r = 1 t = 1 #III =
1
E(Q) = <(27, 105)>
R = 2.9971075188
2 integral points
1. (27, 105) = 1 * (27,
105)
2. (27, -105) = -(27, 105)
E_-08657: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08656: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08655: r = 1 t = 1 #III =
4
E(Q) = <(1729/16,
71647/64)>
R = 7.5713486355
0 integral points
E_-08654: r = 2 t = 1 #III =
1
E(Q) = <(6655/9,
542897/27)> x <(4640353/213444, 3970807471/98611128)>
R = 124.1847200050
0 integral points
E_-08653: r = 1 t = 1 #III =
1
E(Q) =
<(4084045932569/64092517225,
8114270122987332122/16225982123267125)>
R = 29.2327060404
0 integral points
E_-08652: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08651: r = 2 t = 1 #III =
1
E(Q) = <(4713/196,
198869/2744)> x <(5409627/64009, 12491553452/16194277)>
R = 137.8153995703
0 integral points
E_-08650: r = 1 t = 1 #III =
1
E(Q) = <(35, 185)>
R = 2.8254205231
2 integral points
1. (35, 185) = 1 * (35,
185)
2. (35, -185) = -(35,
185)
E_-08649: r = 0 t = 1 #III
= 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08648: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08647: r = 1 t = 1 #III =
1
E(Q) = <(38, 215)>
R = 3.4934025444
2 integral points
1. (38, 215) = 1 * (38,
215)
2. (38, -215) = -(38,
215)
E_-08646: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08645: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08644: r = 1 t = 1 #III =
1
E(Q) = <(236050/1089,
114636158/35937)>
R = 11.7367762064
0 integral points
E_-08643: r = 2 t = 1 #III =
1
E(Q) = <(2863/9,
153170/27)> x <(5131/225, 191404/3375)>
R = 71.2534181867
0 integral points
E_-08642: r = 1 t = 1 #III =
1
E(Q) = <(72358876124016708979/831732590919125025,
611461130481619047506320625683/758534920430885823672968625)>
R = 45.8717577521
0 integral points
E_-08641: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08640: r = 1 t = 1 #III =
1
E(Q) = <(24, 72)>
R = 0.3453688585
6 integral points
1. (24, 72) = 1 * (24,
72)
2. (24, -72) = -(24,
72)
3. (96, 936) = -2 * (24, 72)
4. (96, -936) = -(96, 936)
5. (76, 656) = 3 * (24,
72)
6. (76, -656) = -(76,
656)
E_-08639: r = 1 t = 1 #III =
1
E(Q) = <(73686/1225,
19601191/42875)>
R = 10.9511051473
0 integral points
E_-08638: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08637: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08636: r = 1 t = 1 #III =
1
E(Q) = <(21, 25)>
R = 3.5831548888
2 integral points
1. (21, 25) = 1 * (21,
25)
2. (21, -25) = -(21,
25)
E_-08635: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08634: r = 1 t = 1 #III =
1
E(Q) =
<(520913610394326811/22990197332784969,
190879035197583862345247765/3485892969750422155414203)>
R = 41.2992248430
0 integral points
E_-08633: r = 1 t = 1 #III =
1
E(Q) =
<(255063894823713/92195427769,
4073553196019679622640/27993943101495853)>
R = 33.1770955490
0 integral points
E_-08632: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08631: r = 2 t = 1 #III =
1
E(Q) = <(36, 195)> x
<(186, 2535)>
R = 10.7983408356
4 integral points
1. (36, 195) = 1 * (36,
195)
2. (36, -195) = -(36,
195)
3. (186, 2535) = 1 * (186,
2535)
4. (186, -2535) = -(186,
2535)
E_-08630: r = 2 t = 1 #III =
1
E(Q) = <(71, 591)> x
<(135951/289, 50125141/4913)>
R = 45.17214450117
2 integral points
1. (71, 591) = 1 * (71, 591)
2. (71, -591) = -(71,
591)
E_-08629: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08628: r = 2 t = 1 #III =
1
E(Q) = <(37, 205)> x
<(526/25, 3274/125)>
R = 23.2926064031
2 integral points
1. (37, 205) = 1 * (37,
205)
2. (37, -205) = -(37,
205)
E_-08627: r = 1 t = 1 #III =
1
E(Q) =
<(2434699052247519199/116524167926013225,
884924018913308561367156082/39776266397873463427927125)>
R = 42.8771262933
0 integral points
E_-08626: r = 1 t = 1 #III =
1
E(Q) =
<(95525256726619191739/614876428815081489,
932560898896523689891664488775/482149551525993136935664263)>
R = 46.0868307151
0 integral points
E_-08625: r = 1 t = 1 #III =
1
E(Q) =
<(140584834945/634737636, 52690857570453025/15991580001384)>
R = 24.1164852278
0 integral points
E_-08624: r = 1 t = 1 #III =
1
E(Q) = <(177,
2353)>
R = 5.2472136617
2 integral points
1. (177, 2353) = 1 * (177,
2353)
2. (177, -2353) = -(177,
2353)
E_-08623: r = 3 t = 1 #III =
1
E(Q) = <(22, 45)> x <(68, 553)> x
<(178, 2373)>
R = 33.4848506767
10 integral points
1. (79, 696) = 1 * (22, 45)
- 1 * (68, 553)
2. (79, -696) = -(79,
696)
3. (22, 45) = 1 * (22,
45)
4. (22, -45) = -(22, 45)
5. (68, 553) = 1 * (68,
553)
6. (68, -553) = -(68,
553)
7. (178, 2373) = 1 * (178,
2373)
8. (178, -2373) = -(178,
2373)
9. (704, 18679) = 1 * (22,
45) - 1 * (68, 553) - 1 * (178, 2373)
10. (704, -18679) = -(704,
18679)
E_-08622: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08621: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08620: r = 1 t = 1 #III =
1
E(Q) =
<(314081472529949128936129/3303723465269576572356,
175135439421217264069996285738494113/189891503015529070527076995480504)>
R = 54.2354313917
0 integral points
E_-08619: r = 1 t = 1 #III =
1
E(Q) = <(1585/36,
59831/216)>
R = 7.6450831890
0 integral points
E_-08618: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08617: r = 1 t = 1 #III =
1
E(Q) =
<(25094059769/1185424900, 1203267089871853/40814179307000)>
R = 24.4805639593
0 integral points
E_-08616: r = 1 t = 1 #III =
1
E(Q) = <(55705/2601,
4609297/132651)>
R = 11.4572270457
0 integral points
E_-08615: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08614: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-08613: r = 1 t = 1 #III =
1
E(Q) =
<(3697246639452030289/14835981771272025,
7107170879593135784466098038/1807067755305426168316125)>
R = 42.8046375989
0 integral points
E_-08612: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08611: r = 1 t = 1 #III =
1
E(Q) =
<(24038619897986397231271/1150475082048798671025,
882241762308768783788596969624694/39022566122834929623032939892375)>
R = 52.0744346521
0 integral points
E_-08610: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08609: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08608: r = 1 t = 1 #III =
1
E(Q) = <(25769/1225,
1134853/42875)>
R = 10.6942912526
0 integral points
E_-08607: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08606: r = 1 t = 1 #III =
9
E(Q) = <(105/4,
779/8)>
R = 5.0977737792
0 integral points
E_-08605: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08604: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08603: r = 1 t = 1 #III =
1
E(Q) = <(12203/169, 1332540/2197)>
R = 9.0321596470
0 integral points
E_-08602: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08601: r = 2 t = 1 #III =
1
E(Q) = <(385/16,
4673/64)> x <(1841581/84681, 1011303010/24642171)>
R = 96.1448637746
0 integral points
E_-08600: r = 1 t = 1 #III =
1
E(Q) = <(345/4,
6365/8)>
R = 4.9151643272
0 integral points
E_-08599: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08598: r = 1 t = 1 #III =
1
E(Q) =
<(425285556986041/3489013052100,
8749587799608133540589/6517092589887069000)>
R = 33.7865839271
0 integral points
E_-08597: r = 1 t = 1 #III =
1
E(Q) =
<(174671569699636641/3846245967972100,
69570748196441430786164561/238536905528750174731000)>
R = 39.9702377134
0 integral points
E_-08596: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08595: r = 1 t = 1 #III =
1
E(Q) = <(297601/9216,
140105791/884736)>
R = 12.9720206857
0 integral points
E_-08594: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08593: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08592: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08591: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08590: r = 1 t = 1 #III =
1
E(Q) = <(689433304868319814035509832535001/15472360525235363418558298237504,
17201249530363465453085513265413883538350275659421/60860408729195674292537586488525249879128724992)>
R = 75.8867654753
0 integral points
E_-08589: r = 1 t = 1 #III =
1
E(Q) = <(70049569/2702736,
417321744335/4443297984)>
R = 18.5132660531
0 integral points
E_-08588: r = 2 t = 1 #III =
1
E(Q) = <(549/25,
5593/125)> x <(9813/289, 858865/4913)>
R = 60.3243271271
0 integral points
E_-08587: r = 1 t = 1 #III =
1
E(Q) = <(9163/361,
604440/6859)>
R = 9.0304422304
0 integral points
E_-08586: r = 1 t = 1 #III =
1
E(Q) = <(712257643/8874441,
18850337818651/26436959739)>
R = 20.5390096410
0 integral points
E_-08585: r = 2 t = 1 #III =
1
E(Q) = <(21, 26)> x
<(14487698503441/338472622656,
52038203284803480569/196917956299298304)>
R = 108.0130218765
2 integral points
1. (21, 26) = 1 * (21,
26)
2. (21, -26) = -(21,
26)
E_-08584: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08583: r = 1 t = 1 #III =
1
E(Q) = <(2122/49,
92441/343)>
R = 7.4787299577
0 integral points
E_-08582: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08581: r = 1 t = 1 #III =
1
E(Q) = <(731513/676,
625650221/17576)>
R = 13.5145050948
0 integral points
E_-08580: r = 1 t = 1 #III =
1
E(Q) = <(9034/441,
37682/9261)>
R = 8.9646128900
0 integral points
E_-08579: r = 2 t = 1 #III =
1
E(Q) = <(3201/64,
174785/512)> x <(14577/676, 668777/17576)>
R = 74.6539864568
0 integral points
E_-08578: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08577: r = 1 t = 1 #III =
1
E(Q) = <(1985217/22801,
2778892044/3442951)>
R = 13.9119525258
0 integral points
E_-08576: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08575: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08574: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08573: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08572: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08571: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08570: r = 1 t = 1 #III =
1
E(Q) =
<(44234435406726561/1730267980320100,
6493012409701671567988559/71973074740705236449000)>>
R = 38.7819718695
0 integral points
E_-08569: r = 2 t = 1 #III =
1
E(Q) = <(25, 84)> x
<(207264817/10074276, 377445279113/31975752024)>
R = 60.2592508741
2 integral points
1. (25, 84) = 1 * (25,
84)
2. (25, -84) = -(25,
84)
E_-08568: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08567: r = 1 t = 1 #III =
1
E(Q) = <(23, 60)>
R = 3.0834877584
2 integral points
1. (23, 60) = 1 * (23, 60)
2. (23, -60) = -(23,
60)
E_-08566: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08565: r = 2 t = 1 #III =
1
E(Q) = <(649/4, 16517/8)>
x <(1141381/51529, 561298916/11697083)>
R = 84.7267406106
0 integral points
E_-08564: r = 2 t = 1 #III =
1
E(Q) = <(1057/36,
27953/216)> x <(230542/441, 110690938/9261)>
R = 83.4052521710
0 integral points
E_-08563: r = 2 t = 1 #III =
1
E(Q) = <(2897/16,
155815/64)> x <(13271/625, 496694/15625)>
R = 79.8425288405
0 integral points
E_-08562: r = 1 t = 1 #III =
1
E(Q) = <(537135307304650596717673/24041823673152744493056,
189711053719975351470233044903290805/3727787188692579312371414927671296)>
R = 55.1502986762
0 integral points
E_-08561: r = 1 t = 1 #III =
1
E(Q) = <(2910273/139876,
1104575809/52313624)>
R = 15.4252930733
0 integral points
E_-08560: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08559: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08558: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08557: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08556: r = 1 t = 1 #III =
1
E(Q) =
<(7813943113/177262596, 655320497625541/2360074203144)>
R = 23.0549670229
0 integral points
E_-08555: r = 1 t = 1 #III =
1
E(Q) = <(21810724903522276802241042994481041/852148173185601327346408861851684,
2254275184819504579614531498993171126474148625887399/24875549092338527829264764576144245930684213420248)>
R = 79.5207044210
0 integral points
E_-08554: r = 1 t = 1 #III = 1
E(Q) = <(13043/289,
1418591/4913)>
R = 9.7457195316
0 integral points
E_-08553: r = 1 t = 1 #III =
1
E(Q) =
<(228215992826233/1104542144784,
3445945847810940877235/1160842866987930048)>
R = 33.1220666887
0 integral points
E_-08552: r = 3 t = 1 #III =
1
E(Q) = <(42, 256)> x
<(238/9, 2692/27)> x <(441/16, 7123/64)>
R = 90.0874737836
4 integral points
1. (42, 256) = 1 * (42,
256)
2. (42, -256) = -(42, 256)
3. (2961, 161123) = 1 * (42,
256) + 1 * (238/9, 2692/27) + 1 * (441/16, 7123/64)
4. (2961, -161123) = -(2961,
161123)
E_-08551: r = 1 t = 1 #III =
1
E(Q) = <(26, 95)>
R = 3.2427255362
2 integral points
1. (26, 95) = 1 * (26,
95)
2. (26, -95) = -(26,
95)
E_-08550: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08549: r = 0 t = 1
#III = 4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08548: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08547: r = 1 t = 1 #III =
1
E(Q) =
<(448232417412703169513353/25818338526987607056,
300092328756755134970643323623300645/131187494096125818015811807296)>
R = 54.4603231398
0 integral points
E_-08546: r = 2 t = 1 #III =
1
E(Q) = <(123, 1361)> x
<(42057/64, 8624837/512)>
R = 51.8046742007
2 integral points
1. (123, 1361) = 1 * (123,
1361)
2. (123, -1361) = -(123,
1361)
E_-08545: r = 1 t = 1 #III =
1
E(Q) = <(10661/169,
1081874/2197)>
R = 9.4700546898
0 integral points
E_-08544: r = 1 t = 1 #III =
1
E(Q) = <(17953/729,
1573631/19683)>
R = 10.2638671063
0 integral points
E_-08543: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08542: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08541: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08540: r = 1 t = 1 #III =
1
E(Q) = <(184/9,
62/27)>
R = 4.8399506807
0 integral points
E_-08539: r = 1 t = 1 #III =
1
E(Q) = <(400921/17424,
138827395/2299968)>
R = 13.3981723363
0 integral points
E_-08538: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08537: r = 2 t = 1 #III =
1
E(Q) = <(249/4, 3859/8)>
x <(10599153/344569, 29008318588/202262003)>
R = 89.1874840358
0 integral points
E_-08536: r = 1 t = 1 #III =
1
E(Q) =
<(133855636454/14876449, 48972806448145040/57378463793)>
R = 24.9282774489
0 integral points
E_-08535: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08534: r = 1 t = 1 #III =
9
E(Q) = <(10935/121,
1136849/1331)>
R = 9.4374787118
0 integral points
E_-08533: r = 2 t = 1 #III =
1
E(Q) = <(121/4, 1107/8)>
x <(378961/4489, 231627402/300763)>
R = 55.0469322875
0 integral points
E_-08532: r = 3 t = 1 #III =
1
E(Q) = <(21, 27)> x
<(102, 1026)> x <(22, 46)>
R = 11.7996035144
14 integral points
1. (46, 298) = 1 * (21, 27)
- 1 * (102, 1026)
2. (46, -298) = -(46,
298)
3. (21, 27) = 1 * (21,
27)
4. (21, -27) = -(21,
27)
5. (102, 1026) = 1 * (102, 1026)
6. (102, -1026) = -(102,
1026)
7. (5286, 384318) = 1 * (21,
27) - 1 * (22, 46)
8. (5286, -384318) = -(5286,
384318)
9. (22, 46) = 1 * (22,
46)
10. (22, -46) = -(22,
46)
11. (318, 5670) = -1 * (21, 27) - 1 * (22, 46)
12. (318, -5670) = -(318,
5670)
13. (541, 12583) = 1 * (21,
27) + 1 * (102, 1026) + 1 * (22, 46)
14. (541, -12583) = -(541,
12583)
E_-08531: r = 1 t = 1 #III =
1
E(Q) =
<(1110772539835/971007921, 1170675324992652328/30257577826281)>
R = 27.7470616269
0 integral points
E_-08530: r = 2 t = 1 #III =
1
E(Q) = <(6451/81,
513739/729)> x <(204889/576, 92733533/13824)>
R = 95.7835353780
0 integral points
E_-08529: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08528: r = 2 t = 1 #III =
1
E(Q) = <(1609/36,
61381/216)> x <(908857/4761, 865918405/328509)>
R = 104.7669304010
0 integral points
E_-08527: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08526: r = 1 t = 1 #III =
1
E(Q) = <(295/9,
4411/27)>
R = 6.0496294927
0 integral points
E_-08525: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08524: r = 1 t = 1 #III = 1
E(Q) = <(84973/3249,
17921971/185193)>
R = 11.7940932523
0 integral points
E_-08523: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08522: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08521: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08520: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08519: r = 1 t = 1 #III =
1
E(Q) = <(520/9,
11593/27)>
R = 6.0045429245
0 integral points
E_-08518: r = 1 t = 1 #III =
1
E(Q) = <(4012001551/181037025,
118478977270451/2435853171375)>
R = 22.6251124757
0 integral points
E_-08517: r = 1 t = 1 #III =
1
E(Q) = <(696409/8100,
577253827/729000)>
R = 13.5982630320
0 integral points
E_-08516: r = 1 t = 1 #III =
1
E(Q) = <(21285/961,
1444027/29791)>
R = 10.4785255194
0 integral points
E_-08515: r = 1 t = 1 #III =
1
E(Q) = <(186001/7056,
58682681/592704)>
R = 12.5742984290
0 integral points
E_-08514: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08513: r = 2 t = 1 #III =
1
E(Q) = <(29, 126)> x
<(39769/1296, 6660829/46656)>
R = 34.9625685383
2 integral points
1. (29, 126) = 1 * (29,
126)
2. (29, -126) = -(29,
126)
E_-08512: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08511: r = 1 t = 1 #III =
1
E(Q) = <(190/9,
809/27)>
R = 5.3189619407
0 integral points
E_-08510: r = 2 t = 1 #III =
1
E(Q) = <(1329/64,
10793/512)> x <(17013607129/237591396,
2193324207356323/3662233777944)>
R = 183.3871389832
0 integral points
E_-08509: r = 1 t = 1 #III =
1
E(Q) =
<(258660811782401897/3893386108176016,
129628805915197076448345653/242935628565403303056064)>
R = 40.2801699493
0 integral points
E_-08508: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08507: r = 2 t = 1 #III =
1
E(Q) = <(2169/100,
41197/1000)> x <(574419/9025, 428112428/857375)>
R = 109.5393767276
0 integral points
E_-08506: r = 2 t = 1 #III =
1
E(Q) = <(163, 2079)> x
<(455657617/14077504, 8418737596473/52818795008)>
R = 87.4921003096
2 integral points
1. (163, 2079) = 1 * (163,
2079)
2. (163, -2079) = -(163,
2079)
E_-08505: r = 1 t = 1 #III =
1
E(Q) =
<(307587107269/60450625, 170589453386257522/470003609375)>
R = 26.4544914017
0 integral points
E_-08504: r = 2 t = 1 #III =
1
E(Q) = <(30, 136)> x
<(161/4, 1905/8)>
R = 13.9574013324
4 integral points
1. (30, 136) = 1 * (30,
136)
2. (30, -136) = -(30,
136)
3. (1262, 44832) = 1 * (30,
136) - 1 * (161/4, 1905/8)
4. (1262, -44832) = -(1262,
44832)
E_-08503: r = 1 t = 1 #III =
1
E(Q) = <(605993/5476,
470256373/405224)>
R = 13.4273209612
0 integral points
E_-08502: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-08501: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08500: r = 1 t = 1 #III =
1
E(Q) = <(110,
1150)>
R = 2.5112506896
2 integral points
1. (110, 1150) = 1 * (110,
1150)
2. (110, -1150) = -(110,
1150)
E_-08499: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08498: r = 1 t = 1 #III =
1
E(Q) =
<(4482353532408697/107268981841476,
282078095373162796457485/1110992782836823201224)>
R = 36.3283154678
0 integral points
E_-08497: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-08496: r = 1 t = 1 #III =
1
E(Q) = <(28, 116)>
R = 2.3634672668
2 integral points
1. (28, 116) = 1 * (28,
116)
2. (28, -116) = -(28,
116)
E_-08495: r = 1 t = 1 #III =
1
E(Q) = <(24, 73)>
R = 3.1941339914
2 integral points
1. (24, 73) = 1 * (24,
73)
2. (24, -73) = -(24,
73)
E_-08494: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08493: r = 2 t = 1 #III =
1
E(Q) = <(769/36,
7649/216)> x <(288769/9216, 132029441/884736)>
R = 89.2270869248
0 integral points
E_-08492: r = 1 t = 1 #III =
1
E(Q) =
<(680952860589515700433/4181573124467156196,
17752035113777527222333770516455/8550855034247104542600528744)>
R = 48.0468356652
0 integral points
E_-08491: r = 2 t = 1 #III =
1
E(Q) = <(2825/4,
150149/8)> x <(294793/9216, 137738789/884736)>
R = 97.3919085285
0 integral points
E_-08490: r = 1 t = 1 #III =
1
E(Q) =
<(9747908089/281232900, 858730263807437/4716275733000)>
R = 23.3444541223
0 integral points
E_-08489: r = 1 t = 1 #III =
1
E(Q) = <(89340265/3526884,
583667873387/6623488152)>
R = 18.7640573780
0 integral points
E_-08488: r = 2 t = 1 #III =
1
E(Q) = <(58, 432)> x
<(286/9, 4148/27)>
R = 14.1055965545
4 integral points
1. (58, 432) = 1 * (58,
432)
2. (58, -432) = -(58,
432)
3. (409, 8271) = -1 * (58, 432) + 1 * (286/9, 4148/27)
4. (409, -8271) = -(409, 8271)
E_-08487: r = 1 t = 1 #III =
1
E(Q) = <(1327564/8649,
1527822809/804357)>
R = 13.7182028993
0 integral points
E_-08486: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08485: r = 2 t = 1 #III =
1
E(Q) = <(546361/1764,
403791821/74088)> x <(711001/31329, 313873406/5545233)>
R = 163.7142153290
0 integral points
E_-08484: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-08483: r = 1 t = 1 #III =
1
E(Q) =
<(4700338039/25250625, 322038553805038/126884390625)>
R = 22.3381202360
0 integral points
E_-08482: r = 1 t = 1 #III = 1
E(Q) =
<(775086161775877230279553/7481814995400780656196,
679770010429748751026927773752895745/647158183973616181562383065971256)>
R = 55.1274460229
0 integral points
E_-08481: r = 1 t = 1 #III =
1
E(Q) = <(730273/2916,
623893679/157464)>
R = 13.5511866626
0 integral points
E_-08480: r = 1 t = 1 #III =
1
E(Q) =
<(884454705291204489369/24121176847503012676,
23934525080646985353204723290173/118467095041061644465459764424)>
R = 48.5581342894
0 integral points
E_-08479: r = 1 t = 1 #III =
1
E(Q) = <(119038/289,
41067861/4913)>
R = 10.7062254889
0 integral points
E_-08478: r = 1 t = 1 #III =
1
E(Q) = <(96009/2500,
27432027/125000)>
R = 10.1371717975
0 integral points
E_-08477: r = 2 t = 1 #III =
1
E(Q) = <(21, 28)> x
<(1337/16, 48531/64)>
R = 12.4586998206
2 integral points
1. (21, 28) = 1 * (21,
28)
2. (21, -28) = -(21,
28)
E_-08476: r = 1 t = 1 #III =
1
E(Q) = <(220/9,
2114/27)>
R = 4.9397372101
0 integral points
E_-08475: r = 2 t = 1 #III =
1
E(Q) = <(31, 146)> x
<(691, 18164)>
R = 23.8793320581
4 integral points
1. (31, 146) = 1 * (31,
146)
2. (31, -146) = -(31,
146)
3. (691, 18164) = 1 * (691,
18164)
4. (691, -18164) = -(691,
18164)
E_-08474: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08473: r = 1 t = 1 #III =
1
E(Q) =
<(1748998673220104439628721650333117440826753961/8487535461836151216054321012565669260552100,
73109506562943895449117225122255639265780805850117792748418682830709/24727055449781786920038351178736970584104322727436228734075431000)>
R = 104.2360971845
0 integral points
E_-08472: r = 1 t = 1 #III =
1
E(Q) = <(1343233/60516,
738911105/14886936)>
R = 14.6216640125
0 integral points
E_-08471: r = 2 t = 1 #III =
1
E(Q) = <(1780/81,
33733/729)> x <(4734/49, 324185/343)>
R = 58.4327203520
0 integral points
E_-08470: r = 1 t = 1 #III =
1
E(Q) = <(5779519/68121,
13797639883/17779581)>
R = 15.7160324256
0 integral points
E_-08469: r = 1 t = 1 #III =
1
E(Q) = <(1305/64,
1533/512)>
R = 6.9906934798
0 integral points
E_-08468: r = 2 t = 1 #III =
1
E(Q) = <(54, 386)> x
<(633/16, 14797/64)>
R = 20.7222709842
4 integral points
1. (54, 386) = 1 * (54,
386)
2. (54, -386) = -(54, 386)
3. (1734, 72206) = -1 * (54, 386) + 1 * (633/16, 14797/64)
4. (1734, -72206) = -(1734,
72206)
E_-08467: r = 1 t = 1 #III =
1
E(Q) = <(914311/225,
874260566/3375)>
R = 13.7290107950
0 integral points
E_-08466: r = 2 t = 1 #III =
1
E(Q) = <(383737/9604,
221375923/941192)> x <(1110740059/47155689,
21969046771055/323818116363)>
R = 266.5133350971
0 integral points
E_-08465: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08464: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08463: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08462: r = 1 t = 1 #III =
1
E(Q) = <(748593/7396,
645043945/636056)>
R = 13.6488263042
0 integral points
E_-08461: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-08460: r = 1 t = 1 #III =
1
E(Q) = <(57109/9,
13647617/27)>
R = 10.9546919223
0 integral points
E_-08459: r = 1 t = 1 #III =
1
E(Q) = <(973025/33124,
783458703/6028568)>
R = 13.6383674031
0 integral points
E_-08458: r = 2 t = 1 #III =
1
E(Q) = <(187/9, 611/27)>
x <(7321/324, 323587/5832)>
R = 53.7731245486
0 integral points
E_-08457: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08456: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08455: r = 2 t = 1 #III =
1
E(Q) = <(44, 277)> x <(214/9,
1907/27)>
R = 19.3341414761
2 integral points
1. (44, 277) = 1 * (44,
277)
2. (44, -277) = -(44,
277)
E_-08454: r = 1 t = 1 #III =
1
E(Q) = <(11263/9, 1195309/27)>
R = 9.3392892089
0 integral points
E_-08453: r = 1 t = 1 #III =
1
E(Q) =
<(667369915147377/19220017156096,
15401890817768277170185/84261785293422854144)>
R = 34.4774838445
0 integral points
E_-08452: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08451: r = 1 t = 1 #III =
1
E(Q) = <(367/9,
6578/27)>
R = 6.2009379435
0 integral points
E_-08450: r = 1 t = 1 #III =
1
E(Q) = <(625361/20164,
418673241/2863288)>
R = 13.1770881396
0 integral points
E_-08449: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08448: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08447: r = 1 t = 1 #III =
1
E(Q) = <(27, 106)>
R = 3.7263690755
2 integral points
1. (27, 106) = 1 * (27,
106)
2. (27, -106) = -(27,
106)
E_-08446: r = 3 t = 1 #III =
1
E(Q) = <(23, 61)> x
<(377/4, 7283/8)> x <(2215/81, 79867/729)>
R = 167.8104972010
2 integral points
1. (23, 61) = 1 * (23,
61)
2. (23, -61) = -(23,
61)
E_-08445: r = 1 t = 1 #III =
1
E(Q) =
<(23618546587466781717623245526511721/1143162406831246493206828309290441,
747808725475947867405017448777089601628745618443246/38651103815730030397330953805744466952697469855739)>
R = 79.6900025283
0 integral points
E_-08444: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08443: r = 1 t = 1 #III =
1
E(Q) = <(225961/900,
107382709/27000)>
R = 12.3779308117
0 integral points
E_-08442: r = 1 t = 1 #III =
1
E(Q) = <(417/16,
6159/64)>
R = 5.7447867487
0 integral points
E_-08441: r = 2 t = 1 #III =
1
E(Q) = <(105, 1072)> x
<(921/16, 27325/64)>
R = 32.6627942054
2 integral points
1. (105, 1072) = 1 * (105,
1072)
2. (105, -1072) = -(105,
1072)
E_-08440: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08439: r = 1 t = 1 #III =
1
E(Q) = <(22, 47)>
R = 3.1433410123
2 integral points
1. (22, 47) = 1 * (22,
47)
2. (22, -47) = -(22,
47)
E_-08438: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08437: r = 1 t = 1 #III =
1
E(Q) = <(644297/14884,
489530725/1815848)>
R = 13.6552329743
0 integral points
E_-08436: r = 1 t = 1 #III =
1
E(Q) =
<(127417896958/1360060641, 45248725557596834/50157676379439)>
R = 25.0100523294
0 integral points
E_-08435: r = 2 t = 1 #III =
1
E(Q) = <(2811, 149036)> x
<(670161/11236, 537600839/1191016)>
R = 105.0356601505
2 integral points
1. (2811, 149036) = 1 *
(2811, 149036)
2. (2811, -149036) = -(2811,
149036)
E_-08434: r = 2 t = 1 #III = 1
E(Q) = <(107, 1103)> x
<(4097395/43681, 8251471659/9129329)>
R = 67.6157907040
2 integral points
1. (107, 1103) = 1 * (107,
1103)
2. (107, -1103) = -(107,
1103)
E_-08433: r = 0 t = 1 #III = 4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08432: r = 2 t = 1 #III =
1
E(Q) = <(32, 156)> x
<(72, 604)>
R = 5.8141031377
6 integral points
1. (32, 156) = 1 * (32,
156)
2. (32, -156) = -(32,
156)
3. (257, 4119) = 1 * (32,
156) - 1 * (72, 604)
4. (257, -4119) = -(257,
4119)
5. (72, 604) = 1 * (72,
604)
6. (72, -604) = -(72,
604)
E_-08431: r = 1 t = 1 #III =
1
E(Q) =
<(17470812380/2211169, 2309243054284889/3288008303)>
R = 23.1232835911
0 integral points
E_-08430: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08429: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08428: r = 2 t = 1 #III =
1
E(Q) = <(617/16,
14155/64)> x <(869/25, 22903/125)>
R = 42.7891808087
2 integral points
1. (11237, 1191175) = -1 * (617/16, 14155/64) + 1 * (869/25,
22903/125)
2. (11237, -1191175) =
-(11237, 1191175)
E_-08427: r = 1 t = 1 #III =
1
E(Q) = <(4946059/38025,
10978824752/7414875)>
R =
15.5098612066
0 integral points
E_-08426: r = 3 t = 1 #III =
1
E(Q) = <(75, 643)> x
<(8497/144, 767017/1728)> x <(11235, 1190857)>
R = 317.7769848378
4 integral points
1. (75, 643) = 1 * (75,
643)
2. (75, -643) = -(75,
643)
3. (11235, 1190857) = 1 *
(11235, 1190857)
4. (11235, -1190857) =
-(11235, 1190857)
E_-08425: r = 1 t = 1 #III =
1
E(Q) = <(158341/7569,
17793386/658503)>
R =
12.5091340665
0 integral points
E_-08424: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08423: r = 1 t = 1 #III =
1
E(Q) = <(272,
4485)>
R = 4.6403501760
2 integral points
1. (272, 4485) = 1 * (272,
4485)
2. (272, -4485) = -(272,
4485)
E_-08422: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08421: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08420: r = 2 t = 1 #III =
1
E(Q) = <(21, 29)> x
<(954/25, 27142/125)>
R = 22.5226940550
2 integral points
1. (21, 29) = 1 * (21, 29)
2. (21, -29) = -(21,
29)
E_-08419: r = 2 t = 1 #III =
1
E(Q) = <(2807, 148718)> x
<(3035/49, 164212/343)>
R = 61.9085824788
2 integral points
1. (2807, 148718) = 1 *
(2807, 148718)
2. (2807, -148718) = -(2807,
148718)
E_-08418: r = 1 t = 1 #III =
1
E(Q) = <(10099/225,
966493/3375)>
R = 9.4899417069
0 integral points
E_-08417: r = 1 t = 1 #III =
1
E(Q) =
<(12814285925642095091367277624391093765095489632437721/627303858663826548317619410073675176670965381364025,
162608862356173363733694191219195852784435208367008500060099029062117903609856/15711474267518769067007924795748190854018757581756504904896219851633264726125)>
R = 120.5297630755
0 integral points
E_-08416: r = 2 t = 1 #III =
1
E(Q) = <(265/4, 4251/8)>
x <(2225, 104953)>
R = 36.2616652222
2 integral points
1. (2225, 104953) = 1 *
(2225, 104953)
2. (2225, -104953) = -(2225,
104953)
E_-08415: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08414: r = 2 t = 1 #III =
1
E(Q) = <(113/4, 951/8)> x
<(1301183/24649, 1441178199/3869893)>
R = 57.9582824553
0 integral points
E_-08413: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08412: r = 1 t = 1 #III =
1
E(Q) = <(4576/225,
1574/3375)>
R = 8.0536864586
0 integral points
E_-08411: r = 1 t = 1 #III =
1
E(Q) = <(213379/3249,
97091740/185193)>
R = 12.4580864115
0 integral points
E_-08410: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08409: r = 1 t = 1 #III =
1
E(Q) =
<(2775435505/39841344, 144386631767863/251478563328)>
R = 21.9209028180
0 integral points
E_-08408: r = 1 t = 1 #III =
4
E(Q) = <(2886/25,
154616/125)>
R = 7.3821679112
0 integral points
E_-08407: r = 1 t = 1 #III =
1
E(Q) = <(337/16,
1959/64)>
R = 5.8040028885
0 integral points
E_-08406: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08405: r = 1 t = 1 #III =
4
E(Q) = <(41, 246)>
R = 0.9821272939
2 integral points
1. (41, 246) = 1 * (41,
246)
2. (41, -246) = -(41,
246)
E_-08404: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08403: r = 1 t = 1 #III =
1
E(Q) =
<(2362595123916426457/24664139007818436,
3614082062931205172330143805/3873458783712505347525816)>
R = 42.4357222757
0 integral points
E_-08402: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08401: r = 1 t = 1 #III =
1
E(Q) =
<(77157851700706001550641/1011065735303906936641,
21228836067183300978645755871156160/32149119932122028025973408833311)>
R = 52.8618805376
0 integral points
E_-08400: r = 2 t = 1 #III =
1
E(Q) = <(25, 85)> x
<(505/16, 9715/64)>
R = 14.0360884797
2 integral points
1. (25, 85) = 1 * (25,
85)
2. (25, -85) = -(25,
85)
E_-08399: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08398: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08397: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08396: r = 1 t = 1 #III =
1
E(Q) = <(45697/1764,
7024193/74088)>
R = 11.1755529679
0 integral points
E_-08395: r = 1 t = 1 #III =
1
E(Q) = <(5265513589286431/78504579398961,
376733353327285464114614/695572633261605568041)>
R = 36.3833162791
0 integral points
E_-08394: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08393: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08392: r = 1 t = 1 #III =
1
E(Q) = <(226582/9,
107854460/27)>
R = 11.6382114425
0 integral points
E_-08391: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08390: r = 1 t = 1 #III =
1
E(Q) = <(837199/15129,
746820917/1860867)>
R = 13.8585615401
0 integral points
E_-08389: r = 2 t = 1 #III =
1
E(Q) = <(385/9, 7138/27)>
x <(238945/5776, 109662831/438976)>
R = 67.1897625136
0 integral points
E_-08388: r = 1 t = 1 #III =
1
E(Q) = <(517,
11755)>
R = 6.2722054422
2 integral points
1. (517, 11755) = 1 * (517,
11755)
2. (517, -11755) = -(517,
11755)
E_-08387: r = 1 t = 1 #III =
1
E(Q) =
<(206127085813091/6899263956025, 2450241144288248982264/18121917173773286125)>
R = 32.8026754190
0 integral points
E_-08386: r = 2 t = 1 #III =
1
E(Q) = <(905/16,
26587/64)> x <(323009/100, 183578527/1000)>
R = 88.3865147010
0 integral points
E_-08385: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08384: r = 1 t = 1 #III =
1
E(Q) = <(3409/36,
198055/216)>
R = 8.2649815492
0 integral points
E_-08383: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08382: r = 1 t = 1 #III =
1
E(Q) =
<(7157645326923022644740081822287/95840956049739290850269107809,
18955754098503790336711497136112838215506051175/29670625773547069852196923803951737127590127)>
R = 71.2107994681
0 integral points
E_-08381: r = 2 t = 1 #III =
1
E(Q) = <(33, 166)> x
<(907345/1521, 864271322/59319)>
R = 50.6874426000
2 integral points
1. (33, 166) = 1 * (33,
166)
2. (33, -166) = -(33,
166)
E_-08380: r = 1 t = 1 #III =
1
E(Q) = <(116,
1246)>
R = 3.9364504497
2 integral points
1. (116, 1246) = 1 * (116,
1246)
2. (116, -1246) = -(116,
1246)
E_-08379: r = 1 t = 1 #III =
1
E(Q) = <(18475/9,
2511172/27)>
R = 9.8302588612
0 integral points
E_-08378: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-08377: r = 2 t = 1 #III =
1
E(Q) = <(2621/121,
56258/1331)> x <(196601/4096, 83805427/262144)>
R = 104.3652148313
0 integral points
E_-08376: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08375: r = 1 t = 1 #III =
1
E(Q) = <(1239,
43612)>
R = 7.1321397405
2 integral points
1. (1239, 43612) = 1 *
(1239, 43612)
2. (1239, -43612) = -(1239,
43612)
E_-08374: r = 1 t = 1 #III =
1
E(Q) =
<(24847971616389096983/17021509448781049,
123861355621262259661532993231/2220736881649958870825843)>
R = 44.6678628478
0 integral points
E_-08373: r = 1 t = 1 #III =
1
E(Q) =
<(25776465966564659137/1100072926628580996,
77329681201930095469587305215/1153804464028677727536359544)>
R = 45.1821691892
0 integral points
E_-08372: r = 1 t = 1 #III
= 1
E(Q) =
<(1241923713/37503376, 38391405815615/229670674624)>
R = 21.2972236279
0 integral points
E_-08371: r = 1 t = 1 #III =
1
E(Q) = <(4255/169,
191394/2197)>
R = 8.2632063478
0 integral points
E_-08370: r = 1 t = 1 #III =
1
E(Q) = <(879571/7569,
822706741/658503)>
R = 13.7940153990
0 integral points
E_-08369: r = 2 t = 1 #III =
1
E(Q) = <(65, 516)> x
<(693953/16129, 546874956/2048383)>
R = 50.1315587778
2 integral points
1. (65, 516) = 1 * (65,
516)
2. (65, -516) = -(65,
516)
E_-08368: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08367: r = 1 t = 1 #III =
1
E(Q) = <(691/25,
14114/125)>
R = 6.9586222917
0 integral points
E_-08366: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08365: r = 1 t = 1 #III =
1
E(Q) = <(45667169/21904,
308607114607/3241792)>
R = 17.6428782843
0 integral points
E_-08364: r = 2 t = 1 #III =
1
E(Q) = <(733/9,
19691/27)> x <(985/36, 23779/216)>
R = 49.3768445393
0 integral points
E_-08363: r = 2 t = 1 #III =
1
E(Q) = <(2793/4,
147605/8)> x <(2121/100, 34331/1000)>
R = 63.7672914816
0 integral points
E_-08362: r = 0 t = 1 #III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08361: r = 3 t = 1 #III =
1
E(Q) = <(21, 30)> x
<(105/4, 789/8)> x <(9289/100, 890587/1000)>
R = 112.1058409935
4 integral points
1. (553, 13004) = 1 * (21, 30) - 1 *
(105/4, 789/8)
2. (553, -13004) = -(553,
13004)
3. (21, 30) = 1 * (21,
30)
4. (21, -30) = -(21,
30)
E_-08360: r = 2 t = 1 #III =
1
E(Q) = <(26, 96)> x
<(34926/529, 6431644/12167)>
R = 24.2872076267
2 integral points
1. (26, 96) = 1 * (26,
96)
2. (26, -96) = -(26,
96)
E_-08359: r = 1 t = 1 #III =
1
E(Q) =
<(9682574569420/247558987809, 27945346203382921867/123173717061331377)>
R = 29.7455185510
0 integral points
E_-08358: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08357: r = 2 t = 1 #III =
1
E(Q) = <(5841/256,
243047/4096)> x <(1291573/47961, 1110218480/10503459)>
R = 127.4102632711
0 integral points
E_-08356: r = 1 t = 1 #III =
1
E(Q) = <(44344937/394384,
294432618827/247673152)>
R = 17.7178464150
0 integral points
E_-08355: r = 2 t = 1 #III =
1
E(Q) = <(2641/36,
134279/216)> x <(2299/81, 87812/729)>
R = 60.5318485266
0 integral points
E_-08354: r = 1 t = 1 #III =
1
E(Q) = <(21044835776608606815544215944972785/8442259220468302879617709683984,
3052939475584254650392105217650709586660827761933897/24529462090886068292941249520512946019966003648)>
R = 79.0369693067
0 integral points
E_-08353: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08352: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08351: r = 1 t = 1 #III =
1
E(Q) = <(380, 7407)>
R = 4.9615835194
2 integral points
1. (380, 7407) = 1 * (380,
7407)
2. (380, -7407) = -(380,
7407)
E_-08350: r = 1 t = 1 #III =
1
E(Q) = <(89/4,
413/8)>
R = 4.9965493362
0 integral points
E_-08349: r = 1 t = 1 #III =
1
E(Q) =
<(12466262335345/203901014916,
43203889151521318889/92072318889379464)>
R = 30.3542646965
0 integral points
E_-08348: r = 1 t = 1 #III =
1
E(Q) = <(24, 74)>
R = 2.7296261359
2 integral points
1. (24, 74) = 1 * (24,
74)
2. (24, -74) = -(24,
74)
E_-08347: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08346: r = 1 t = 1 #III =
1
E(Q) = <(11371/81,
1210715/729)>
R = 9.4273230731
0 integral points
E_-08345: r = 1 t = 1 #III =
1
E(Q) =
<(1459698900814419594486249/26922426577862100294916,
1716790023329500030211949256623073877/4417446534761615697887432604809464)>
R = 55.8649981002
0 integral points
E_-08344: r = 2 t = 1 #III =
1
E(Q) = <(22, 48)> x
<(11558/49, 1242184/343)>
R = 18.1810304774
2 integral points
1. (22, 48) = 1 * (22,
48)
2. (22, -48) = -(22,
48)
E_-08343: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08342: r = 2 t = 1 #III =
1
E(Q) = <(47, 309)> x
<(404969/1024, 257693451/32768)>
R = 43.0059320864
2 integral points
1. (47, 309) = 1 * (47,
309)
2. (47, -309) = -(47,
309)
E_-08341: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08340: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08339: r = 1 t = 1 #III =
1
E(Q) = <(41377608902551936633/413222221857671424,
265055624979034348933135895501/265629009477658131838291968)>
R = 45.2928595981
0 integral points
E_-08338: r = 1 t = 1 #III =
1
E(Q) =
<(25077738726607337/839428586735236, 3292313228413819861276235/24320675464049798692984)>
R = 38.1525572454
0 integral points
E_-08337: r = 1 t = 1 #III =
1
E(Q) =
<(138950593021/1393902225, 51576905058697306/52041339570375)>
R = 25.7815116198
0 integral points
E_-08336: r = 1 t = 1 #III =
1
E(Q) = <(962529/33124,
767323985/6028568)>
R = 14.1789715904
0 integral points
E_-08335: r = 1 t = 1 #III =
1
E(Q) = <(56, 409)>
R = 3.7810294759
2 integral points
1. (56, 409) = 1 * (56,
409)
2. (56, -409) = -(56,
409)
E_-08334: r = 1 t = 1 #III =
1
E(Q) = <(255,
4071)>
R = 4.8576908559
2 integral points
1. (255, 4071) = 1 * (255,
4071)
2. (255, -4071) = -(255,
4071)
E_-08333: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08332: r = 1 t = 1 #III =
1
E(Q) = <(5666539630041553/246994667652096,
237491243824390932263705/3881784004479070470144)>
R = 36.7677753018
0 integral points
E_-08331: r = 1 t = 1 #III =
1
E(Q) =
<(2668619912394866095/29885679533312001, 4333853647455561559789323362/5166479407787108378186751)>
R = 42.5663863593
0 integral points
E_-08330: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08329: r = 1 t = 1 #III =
1
E(Q) = <(693857/5476,
576785167/405224)>
R = 13.5479211836
0 integral points
E_-08328: r = 3 t = 1 #III =
1
E(Q) = <(34, 176)> x
<(73, 617)> x <(27649/961, 3707509/29791)>
R = 134.7773386299
4 integral points
1. (34, 176) = 1 * (34,
176)
2. (34, -176) = -(34,
176)
3. (73, 617) = 1 * (73,
617)
4. (73, -617) = -(73,
617)
E_-08327: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08326: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08325: r = 1 t = 1 #III =
1
E(Q) = <(294355309/1361889,
5048108686052/1589324463)>
R = 19.5578654598
0 integral points
E_-08324: r = 2 t = 1 #III =
1
E(Q) = <(74, 630)> x
<(2137/36, 96803/216)>
R = 23.0083532538
2 integral points
1. (74, 630) = 1 * (74,
630)
2. (74, -630) = -(74,
630)
E_-08323: r = 1 t = 1 #III =
9
E(Q) = <(23, 62)>
R = 3.6286857594
2 integral points
1. (23, 62) = 1 * (23,
62)
2. (23, -62) = -(23,
62)
E_-08322: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08321: r = 2 t = 1 #III =
1
E(Q) = <(9133/81,
870274/729)> x <(5610841/576, 13290519005/13824)>
R = 140.8231261053
0 integral points
E_-08320: r = 1 t = 1 #III =
1
E(Q) = <(7244/289,
423448/4913)>
R = 7.9592627585
0 integral points
E_-08319: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08318: r = 1 t = 1 #III =
1
E(Q) = <(3841113/178084,
3113591395/75151448)>
R = 15.6822753599
0 integral points
E_-08317: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08316: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08315: r = 1 t = 1 #III =
1
E(Q) = <(2729/16,
142443/64)>
R = 7.4352293368
0 integral points
E_-08314: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08313: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08312: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08311: r = 2 t = 1 #III =
1
E(Q) = <(850/9,
24659/27)> x <(2036/25, 91159/125)>
R = 42.5231076367
0 integral points
E_-08310: r = 1 t = 1 #III =
1
E(Q) = <(1390519/56169,
1102727087/13312053)>
R = 14.6076588037
0 integral points
E_-08309: r = 1 t = 1 #III =
1
E(Q) =
<(6055361543434729017/45287942451310321, 14874898293104355529160770858/9637710684116124488984119)>
R = 43.3402219957
0 integral points
E_-08308: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08307: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08306: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08305: r = 2 t = 1 #III =
1
E(Q) = <(581/25,
8146/125)> x <(412054271281/1993265316,
264379267785244681/88991323298136)>
R = 181.1248055426
0 integral points
E_-08304: r = 2 t = 1 #III =
1
E(Q) = <(40, 236)> x
<(35920, 6807764)>
R = 22.9373521777
4 integral points
1. (40, 236) = 1 * (40,
236)
2. (40, -236) = -(40,
236)
3. (35920, 6807764) = 1 *
(35920, 6807764)
4. (35920, -6807764) =
-(35920, 6807764)
E_-08303: r = 1 t = 1 #III =
1
E(Q) = <(81/4, 7/8)>
R = 4.9437411111
0 integral points
E_-08302: r = 1 t = 1 #III =
1
E(Q) = <(11111/25,
1171141/125)>
R = 9.3436987940
0 integral points
E_-08301: r = 1 t = 1 #III =
9
E(Q) = <(385/4,
7519/8)>
R = 6.0815500375
0 integral points
E_-08300: r = 1 t = 1 #III =
9
E(Q) = <(21, 31)>
R = 3.5771628320
2 integral points
1. (21, 31) = 1 * (21,
31)
2. (21, -31) = -(21,
31)
E_-08299: r = 1 t = 1 #III =
1
E(Q) = <(5497/256,
163917/4096)>
R = 8.5853060223
0 integral points
E_-08298: r = 2 t = 1 #III =
1
E(Q) = <(1003/49,
5725/343)> x <(18270163/603729, 65364858145/469097433)>
R = 127.0314713480
0 integral points
E_-08297: r = 2 t = 1 #III =
1
E(Q) = <(433/9, 8668/27)>
x <(2612081/4096, 4221560457/262144)>
R = 89.9974036474
0 integral points
E_-08296: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08295: r = 1 t = 1 #III =
1
E(Q) = <(3406/81,
187361/729)>
R = 7.9567184206
0 integral points
E_-08294: r = 2 t = 1 #III =
1
E(Q) = <(81/4, 25/8)> x
<(981516033/3055504, 30746221818239/5341020992)>
R = 102.3007502069
0 integral points
E_-08293: r = 1 t = 1 #III =
1
E(Q) = <(1252475721277361/57508258896400,
19684929598749103473641/436109280680137688000)>
R = 35.2801761251
0 integral points
E_-08292: r = 1 t = 1 #III =
1
E(Q) = <(26722/1089,
2893510/35937)>
R = 9.9658561423
0 integral points
E_-08291: r = 2 t = 1 #III =
1
E(Q) = <(2535/49,
123754/343)> x <(495159795/1301881, 11017557793012/1485446221)>
R = 161.4255974912
0 integral points
E_-08290: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08289: r = 1 t = 1 #III =
1
E(Q) = <(5623825/125316,
12710407591/44361864)>
R = 15.8110053554
0 integral points
E_-08288: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08287: r = 1 t = 1 #III =
1
E(Q) = <(1883,
81710)>
R = 7.5472309068
2 integral points
1. (1883, 81710) = 1 *
(1883, 81710)
2. (1883, -81710) = -(1883,
81710)
E_-08286: r = 2 t = 1 #III =
1
E(Q) = <(511/25,
1991/125)> x <(6095719/267289, 8262788915/138188413)>
R = 103.0834237223
0 integral points
E_-08285: r = 0 t = 1 #III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08284: r = 2 t = 1 #III =
1
E(Q) = <(140, 1654)> x
<(145796/2209, 54861770/103823)>
R = 44.0616623989
2 integral points
1. (140, 1654) = 1 * (140,
1654)
2. (140, -1654) = -(140,
1654)
E_-08283: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08282: r = 1 t = 1 #III =
4
E(Q) = <(650105299/1265625,
16575334027343/1423828125)>
R = 20.3168615109
0 integral points
E_-08281: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08280: r = 1 t = 1 #III =
1
E(Q) = <(81/4, 39/8)>
R = 4.2109061815
0 integral points
E_-08279: r = 1 t = 1 #III =
1
E(Q) = <(35, 186)>
R = 3.3444944844
2 integral points
1. (35, 186) = 1 * (35,
186)
2. (35, -186) = -(35, 186)
E_-08278: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08277: r = 2 t = 1 #III =
1
E(Q) = <(222433/9604,
60605903/941192)> x <(1944121/38416, 2622738413/7529536)>
R = 166.5735106844
0 integral points
E_-08276: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08275: r = 1 t = 1 #III =
1
E(Q) = <(39794441/1024144,
232657293211/1036433728)>
R = 17.8064192908
0 integral points
E_-08274: r = 1 t = 1 #III =
1
E(Q) = <(705868507/11634921,
18402917900977/39686715531)>
R = 20.5760722777
0 integral points
E_-08273: r = 1 t = 1 #III =
1
E(Q) = <(2885697/139876,
1178586815/52313624)>
R = 15.4154773675
0 integral points
E_-08272: r = 2 t = 1 #III =
1
E(Q) = <(97, 951)> x
<(89/4, 419/8)>
R = 20.7264314573
2 integral points
1. (97, 951) = 1 * (97,
951)
2. (97, -951) = -(97,
951)
E_-08271: r = 1 t = 1 #III =
1
E(Q) = <(244/9,
2915/27)>
R = 5.4613752589
0 integral points
E_-08270: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08269: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08268: r = 1 t = 1 #III =
1
E(Q) = <(118309/5625,
13581127/421875)>
R = 12.2124138158
0 integral points
E_-08267: r = 1 t = 1 #III =
1
E(Q) = <(5223583/239121,
5431190050/116930169)>
R = 15.9831827230
0 integral points
E_-08266: r = 1 t = 1 #III =
1
E(Q) = <(186870659/3115225,
2505143728577/5498372125)>
R = 19.2492038378
0 integral points
E_-08265: r = 1 t = 1 #III =
1
E(Q) =
<(4885747297892634755861461/38794844524702065712641,
10776956250611112214793725094816400454/7641190438501866062956106047458561)>
R = 56.9466073800
0 integral points
E_-08264: r = 1 t = 1 #III =
1
E(Q) = <(13305/361,
1402321/6859)>
R = 9.8184007015
0 integral points
E_-08263: r = 1 t = 1 #III =
4
E(Q) = <(28, 117)>
R = 2.7349205427
2 integral points
1. (28, 117) = 1 * (28,
117)
2. (28, -117) = -(28,
117)
E_-08262: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08261: r = 2 t = 1 #III =
1
E(Q) = <(333, 6076)> x
<(347273873/470596, 6471481320039/322828856)>
R = 111.6892785886
2 integral points
1. (333, 6076) = 1 * (333,
6076)
2. (333, -6076) = -(333,
6076)
E_-08260: r = 2 t = 1 #III =
1
E(Q) = <(29, 127)> x
<(3026/121, 114346/1331)>
R = 29.2751695979
2 integral points
1. (29, 127) = 1 * (29,
127)
2. (29, -127) = -(29,
127)
E_-08259: r = 1 t = 1 #III =
1
E(Q) = <(971479/16641,
937440350/2146689)>
R = 13.9951910470
0 integral points
E_-08258: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08257: r = 1 t = 1 #III =
1
E(Q) = <(628937/14884,
470699035/1815848)>
R = 13.6355896495
0 integral points
E_-08256: r = 1 t = 1 #III =
1
E(Q) = <(55380313/509796,
410799717341/363994344)>
R = 17.9434043765
0 integral points
E_-08255: r = 2 t = 1 #III =
1
E(Q) = <(244/9, 2917/27)>
x <(106116/4489, 21170651/300763)>
R = 57.4083688794
0 integral points
E_-08254: r = 2 t = 1 #III =
1
E(Q) = <(12415/529,
831663/12167)> x <(687457/5476, 568801233/405224)>
R = 109.0617923820
0 integral points
E_-08253: r = 1 t = 1 #III =
1
E(Q) = <(81/4,
57/8)>
R = 4.2104040310
0 integral points
E_-08252: r = 1 t = 1 #III =
1
E(Q) = <(53, 375)>
R = 3.6498399377
2 integral points
1. (53, 375) = 1 * (53,
375)
2. (53, -375) = -(53,
375)
E_-08251: r = 1 t = 1 #III =
1
E(Q) =
<(335426335729/10424818404, 168496993582886935/1064394808685208)>
R = 26.9038451940
0 integral points
E_-08250: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08249: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08248: r = 1 t = 1 #III =
1
E(Q) = <(43358257/2056356,
98946010025/2948814504)>
R = 18.1148866385
0 integral points
E_-08247: r = 2 t = 1 #III =
1
E(Q) = <(22, 49)> x
<(45952/121, 9849721/1331)>
R = 31.0706544435
2 integral points
1. (22, 49) = 1 * (22,
49)
2. (22, -49) = -(22,
49)
E_-08246: r = 1 t = 1 #III =
1
E(Q) = <(11727/169,
1254163/2197)>
R = 9.5460288115
0 integral points
E_-08245: r = 2 t = 1 #III =
1
E(Q) = <(2041/64,
79629/512)> x <(40849/676, 8100327/17576)>
R = 76.0128779849
0 integral points
E_-08244: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08243: r = 3 t = 1 #III =
1
E(Q) = <(59, 444)> x
<(39, 226)> x <(10547/121, 1076400/1331)>
R = 123.8034241414
4 integral points
1. (59, 444) = 1 * (59,
444)
2. (59, -444) = -(59,
444)
3. (39, 226) = 1 * (39, 226)
4. (39, -226) = -(39,
226)
E_-08242: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08241: r = 2 t = 1 #III =
1
E(Q) = <(493, 10946)> x
<(562033/13456, 396808841/1560896)>
R = 77.2974477786
2 integral points
1. (493, 10946) = 1 * (493,
10946)
2. (493, -10946) = -(493,
10946)
E_-08240: r = 2 t = 1 #III =
1
E(Q) = <(36, 196)> x
<(13969/36, 1650887/216)>
R = 22.2724076752
2 integral points
1. (36, 196) = 1 * (36,
196)
2. (36, -196) = -(36,
196)
E_-08239: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08238: r = 1 t = 1 #III =
1
E(Q) = <(747193/10404,
638653715/1061208)>
R = 13.6945981922
0 integral points
E_-08237: r = 3 t = 1 #III =
1
E(Q) = <(21, 32)> x
<(441/16, 7213/64)> x <(56576233/181476,
425492591275/77308776)>
R = 398.0907785704
2 integral points
1. (21, 32) = 1 * (21,
32)
2. (21, -32) = -(21,
32)
E_-08236: r = 1 t = 1 #III =
1
E(Q) = <(697/4,
18387/8)>
R = 6.0685653947
0 integral points
E_-08235: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08234: r = 2 t = 1 #III =
1
E(Q) = <(27, 107)> x <(2841/64,
144125/512)>
R = 29.6469817059
2 integral points
1. (27, 107) = 1 * (27,
107)
2. (27, -107) = -(27,
107)
E_-08233: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08232: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08231: r = 1 t = 1 #III =
1
E(Q) = <(30, 137)>
R = 3.3279136624
2 integral points
1. (30, 137) = 1 * (30,
137)
2. (30, -137) = -(30,
137)
E_-08230: r = 1 t = 1 #III =
1
E(Q) = <(10629311/100489,
34533638269/31855013)>
R = 16.2957046247
0 integral points
E_-08229: r = 3 t = 1 #III =
1
E(Q) = <(25, 86)> x
<(337/16, 2137/64)> x <(1405, 52664)>
R = 154.7447473072
4 integral points
1. (25, 86) = 1 * (25,
86)
2. (25, -86) = -(25,
86)
3. (1405, 52664) = 1 *
(1405, 52664)
4. (1405, -52664) = -(1405,
52664)
E_-08228: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08227: r = 1 t = 1 #III =
1
E(Q) = <(9044017/242064,
24961148585/119095488)>
R = 16.3356266080
0 integral points
E_-08226: r = 1 t = 1 #III =
1
E(Q) =
<(2547631004473/3234879376, 4066316057468858221/183986999389376)>
R = 28.5819470788
0 integral points
E_-08225: r = 1 t = 1 #III =
1
E(Q) = <(81/4,
71/8)>
R = 4.9422901031
0 integral points
E_-08224: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08223: r = 1 t = 1 #III =
1
E(Q) = <(19582/169,
2732969/2197)>
R = 9.5267772712
0 integral points
E_-08222: r = 2 t = 1 #III =
1
E(Q) = <(1233/16,
42905/64)> x <(1002753/27556, 914463295/4574296)>
R =
97.8547927750
0 integral points
E_-08221: r = 1 t = 1 #III =
1
E(Q) =
<(9407039678957/93750478969,
28734604171080713548/28705177904081203)>
R = 29.9952397646
0 integral points
E_-08220: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08219: r = 2 t = 1 #III =
1
E(Q) = <(86619/3721,
15048040/226981)> x <(4416217/147456, 7731610397/56623104)>
R = 175.7415481413
0 integral points
E_-08218: r = 2 t = 1 #III =
1
E(Q) = <(43, 267)> x
<(4474003/96721, 9061952073/30080231)>
R = 51.8610176634
2 integral points
1. (43, 267) = 1 * (43,
267)
2. (43, -267) = -(43,
267)
E_-08217: r = 2 t = 1 #III =
1
E(Q) = <(37, 206)> x
<(595876033/11148921, 14148837169480/37226247219)>
R = 80.3303843478
2 integral points
1. (37, 206) = 1 * (37,
206)
2. (37, -206) = -(37,
206)
E_-08216: r = 2 t = 1 #III =
1
E(Q) = <(38, 216)> x
<(8410/81, 768412/729)>
R = 22.8145419639
2 integral points
1. (38, 216) = 1 * (38,
216)
2. (38, -216) = -(38,
216)
E_-08215: r = 1 t = 1 #III =
1
E(Q) = <(559/9,
12988/27)>
R = 6.5223107543
0 integral points
E_-08214: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08213: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08212: r = 1 t = 1 #III =
1
E(Q) = <(3107518/114921,
4188623390/38958219)>
R = 14.6825771322
0 integral points
E_-08211: r = 2 t = 1 #III =
1
E(Q) = <(2755/9,
144584/27)> x <(11953/576, 372329/13824)>
R = 64.1981469896
0 integral points
E_-08210: r = 1 t = 1 #III =
1
E(Q) =
<(19392991971/1138489, 2700643297531739/1214767763)>
R = 23.6889059726
0 integral points
E_-08209: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08208: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08207: r = 1 t = 1 #III =
1
E(Q) = <(3119/49,
171396/343)>
R = 7.6874610782
0 integral points
E_-08206: r = 0 t = 1 #III = 16 ( 2 x 2 x 2 x 2 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08205: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08204: r = 1 t = 1 #III =
1
E(Q) = <(680653/31329,
251135261/5545233)>
R = 13.9465763947
0 integral points
E_-08203: r = 2 t = 1 #III =
1
E(Q) = <(2651/25,
136024/125)> x <(2393/64, 107485/512)>
R = 53.7094474267
0 integral points
E_-08202: r = 1 t = 1 #III =
1
E(Q) =
<(12656245020769/510438802500,
30601795254334982353/364683002446125000)>
R = 30.6292521463
0 integral points
E_-08201: r = 1 t = 1 #III =
1
E(Q) = <(702105/1444,
588284771/54872)>
R = 13.4873369995
0 integral points
E_-08200: r = 1 t = 1 #III =
1
E(Q) = <(28561/196,
4820409/2744)>
R = 9.7952790409
0 integral points
E_-08199: r = 2 t = 1 #III =
1
E(Q) = <(24, 75)> x <(90,
849)>
R = 7.6419647858
6 integral points
1. (24, 75) = 1 * (24,
75)
2. (24, -75) = -(24,
75)
3. (82, 737) = 1 * (24, 75)
- 1 * (90, 849)
4. (82, -737) = -(82,
737)
5. (90, 849) = 1 * (90,
849)
6. (90, -849) = -(90,
849)
E_-08198: r = 2 t = 1 #III =
1
E(Q) = <(23, 63)> x
<(36420049873/395134884, 6913936958479705/7854491224152)>
R = 75.1998563492
2 integral points
1. (23, 63) = 1 * (23, 63)
2. (23, -63) = -(23,
63)
E_-08197: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08196: r = 2 t = 1 #III =
1
E(Q) = <(97/4, 623/8)> x
<(44245/1369, 8098531/50653)>
R = 54.3494429635
0 integral points
E_-08195: r = 1 t = 1 #III =
1
E(Q) =
<(94868738881/3684004416, 21073325554740511/223604332033536)>
R = 25.7206929899
0 integral points
E_-08194: r = 1 t = 1 #III =
1
E(Q) = <(736075/25281,
516152089/4019679)>
R = 13.9079732309
0 integral points
E_-08193: r = 1 t = 1 #III =
1
E(Q) =
<(1675843220047465654198554697/67959351742006587371858496,
46206042869782493100134459872544985044165/560239649046059691698771106657457875456)>
R = 63.1482534032
0 integral points
E_-08192: r = 1 t = 1 #III =
1
E(Q) = <(48, 320)>
R = 1.3495768365
2 integral points
1. (48, 320) = 1 * (48,
320)
2. (48, -320) = -(48,
320)
E_-08191: r = 1 t = 1 #III =
1
E(Q) = <(256,
4095)>
R = 4.5821392611
2 integral points
1. (256, 4095) = 1 * (256,
4095)
2. (256, -4095) = -(256,
4095)
E_-08190: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08189: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08188: r = 1 t = 1 #III =
1
E(Q) = <(269,
4411)>
R = 5.6407398600
2 integral points
1. (269, 4411) = 1 * (269,
4411)
2. (269, -4411) = -(269, 4411)
E_-08187: r = 1 t = 1 #III =
1
E(Q) =
<(67021867897/93547584, 17350818102306125/904792232448)>
R = 24.9455832315
0 integral points
E_-08186: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08185: r = 1 t = 1 #III =
1
E(Q) =
<(23616442442826850299161/502056812879856478864,
3483668357260593886438505768069629/11249398387470799662865390626112)>
R = 51.7719907587
0 integral points
E_-08184: r = 1 t = 1 #III =
4
E(Q) = <(2242/81,
83188/729)>
R = 7.4391834196
0 integral points
E_-08183: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08182: r = 2 t = 1 #III =
1
E(Q) = <(31, 147)> x
<(14537/16, 1752709/64)>
R = 27.5562605876
2 integral points
1. (31, 147) = 1 * (31,
147)
2. (31, -147) = -(31,
147)
E_-08181: r = 2 t = 1 #III =
1
E(Q) = <(45, 288)> x
<(297/4, 5067/8)>
R = 10.7545827543
4 integral points
1. (45, 288) = 1 * (45,
288)
2. (45, -288) = -(45,
288)
3. (873, 25794) = 1 * (45,
288) - 1 * (297/4, 5067/8)
4. (873, -25794) = -(873,
25794)
E_-08180: r = 2 t = 1 #III =
1
E(Q) = <(101, 1011)> x
<(81/4, 89/8)>
R = 20.6847576620
2 integral points
1. (101, 1011) = 1 * (101,
1011)
2. (101, -1011) = -(101, 1011)
E_-08179: r = 1 t = 1 #III =
1
E(Q) = <(220147/441,
103289192/9261)>
R = 12.3268649134
0 integral points
E_-08178: r = 2 t = 1 #III =
1
E(Q) = <(109819/2601, 34358959/132651)>
x <(124249/4356, 35244701/287496)>
R = 142.6689253699
0 integral points
E_-08177: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08176: r = 1 t = 1 #III =
1
E(Q) = <(680,
17732)>
R = 5.1540155485
2 integral points
1. (680, 17732) = 1 * (680,
17732)
2. (680, -17732) = -(680,
17732)
E_-08175: r = 1 t = 1 #III =
1
E(Q) = <(391/9, 7336/27)>
R = 6.2443342395
0 integral points
E_-08174: r = 1 t = 1 #III =
1
E(Q) = <(545337/23716,
230533843/3652264)>
R = 13.6998976421
0 integral points
E_-08173: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08172: r = 2 t = 1 #III =
1
E(Q) = <(21, 33)> x
<(80157/841, 22586709/24389)>
R = 29.1025051015
2 integral points
1. (21, 33) = 1 * (21,
33)
2. (21, -33) = -(21,
33)
E_-08171: r = 1 t = 1 #III =
1
E(Q) = <(684789857/24720784,
14059932161553/122911738048)>
R = 20.2120317444
0 integral points
E_-08170: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08169: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08168: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08167: r = 2 t = 1 #III =
1
E(Q) = <(26, 97)> x
<(18044/529, 2160061/12167)>
R = 30.9520290773
2 integral points
1. (26, 97) = 1 * (26,
97)
2. (26, -97) = -(26,
97)
E_-08166: r = 1 t = 1 #III =
1
E(Q) = <(120391/4761,
29388545/328509)>
R = 12.1501436982
0 integral points
E_-08165: r = 1 t = 1 #III =
4
E(Q) = <(722558841/25684624,
15456155159731/130169674432)>
R = 20.8092329756
0 integral points
E_-08164: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08163: r = 1 t = 1 #III =
1
E(Q) =
<(458400332264371072105847228209/11230112459388866353738748100,
291140652437708269427732532480152936309536823/1190080003682554607669511820680250345629000)>
R = 68.5896600373
0 integral points
E_-08162: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08161: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08160: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08159: r = 1 t = 1 #III =
1
E(Q) = <(213240/1369,
98363437/50653)>
R = 11.8873001473
0 integral points
E_-08158: r = 1 t = 1 #III =
1
E(Q) =
<(59006888003235685538729/643608065288353524100,
14257489103645112091125986252785067/16327970860338106187992789211000)>
R = 52.5657714483
0 integral points
E_-08157: r = 3 t = 1 #III =
1
E(Q) = <(97/4, 625/8)> x
<(12001/225, 1278874/3375)> x <(665689/8100,
539128637/729000)>
R = 526.5647279173
0 integral points
E_-08156: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08155: r = 1 t = 1 #III =
1
E(Q) = <(12511/289,
1327194/4913)>
R = 9.1613939330
0 integral points
E_-08154: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08153: r = 2 t = 1 #III =
1
E(Q) = <(69, 566)> x
<(30281/529, 5153532/12167)>
R = 43.4705767650
2 integral points
1. (69, 566) = 1 * (69,
566)
2. (69, -566) = -(69,
566)
E_-08152: r = 2 t = 1 #III =
1
E(Q) = <(137, 1601)> x
<(689/4, 18071/8)>
R = 31.8345378181
4 integral points
1. (137, 1601) = 1 * (137,
1601)
2. (137, -1601) = -(137,
1601)
3. (11681, 1262467) = 1 *
(137, 1601) - 1 * (689/4, 18071/8)
4. (11681, -1262467) =
-(11681, 1262467)
E_-08151: r = 1 t = 1 #III =
1
E(Q) = <(2380/81,
95653/729)>
R = 7.7077614628
0 integral points
E_-08150: r = 1 t = 1 #III =
1
E(Q) = <(3945/196,
5515/2744)>
R = 7.7564755194
0 integral points
E_-08149: r = 1 t = 1 #III =
1
E(Q) = <(22134025/690561,
90334032866/573856191)>
R = 17.2777036958
0 integral points
E_-08148: r = 1 t = 1 #III =
9
E(Q) = <(22, 50)>
R = 2.9071739279
2 integral points
1. (22, 50) = 1 * (22,
50)
2. (22, -50) = -(22,
50)
E_-08147: r = 2 t = 1 #III =
1
E(Q) = <(2049/100, 21343/1000)>
x <(27747/1369, 677740/50653)>
R = 76.9783390518
0 integral points
E_-08146: r = 2 t = 1 #III =
1
E(Q) = <(355/9, 6229/27)>
x <(10747/49, 1113687/343)>
R = 53.2087568687
0 integral points
E_-08145: r = 1 t = 1 #III =
1
E(Q) = <(241/4,
3671/8)>
R = 5.6862558164
0 integral points
E_-08144: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08143: r = 1 t = 1 #III =
1
E(Q) = <(1922/49,
78371/343)>
R = 7.4019980766
0 integral points
E_-08142: r = 2 t = 1 #III =
1
E(Q) = <(2431/25,
119329/125)> x <(41270441041/126562500, 8383158342791911/1423828125000)>
R = 189.1686725486
0 integral points
E_-08141: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08140: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08139: r = 2 t = 1 #III =
1
E(Q) = <(10843/9,
1129076/27)> x <(854623/7569, 787826546/658503)>
R = 128.0361369428
0 integral points
E_-08138: r = 3 t = 1 #III =
1
E(Q) = <(81/4, 103/8)> x <(339,
6241)> x <(74169/1156, 19885549/39304)>
R = 292.3993588435
2 integral points
1. (339, 6241) = 1 * (339,
6241)
2. (339, -6241) = -(339,
6241)
E_-08137: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08136: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08135: r = 1 t = 1 #III =
1
E(Q) = <(61174/2601,
9261917/132651)>
R = 11.0399666117
0 integral points
E_-08134: r = 2 t = 1 #III =
1
E(Q) = <(119, 1295)> x
<(833/4, 24031/8)>
R = 19.5395636568
2 integral points
1. (119, 1295) = 1 * (119,
1295)
2. (119, -1295) = -(119,
1295)
E_-08133: r = 2 t = 1 #III =
1
E(Q) = <(181/9, 28/27)> x
<(47857/729, 10317734/19683)>
R = 62.4330857899
0 integral points
E_-08132: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08131: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08130: r = 1 t = 1 #III =
4
E(Q) =
<(2393578651/109809441, 54299594120561/1150693132239)>
R = 22.1090523374
0 integral points
E_-08129: r = 1 t = 1 #III =
1
E(Q) =
<(11087380881/82264900, 1165524022501529/746142643000)>
R = 23.2204268079
0 integral points
E_-08128: r = 1 t = 1 #III =
1
E(Q) = <(64, 504)>
R = 1.9510839470
2 integral points
1. (64, 504) = 1 * (64,
504)
2. (64, -504) = -(64,
504)
E_-08127: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08126: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08125: r = 1 t = 1 #III =
1
E(Q) = <(65200849/171396,
526438720007/70957944)>
R = 18.0254661273
0 integral points
E_-08124: r = 1 t = 1 #III =
1
E(Q) = <(208/9,
1754/27)>
R = 4.9010786135
0 integral points
E_-08123: r = 1 t = 1 #III =
9
E(Q) = <(147,
1780)>
R = 5.0742249023
2 integral points
1. (147, 1780) = 1 * (147,
1780)
2. (147, -1780) = -(147,
1780)
E_-08122: r = 1 t = 1 #III =
4
E(Q) = <(102371/4225,
21454081/274625)>
R = 12.0044563401
0 integral points
E_-08121: r = 1 t = 1 #III =
1
E(Q) =
<(40916125271305/1449707505444,
209179301836293507131/1745502925439782872)>
R = 31.7516155663
0 integral points
E_-08120: r = 1 t = 1 #III =
1
E(Q) = <(2706,
140764)>
R = 7.2146477923
2 integral points
1. (2706, 140764) = 1 *
(2706, 140764)
2. (2706, -140764) = -(2706,
140764)
E_-08119: r = 1 t = 1 #III =
1
E(Q) = <(32, 157)>
R = 3.3688484654
2 integral points
1. (32, 157) = 1 * (32,
157)
2. (32, -157) = -(32,
157)
E_-08118: r = 1 t = 1 #III =
1
E(Q) = <(201/4,
2757/8)>
R = 4.8104560282
0 integral points
E_-08117: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08116: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-08115: r = 1 t = 1 #III =
1
E(Q) =
<(431771800302380539/12161976819510609,
256701411654033855171053728/1341239258810266758373977)>
R = 40.9386684652
0 integral points
E_-08114: r = 2 t = 1 #III =
1
E(Q) = <(5569/36,
415135/216)> x <(21883/1089, 6839/35937)>
R = 85.8380473200
0 integral points
E_-08113: r = 1 t = 1 #III =
1
E(Q) = <(10817,
1125020)>
R = 9.2900167126
2 integral points
1. (10817, 1125020) = 1 *
(10817, 1125020)
2. (10817, -1125020) =
-(10817, 1125020)
E_-08112: r = 1 t = 1 #III =
1
E(Q) = <(52, 364)>
R = 1.0867790338
2 integral points
1. (52, 364) = 1 * (52,
364)
2. (52, -364) = -(52,
364)
E_-08111: r = 2 t = 1 #III =
1
E(Q) = <(1146, 38795)> x
<(10815, 1124708)>
R = 51.2885063421
4 integral points
1. (1146, 38795) = 1 * (1146,
38795)
2. (1146, -38795) = -(1146,
38795)
3. (10815, 1124708) = 1 *
(10815, 1124708)
4. (10815, -1124708) =
-(10815, 1124708)
E_-08110: r = 2 t = 1 #III =
1
E(Q) = <(391, 7731)> x
<(199/9, 1403/27)>
R = 30.3424126413
2 integral points
1. (391, 7731) = 1 * (391,
7731)
2. (391, -7731) = -(391,
7731)
E_-08109: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08108: r = 1 t = 1 #III =
1
E(Q) = <(509/25,
2277/125)>
R = 6.2263015714
0 integral points
E_-08107: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08106: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08105: r = 2 t = 1 #III =
1
E(Q) = <(21, 34)> x
<(594729/2116, 458563403/97336)>
R = 45.4547122552
2 integral points
1. (21, 34) = 1 * (21,
34)
2. (21, -34) = -(21,
34)
E_-08104: r = 1 t = 1 #III =
1
E(Q) = <(2702,
140452)>
R = 7.2131722569
2 integral points
1. (2702, 140452) = 1 *
(2702, 140452)
2. (2702, -140452) = -(2702,
140452)
E_-08103: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08102: r = 1 t = 1 #III =
1
E(Q) =
<(4864854573047782287/292633129149529,
10730125289909569802387487835/5005935354358388277667)>
R = 43.0293115272
0 integral points
E_-08101: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08100: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08099: r = 1 t = 1 #III =
1
E(Q) =
<(664359964139/2477550625, 541394638029749412/123320082359375)>
R = 26.7187900051
0 integral points
E_-08098: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08097: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08096: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08095: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08094: r = 1 t = 1 #III =
1
E(Q) = <(5937319/68121,
14378536205/17779581)>
R = 15.7370572472
0 integral points
E_-08093: r = 1 t = 1 #III =
1
E(Q) =
<(396865501328144997970484339407278624711185233/169224046548344596901257082277809694293169,
7906147021158886535222924627417861843260600138221560881980289192610/69613442965092207264018853810393398754879510494214503071409303)>
R = 102.6974364120
0 integral points
E_-08092: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08091: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08090: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08089: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08088: r = 2 t = 1 #III =
1
E(Q) = <(49, 331)> x
<(107002/5329, 1058524/389017)>
R = 46.6731865454
2 integral points
1. (49, 331) = 1 * (49,
331)
2. (49, -331) = -(49,
331)
E_-08087: r = 1 t = 1 #III =
1
E(Q) = <(42321/1936,
4137383/85184)>
R = 11.1640098523
0 integral points
E_-08086: r = 1 t = 1 #III =
1
E(Q) =
<(13425429617063/57570723721,
49176066687695313001/13813461878893019)>
R = 30.2810262579
0 integral points
E_-08085: r = 1 t = 1 #III =
1
E(Q) = <(10789/9,
1120652/27)>
R = 9.2965787519
0 integral points
E_-08084: r = 1 t = 1 #III =
1
E(Q) = <(10893/49,
1136479/343)>
R = 9.3513072450
0 integral points
E_-08083: r = 1 t = 1 #III =
1
E(Q) = <(63740131/2544025,
354790573596/4057719875)>
R = 17.8749729493
0 integral points
E_-08082: r = 2 t = 1 #III =
1
E(Q) = <(67, 541)> x
<(1417/16, 53029/64)>
R = 31.5269562686
2 integral points
1. (67, 541) = 1 * (67,
541)
2. (67, -541) = -(67,
541)
E_-08081: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08080: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08079: r = 1 t = 1 #III =
1
E(Q) = <(1705936/55225,
1898403941/12977875)>
R = 14.2640698080
0 integral points
E_-08078: r = 2 t = 1 #III =
1
E(Q) = <(104017/5184,
191449/373248)> x <(362671/8649, 206096633/804357)>
R = 155.9557746410
0 integral points
E_-08077: r = 1 t = 1 #III =
1
E(Q) = <(11213/121,
1181320/1331)>
R = 9.4568234086
0 integral points
E_-08076: r = 2 t = 1 #III =
1
E(Q) = <(637/9,
15893/27)> x <(43537/1764, 6180103/74088)>
R = 73.5024878327
0 integral points
E_-08075: r = 3 t = 1 #III =
1
E(Q) = <(111, 1166)> x
<(81/4, 121/8)> x <(321/16, 31/64)>
R = 143.2345983125
2 integral points
1. (111, 1166) = 1 * (111,
1166)
2. (111, -1166) = -(111, 1166)
E_-08074: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08073: r = 1 t = 1 #III =
1
E(Q) =
<(44550180169/50268100, 9403113509894053/356400829000)>
R = 24.5338017266
0 integral points
E_-08072: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08071: r = 3 t = 1 #III =
1
E(Q) = <(23, 64)> x
<(200, 2827)> x <(1166, 39815)>
R =
92.0957436319
6 integral points
1. (23, 64) = 1 * (23,
64)
2. (23, -64) = -(23,
64)
3. (200, 2827) = 1 * (200,
2827)
4. (200, -2827) = -(200,
2827)
5. (1166, 39815) = 1 * (1166,
39815)
6. (1166, -39815) = -(1166,
39815)
E_-08070: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08069: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08068: r = 1 t = 1 #III =
1
E(Q) = <(220498/1089,
103489390/35937)>
R = 11.6712966390
0 integral points
E_-08067: r = 2 t = 1 #III =
1
E(Q) = <(13843/441, 1400300/9261)>
x <(159695827/480249, 2017867775860/332812557)>
R = 167.2059915156
0 integral points
E_-08066: r = 1 t = 1 #III =
1
E(Q) =
<(252874328661773039300103867/326640178182368978217889,
4021178383390952345748871480666918994497/186682842821128624753089475482966287)>
R = 60.8108647085
0 integral points
E_-08065: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08064: r = 1 t = 1 #III = 1
E(Q) = <(60, 456)>
R = 2.1772617642
2 integral points
1. (60, 456) = 1 * (60,
456)
2. (60, -456) = -(60,
456)
E_-08063: r = 1 t = 1 #III =
1
E(Q) = <(78, 683)>
R = 4.0508280881
2 integral points
1. (78, 683) = 1 * (78,
683)
2. (78, -683) = -(78,
683)
E_-08062: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08061: r = 0 t = 1
#III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08060: r = 1 t = 1 #III =
4
E(Q) = <(196/9,
1286/27)>
R = 4.8660505861
0 integral points
E_-08059: r = 2 t = 1 #III =
1
E(Q) = <(8459/361,
475540/6859)> x <(18875/841, 1389544/24389)>
R = 97.2349775229
0 integral points
E_-08058: r = 1 t = 1 #III =
1
E(Q) =
<(2151838117770433/22579109055504, 99353559015887263468255/107290236296273020992)>
R = 35.4334046086
0 integral points
E_-08057: r = 1 t = 1 #III =
1
E(Q) = <(1582737/77284,
495690215/21484952)>
R = 14.8141934068
0 integral points
E_-08056: r = 2 t = 1 #III =
1
E(Q) = <(25, 87)> x
<(158, 1984)>
R = 13.7927425168
4 integral points
1. (25, 87) = 1 * (25,
87)
2. (25, -87) = -(25,
87)
3. (158, 1984) = 1 * (158,
1984)
4. (158, -1984) = -(158,
1984)
E_-08055: r = 1 t = 1 #III =
1
E(Q) = <(1636/81,
9899/729)>
R = 7.4837429263
0 integral points
E_-08054: r = 2 t = 1 #III =
1
E(Q) = <(1545/64,
39707/512)> x <(3009/100, 138527/1000)>
R = 64.7817428941
0 integral points
E_-08053: r = 0 t = 1 #III = 36
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08052: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08051: r = 1 t = 1 #III =
1
E(Q) = <(115242289/1340964,
1229265919945/1552836312)>
R = 18.7045410332
0 integral points
E_-08050: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08049: r = 1 t = 1 #III =
1
E(Q) =
<(48221585761/2329992900, 3212024179662991/112468757283000)>
R = 25.1336756138
0 integral points
E_-08048: r = 3 t = 1 #III =
1
E(Q) = <(24, 76)> x
<(33, 167)> x <(504/25, 1508/125)>
R = 36.6543032853
6 integral points
1. (672, 17420) = 1 * (24,
76) - 1 * (33, 167)
2. (672, -17420) = -(672,
17420)
3. (24, 76) = 1 * (24, 76)
4. (24, -76) = -(24,
76)
5. (33, 167) = 1 * (33,
167)
6. (33, -167) = -(33,
167)
E_-08047: r = 1 t = 1 #III =
1
E(Q) = <(22, 51)>
R = 2.5871071331
2 integral points
1. (22, 51) = 1 * (22,
51)
2. (22, -51) = -(22,
51)
E_-08046: r = 1 t = 1 #III =
1
E(Q) = <(30951391/1334025,
102710192689/1540798875)>
R = 17.7326717845
0 integral points
E_-08045: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08044: r = 1 t = 1 #III =
1
E(Q) =
<(28202489486380885/1393792238259729,
807025965561466556231647/52035180159460025634183)>
R = 38.4229726507
0 integral points
E_-08043: r = 1 t = 1 #III =
1
E(Q) = <(150570583/1996569,
1830204256670/2821151997)>
R = 18.9912615997
0 integral points
E_-08042: r = 2 t = 1 #III =
1
E(Q) = <(51, 353)> x <(139844381307/2814408601,
50552768470160099/149307190691651)>
R = 104.3311737159
2 integral points
1. (51, 353) = 1 * (51,
353)
2. (51, -353) = -(51,
353)
E_-08041: r = 1 t = 1 #III =
1
E(Q) =
<(436087060303945191602375526857/3090896387030247323350693264,
287565766663567824320739931467755132409088517/171840952128023785005996733364066463201088)>
R = 68.3346244262
0 integral points
E_-08040: r = 1 t = 1 #III =
1
E(Q) = <(3166/81,
165716/729)>
R = 7.6698490456
0 integral points
E_-08039: r = 2 t = 1 #III =
1
E(Q) = <(42, 257)> x
<(44254/225, 9304633/3375)>
R = 36.6396881044
2 integral points
1. (42, 257) = 1 * (42,
257)
2. (42, -257) = -(42,
257)
E_-08038: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08037: r = 1 t = 1 #III =
1
E(Q) =
<(741412069269/23974496569, 544792164526941576/3712139125254253)>
R = 26.9749860421
0 integral points
E_-08036: r = 2 t = 1 #III =
1
E(Q) = <(98, 966)> x
<(21, 35)>
R = 4.3473033588
6 integral points
1. (98, 966) = 1 * (98,
966)
2. (98, -966) = -(98,
966)
3. (50, 342) = -1 * (98, 966) + 1 * (21, 35)
4. (50, -342) = -(50,
342)
5. (21, 35) = 1 * (21,
35)
6. (21, -35) = -(21,
35)
E_-08035: r = 1 t = 1 #III =
1
E(Q) =
<(10826801668995992521/194138197841434896,
34789677321096260543137034501/85539457327776916956778944)>
R = 44.0446480786
0 integral points
E_-08034: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08033: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08032: r = 1 t = 1 #III =
1
E(Q) = <(2312238737/83320384,
87842372963015/760548465152)>
R = 21.9754083306
0 integral points
E_-08031: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08030: r = 1 t = 1 #III =
1
E(Q) =
<(41343196161/99480676, 8405852752861249/992220262424)>
R = 24.4747936273
0 integral points
E_-08029: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08028: r = 1 t = 1 #III =
1
E(Q) = <(28, 118)>
R = 2.8185873292
2 integral points
1. (28, 118) = 1 * (28,
118)
2. (28, -118) = -(28,
118)
E_-08027: r = 1 t = 1 #III =
1
E(Q) = <(2009/100, 9027/1000)>
R = 7.6038396955
0 integral points
E_-08026: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08025: r = 1 t = 1 #III =
1
E(Q) = <(8185/196,
698515/2744)>
R = 8.2215172574
0 integral points
E_-08024: r = 2 t = 1 #III =
1
E(Q) = <(2106/25,
95996/125)> x <(1209/16, 41645/64)>
R = 51.5470558768
0 integral points
E_-08023: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08022: r = 1 t = 1 #III =
1
E(Q) =
<(3085355973747167771048113/87396142269583609201476,
4900592239420739880897180261827072855/25836780431617993617546107016088776)>
R = 56.7212465753
0 integral points
E_-08021: r = 1 t = 1 #III =
1
E(Q) =
<(1081725129/32069569, 31641873297250/181609969247)>
R = 21.1485832479
0 integral points
E_-08020: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08019: r = 2 t = 1 #III =
1
E(Q) = <(27, 108)> x
<(81/4, 135/8)>
R = 3.6371589433
6 integral points
1. (27, 108) = 1 * (27,
108)
2. (27, -108) = -(27,
108)
3. (295, 5066) = -1 * (27, 108) + 1 * (81/4, 135/8)
4. (295, -5066) = -(295,
5066)
5. (135, 1566) = -1 * (27, 108) - 1 * (81/4, 135/8)
6. (135, -1566) = -(135,
1566)
E_-08018: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08017: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08016: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08015: r = 1 t = 1 #III =
1
E(Q) =
<(5975247324/23203489, 461776563418633/111771206513)>
R = 22.0965294006
0 integral points
E_-08014: r = 1 t = 1 #III =
1
E(Q) =
<(5262227873423137/101527670296836,
370580156154962478580337/1023002349511927438584)>
R = 36.4309525275
0 integral points
E_-08013: r = 1 t = 1 #III =
1
E(Q) =
<(35305417731248485849/32439442796820900,
209778358069179682541793797507/5842652795597297793177000)>
R = 45.0218752952
0 integral points
E_-08012: r = 2 t = 1 #III =
1
E(Q) = <(657/4, 16825/8)> x
<(501/25, 751/125)>
R = 40.9460144285
0 integral points
E_-08011: r = 1 t = 1 #III =
1
E(Q) =
<(255625520239403088307/4036952981218038049,
4022020984607802616086680006952/8111114586322633623223899343)>
R = 46.6319137271
0 integral points
E_-08010: r = 1 t = 1 #III =
1
E(Q) = <(769/4,
21313/8)>
R = 6.7089588251
0 integral points
E_-08009: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08008: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08007: r = 1 t = 1 #III =
1
E(Q) = <(982/49,
2225/343)>
R = 6.9759931657
0 integral points
E_-08006: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08005: r = 3 t = 1 #III =
1
E(Q) = <(29, 128)> x
<(9941/169, 971476/2197)> x <(14729/529, 1417862/12167)>
R = 315.0743720951
2 integral points
1. (29, 128) = 1 * (29,
128)
2. (29, -128) = -(29,
128)
E_-08004: r = 1 t = 1 #III =
1
E(Q) = <(97822267957/1088406081,
30426311962261277/35907605018271)>
R = 25.4420403162
0 integral points
E_-08003: r = 2 t = 1 #III =
1
E(Q) = <(2001/100,
3001/1000)> x <(32350611/1452025, 96728551484/1749690125)>
R = 138.3986770147
0 integral points
E_-08002: r = 2 t = 1 #III =
1
E(Q) = <(137/4, 1435/8)>
x <(13015153/329476, 43800586185/189119224)>
R = 84.8704549281
0 integral points
E_-08001: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-08000: r = 0 t = 2 #III =
1
E(Q) = <(20, 0)>
R = 1.0000000000
1 integral point
1. (20, 0) = (20, 0)
E_-07999: r = 1 t = 1 #III =
1
E(Q) = <(20, 1)>
R = 3.0829210617
4 integral points
1. (20, 1) = 1 * (20,
1)
2. (20, -1) = -(20, 1)
3. (359960, 215964001)
= -2 * (20, 1)
4. (359960, -215964001) =
-(359960, 215964001)
E_-07998: r = 2 t = 1 #III =
1
E(Q) = <(3457/144,
132031/1728)> x <(17680705249/317766276,
2295754722643951/5664501635976)>
R = 166.8174128719
0 integral points
E_-07997: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07996: r = 2 t = 1 #III =
1
E(Q) = <(20, 2)> x
<(865765/1521, 805546513/59319)>
R = 35.8745762084
4 integral points
1. (20, 2) = 1 * (20,
2)
2. (20, -2) = -(20, 2)
3. (89960, 26982002) = -2 * (20, 2)
4. (89960, -26982002) =
-(89960, 26982002)
E_-07995: r = 2 t = 1 #III =
1
E(Q) = <(216889/576,
101000557/13824)> x <(682249/36, 563526523/216)>
R = 162.5383803909
0 integral points
E_-07994: r = 1 t = 1 #III =
1
E(Q) = <(674025/3364,
553092917/195112)>
R = 13.4822735017
0 integral points
E_-07993: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07992: r = 1 t = 1 #III =
1
E(Q) = <(546/25,
6156/125)>
R = 4.4712049980
0 integral points
E_-07991: r = 1 t = 1 #III =
1
E(Q) = <(20, 3)>
R = 2.5334609542
4 integral points
1. (20, 3) = 1 * (20,
3)
2. (20, -3) = -(20, 3)
3. (39960, 7988003) = -2 * (20, 3)
4. (39960, -7988003) =
-(39960, 7988003)
E_-07990: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07989: r = 2 t = 1 #III =
1
E(Q) = <(33745/169,
6195782/2197)> x <(45626605/380689, 307480268828/234885113)>
R = 169.4295803515
0 integral points
E_-07988: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07987: r = 2 t = 1 #III =
1
E(Q) = <(3329/100,
170017/1000)> x <(10691/25, 1105364/125)>
R = 78.7364487341
0 integral points
E_-07986: r = 1 t = 1 #III =
1
E(Q) = <(187/9,
847/27)>
R = 3.3648545388
0 integral points
E_-07985: r = 1 t = 1 #III =
4
E(Q) = <(9009/289,
733792/4913)>
R = 9.4781078417
0 integral points
E_-07984: r = 2 t = 1 #III =
1
E(Q) = <(20, 4)> x
<(100, 996)>
R = 6.0155587606
6 integral points
1. (20, 4) = 1 * (20, 4)
2. (20, -4) = -(20, 4)
3. (22460, 3366004) = -2 * (20, 4)
4. (22460, -3366004) =
-(22460, 3366004)
5. (100, 996) = 1 * (100,
996)
6. (100, -996) = -(100,
996)
E_-07983: r = 2 t = 1 #III =
1
E(Q) = <(63, 492)> x
<(154, 1909)>
R = 15.8871103814
4 integral points
1. (63, 492) = 1 * (63,
492)
2. (63, -492) = -(63,
492)
3. (154, 1909) = 1 * (154,
1909)
4. (154, -1909) = -(154,
1909)
E_-07982: r = 2 t = 1 #III =
1
E(Q) = <(129/4, 1279/8)>
x <(293471/11881, 109035057/1295029)>
R = 59.8892972789
0 integral points
E_-07981: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-07980: r = 1 t = 1 #III =
1
E(Q) =
<(2096467773061/88678288521,
1910361239335294649/26407418860380069)>
R = 28.8470567457
0 integral points
E_-07979: r = 1 t = 1 #III =
1
E(Q) = <(470232295/23532201,
17265537386/114154707051)>
R = 20.5180430784
0 integral points
E_-07978: r = 1 t = 1 #III =
1
E(Q) = <(58192561/756900,
440002630441/658503000)>
R = 18.0371585189
0 integral points
E_-07977: r = 3 t = 1 #III =
1
E(Q) = <(121, 1328)> x
<(697/16, 17491/64)> x <(29353/1444, 1127947/54872)>
R = 313.5410634046
2 integral points
1. (121, 1328) = 1 * (121,
1328)
2. (121, -1328) = -(121,
1328)
E_-07976: r = 1 t = 1 #III =
1
E(Q) =
<(88571862523657/643592226564,
832296681847272936293/516316715023156488)>
R = 32.2037552234
0 integral points
E_-07975: r = 2 t = 1 #III =
1
E(Q) = <(20, 5)> x
<(34, 177)>
R = 5.0725951986
8 integral points
1. (20, 5) = 1 * (20,
5)
2. (20, -5) = -(20, 5)
3. (14360, 1720805) = -2 * (20, 5)
4. (14360, -1720805) = -(14360,
1720805)
5. (115, 1230) = 1 * (20, 5)
- 1 * (34, 177)
6. (115, -1230) = -(115,
1230)
7. (34, 177) = 1 * (34,
177)
8. (34, -177) = -(34,
177)
E_-07974: r = 2 t = 1 #III =
1
E(Q) = <(6511/25,
525259/125)> x <(6700873/327184, 4646773061/187149248)>
R = 138.2721674461
0 integral points
E_-07973: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07972: r = 2 t = 1 #III =
1
E(Q) = <(26, 98)> x
<(262058/169, 134151542/2197)>
R = 35.3318230410
2 integral points
1. (26, 98) = 1 * (26,
98)
2. (26, -98) = -(26,
98)
E_-07971: r = 3 t = 1 #III =
1
E(Q) = <(55, 398)> x
<(475, 10352)> x <(171313/7056, 47196631/592704)>
R = 314.6055259221
4 integral points
1. (55, 398) = 1 * (55,
398)
2. (55, -398) = -(55,
398)
3. (475, 10352) = 1 * (475, 10352)
4. (475, -10352) = -(475,
10352)
E_-07970: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07969: r = 1 t = 1 #III =
1
E(Q) = <(2291157583928969147760088047142360067139443658017/92538079938280437635007977166081647057080271716,
2390047508063301126770382344695936751703026382114575661401665649622076433/28150150832075955331459903893418198214687126982200365858063780675690264)>
R = 111.8099458689
0 integral points
E_-07968: r = 1 t = 1 #III =
1
E(Q) = <(43839337/156816,
290212931125/62099136)>
R = 17.6399362671
0 integral points
E_-07967: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07966: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07965: r = 2 t = 1 #III =
1
E(Q) = <(21, 36)> x
<(1909/81, 52192/729)>
R = 13.3949682266
2 integral points
1. (21, 36) = 1 * (21,
36)
2. (21, -36) = -(21,
36)
E_-07964: r = 1 t = 1 #III =
1
E(Q) = <(20, 6)>
R = 2.0708423108
4 integral points
1. (20, 6) = 1 * (20,
6)
2. (20, -6) = -(20, 6)
3. (9960, 994006) = -2 * (20, 6)
4. (9960, -994006) = -(9960,
994006)
E_-07963: r = 1 t = 1 #III =
1
E(Q) = <(184848429558931/1792211400225,
2504043783867744535204/2399296128880215375)>
R = 32.9687861615
0 integral points
E_-07962: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07961: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07960: r = 1 t = 1 #III =
1
E(Q) =
<(188439324586/8295019929, 46347887233109204/755485530073533)>
R = 25.7610280580
0 integral points
E_-07959: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07958: r = 1 t = 1 #III =
1
E(Q) = <(10167/121,
1018255/1331)>
R = 9.3715202156
0 integral points
E_-07957: r = 2 t = 1 #III =
1
E(Q) = <(61, 468)> x
<(160681/6561, 43603118/531441)>
R = 44.2007363615
2 integral points
1. (61, 468) = 1 * (61,
468)
2. (61, -468) = -(61, 468)
E_-07956: r = 1 t = 1 #III =
1
E(Q) = <(30, 138)>
R = 2.3605016526
2 integral points
1. (30, 138) = 1 * (30,
138)
2. (30, -138) = -(30,
138)
E_-07955: r = 1 t = 1 #III =
1
E(Q) = <(151872991/1432809,
1865371996774/1715072373)>
R = 18.9536003172
0 integral points
E_-07954: r = 2 t = 1 #III =
4
E(Q) = <(185/4, 2413/8)>
x <(1115/49, 21223/343)>
R = 35.9357967069
0 integral points
E_-07953: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07952: r = 2 t = 1 #III =
1
E(Q) = <(57, 421)> x
<(342897/7921, 190696799/704969)>
R = 55.3068070203
2 integral points
1. (57, 421) = 1 * (57,
421)
2. (57, -421) = -(57,
421)
E_-07951: r = 2 t = 1 #III =
1
E(Q) = <(20, 7)> x
<(3890/169, 143129/2197)>
R = 24.2029363085
2 integral points
1. (20, 7) = 1 * (20,
7)
2. (20, -7) = -(20, 7)
E_-07950: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07949: r = 1 t = 1 #III =
1
E(Q) = <(936064257/46771921,
2619592926098/319873167719)>
R = 21.2052090370
0 integral points
E_-07948: r = 1 t = 1 #III =
1
E(Q) =
<(6567751201/70560000, 529632106614449/592704000000)>
R = 22.7361661598
0 integral points
E_-07947: r = 1 t = 1 #III =
1
E(Q) =
<(561477736783/16261605441, 377936649502940890/2073696187441761)>
R = 27.3922719023
0 integral points
E_-07946: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-07945: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07944: r = 2 t = 1 #III =
1
E(Q) = <(22, 52)> x
<(263266/7569, 121663360/658503)>
R = 33.7008044690
2 integral points
1. (22, 52) = 1 * (22,
52)
2. (22, -52) = -(22,
52)
E_-07943: r = 1 t = 1 #III =
1
E(Q) = <(412/9,
8009/27)>
R = 5.8188874759
0 integral points
E_-07942: r = 1 t = 1 #III =
1
E(Q) = <(23, 65)>
R = 3.6220800821
2 integral points
1. (23, 65) = 1 * (23,
65)
2. (23, -65) = -(23,
65)
E_-07941: r = 1 t = 1 #III =
1
E(Q) =
<(16337330731710259711092265/88563948319863319331889,
65992833907042591969990895982751255414/26356361446122817538643294458309463)>
R = 58.1218538130
0 integral points
E_-07940: r = 1 t = 1 #III =
1
E(Q) = <(292010102709/6611478721,
150349669116359683/537585946283231)>
R = 26.6689454322
0 integral points
E_-07939: r = 1 t = 1 #III =
1
E(Q) = <(331781335/4800481,
5970247512426/10517853871)>
R = 19.2455808106
0 integral points
E_-07938: r = 2 t = 1 #III =
1
E(Q) = <(99, 981)> x
<(81/4, 153/8)>
R = 11.2295031017
2 integral points
1. (99, 981) = 1 * (99,
981)
2. (99, -981) = -(99, 981)
E_-07937: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07936: r = 1 t = 1 #III =
1
E(Q) = <(20, 8)>
R = 2.1575090550
4 integral points
1. (20, 8) = 1 * (20,
8)
2. (20, -8) = -(20, 8)
3. (5585, 417383) = -2 * (20, 8)
4. (5585, -417383) = -(5585,
417383)
E_-07935: r = 2 t = 1 #III =
1
E(Q) = <(46, 299)> x
<(184/9, 667/27)>
R = 4.8436030736
6 integral points
1. (46, 299) = 1 * (46,
299)
2. (46, -299) = -(46,
299)
3. (94, 907) = -1 * (46, 299) + 1 * (184/9, 667/27)
4. (94, -907) = -(94,
907)
5. (51616, 11726719) = 2 *
(46, 299) + 1 * (184/9, 667/27)
6. (51616, -11726719) =
-(51616, 11726719)
E_-07934: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07933: r = 1 t = 1 #III =
1
E(Q) =
<(1200626965373/56219729449, 566643215334782500/13330091390464043)>
R = 28.3322706917
0 integral points
E_-07932: r = 2 t = 1 #III =
1
E(Q) = <(172, 2254)> x
<(10333/81, 1048355/729)>
R = 38.5895252386
2 integral points
1. (172, 2254) = 1 * (172,
2254)
2. (172, -2254) = -(172,
2254)
E_-07931: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07930: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07929: r = 1 t = 1 #III =
1
E(Q) = <(369/16,
4215/64)>
R = 5.6636044700
0 integral points
E_-07928: r = 2 t = 1 #III =
1
E(Q) = <(62, 480)> x
<(162, 2060)>
R = 13.4069160810
4 integral points
1. (62, 480) = 1 * (62,
480)
2. (62, -480) = -(62,
480)
3. (162, 2060) = 1 * (162,
2060)
4. (162, -2060) = -(162, 2060)
E_-07927: r = 1 t = 1 #III =
1
E(Q) =
<(2355169023074/98863080625,
2324652628516948207/31085024125515625)>
R = 28.4972559535
0 integral points
E_-07926: r = 0 t = 1 #III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07925: r = 1 t = 1 #III =
4
E(Q) = <(58801/2601,
7991074/132651)>
R = 11.4754875246
0 integral points
E_-07924: r = 1 t = 1 #III =
1
E(Q) = <(45173/2209,
2601061/103823)>
R = 11.2559243161
0 integral points
E_-07923: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07922: r = 1 t = 1 #III =
1
E(Q) =
<(496635967683/332004841, 349990889666202805/6049460207861)>
R = 26.9393189179
0 integral points
E_-07921: r = 1 t = 1 #III =
1
E(Q) = <(89/4,
445/8)>
R = 1.9965222534
0 integral points
E_-07920: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07919: r = 1 t = 1 #III =
1
E(Q) = <(20, 9)>
R = 2.5320697818
2 integral points
1. (20, 9) = 1 * (20, 9)
2. (20, -9) = -(20, 9)
E_-07918: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07917: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-07916: r = 1 t = 1 #III =
1
E(Q) = <(99229549/4941729,
147505821085/10985463567)>
R = 18.9587951388
0 integral points
E_-07915: r = 2 t = 1 #III =
1
E(Q) = <(2681/16,
138701/64)> x <(223531/2601, 105022376/132651)>
R = 98.8349253973
0 integral points
E_-07914: r = 1 t = 1 #III =
1
E(Q) =
<(6823870872186745/20722087831104,
563635152558739713051827/94330093564535735808)>
R = 36.4963932670
0 integral points
E_-07913: r = 1 t = 1 #III =
1
E(Q) =
<(277588928698993/153192394404,
4624906129662166909975/59959196784936792)>
R = 33.2639257819
0 integral points
E_-07912: r = 2 t = 1 #III =
1
E(Q) = <(41, 247)> x
<(2554/25, 128592/125)>
R = 23.6209890535
2 integral points
1. (41, 247) = 1 * (41,
247)
2. (41, -247) = -(41,
247)
E_-07911: r = 1 t = 1 #III =
1
E(Q) = <(240,
3717)>
R = 3.6047131643
2 integral points
1. (240, 3717) = 1 * (240,
3717)
2. (240, -3717) = -(240,
3717)
E_-07910: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07909: r = 2 t = 1 #III =
1
E(Q) = <(2905/144,
29987/1728)> x <(115945/3249, 35880722/185193)>
R = 91.1398075628
0 integral points
E_-07908: r = 2 t = 1 #III =
1
E(Q) = <(202/9, 1574/27)> x
<(5773/81, 433817/729)>
R = 44.4920382975
0 integral points
E_-07907: r = 1 t = 1 #III =
1
E(Q) =
<(6406068799/260984025, 349761499902782/4216196923875)>
R = 23.0397407339
0 integral points
E_-07906: r = 1 t = 1 #III =
9
E(Q) = <(35, 187)>
R = 3.8890430015
2 integral points
1. (35, 187) = 1 * (35,
187)
2. (35, -187) = -(35,
187)
E_-07905: r = 1 t = 1 #III =
1
E(Q) = <(40987441/2056356,
10940826871/2948814504)>
R = 18.0778147056
0 integral points
E_-07904: r = 1 t = 1 #III =
1
E(Q) =
<(758949820170585/9070794674176, 20766793206102549960739/27319201700611096576)>
R = 34.4078537404
0 integral points
E_-07903: r = 1 t = 1 #III =
1
E(Q) = <(886/9,
26263/27)>
R = 6.4480993617
0 integral points
E_-07902: r = 1 t = 1 #III =
1
E(Q) = <(129/4,
1281/8)>
R = 4.4870600477
0 integral points
E_-07901: r = 2 t = 1 #III =
1
E(Q) = <(329/4, 5925/8)>
x <(19267977/5929, 84577360762/456533)>
R = 89.4391646720
0 integral points
E_-07900: r = 2 t = 1 #III =
1
E(Q) = <(20, 10)> x
<(80, 710)>
R = 3.6939739492
8 integral points
1. (20, 10) = 1 * (20,
10)
2. (20, -10) = -(20,
10)
3. (3560, 212410) = -2 * (20, 10)
4. (3560, -212410) = -(3560,
212410)
5. (44, 278) = 1 * (20, 10)
- 1 * (80, 710)
6. (44, -278) = -(44,
278)
7. (80, 710) = 1 * (80,
710)
8. (80, -710) = -(80,
710)
E_-07899: r = 1 t = 1 #III =
1
E(Q) = <(218761/1764,
102106565/74088)>
R = 12.3940068380
0 integral points
E_-07898: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07897: r = 1 t = 1 #III =
1
E(Q) =
<(103332283330934183956227922122503273782589/3840918942394395059167130633268197025625,
25609822041771049814892887995285392022618610659580783294142062/238041519067181664508324176817815757026284901472492727171875)>
R = 94.8621609090
0 integral points
E_-07896: r = 1 t = 1 #III =
1
E(Q) = <(2650/9,
136396/27)>
R = 7.2307214513
0 integral points
E_-07895: r = 2 t = 1 #III =
1
E(Q) = <(24, 77)> x
<(1254/49, 32297/343)>
R = 22.4976616921
2 integral points
1. (24, 77) = 1 * (24,
77)
2. (24, -77) = -(24,
77)
E_-07894: r = 2 t = 1 #III =
1
E(Q) = <(649/16,
15525/64)> x <(1278703/56169, 831794291/13312053)>
R = 83.9096006401
0 integral points
E_-07893: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07892: r = 2 t = 1 #III =
1
E(Q) = <(21, 37)> x
<(13286/121, 1526838/1331)>
R = 28.4335243050
2 integral points
1. (21, 37) = 1 * (21,
37)
2. (21, -37) = -(21,
37)
E_-07891: r = 1 t = 1 #III =
1
E(Q) = <(54530425/19044,
402678322541/2628072)>
R =
17.8185454614
0 integral points
E_-07890: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07889: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07888: r = 1 t = 1 #III =
1
E(Q) = <(969553/21609,
912041425/3176523)>
R = 14.0489607972
0 integral points
E_-07887: r = 2 t = 1 #III =
1
E(Q) = <(31, 148)> x
<(577/16, 12641/64)>
R = 24.3814888997
4 integral points
1. (31, 148) = 1 * (31,
148)
2. (31, -148) = -(31,
148)
3. (4591, 311072) = 1 * (31,
148) - 1 * (577/16, 12641/64)
4. (4591, -311072) = -(4591,
311072)
E_-07886: r = 1 t = 1 #III =
1
E(Q) = <(43963281/309136,
291097820345/171879616)>
R = 17.6846128684
0 integral points
E_-07885: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07884: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07883: r = 1 t = 1 #III =
1
E(Q) =
<(215040867217/1830641796, 99477040711528025/78325839883656)>
R = 26.1977171097
0 integral points
E_-07882: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07881: r = 2 t = 1 #III =
1
E(Q) = <(25, 88)> x
<(1564501/73441, 841207070/19902511)>
R = 54.1929721982
2 integral points
1. (25, 88) = 1 * (25,
88)
2. (25, -88) = -(25,
88)
E_-07880: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07879: r = 2 t = 1 #III =
1
E(Q) = <(20, 11)> x
<(33479/1681, 314080/68921)>
R = 32.9142953344
2 integral points
1. (20, 11) = 1 * (20,
11)
2. (20, -11) = -(20,
11)
E_-07878: r = 1 t = 1 #III =
1
E(Q) =
<(1769729167138411696755007160344862191/5230071391924711010645360435070225,
2354052011735846667073718530484624101642527720933954989/378234749075890101194933026207103409709122088421625)>
R = 83.5000293738
0 integral points
E_-07877: r = 1 t = 1 #III =
1
E(Q) =
<(5612761353/26275876, 420328949763515/134690140376)>
R = 22.5054945684
0 integral points
E_-07876: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07875: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07874: r = 2 t = 1 #III =
1
E(Q) = <(113/4, 969/8)> x
<(7785/64, 685387/512)>
R = 41.4304247722
0 integral points
E_-07873: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07872: r = 1 t = 1 #III =
1
E(Q) = <(3193/36,
179405/216)>
R = 8.2053683344
0 integral points
E_-07871: r = 1 t = 1 #III =
1
E(Q) =
<(20923619779615/15674789601,
95709381710999704552/1962467983255599)>
R = 30.6810642952
0 integral points
E_-07870: r = 1 t = 1 #III =
1
E(Q) =
<(15041260424948224001/717995975823130624,
22134263040455485085960181761/608391328304087997316333568)>
R = 44.6831024101
0 integral points
E_-07869: r = 1 t = 1 #III =
1
E(Q) =
<(2890404073/101364624, 126301750238069/1020539034432)>
R = 22.1861922028
0 integral points
E_-07868: r = 2 t = 1 #III =
1
E(Q) = <(81/4, 167/8)> x
<(309, 5431)>
R = 28.2912806449
2 integral points
1. (309, 5431) = 1 * (309,
5431)
2. (309, -5431) = -(309,
5431)
E_-07867: r = 1 t = 1 #III =
1
E(Q) = <(2617/4,
133875/8)>
R = 7.3391700778
0 integral points
E_-07866: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07865: r = 1 t = 1 #III =
1
E(Q) = <(209/4,
2937/8)>
R = 3.4229002520
0 integral points
E_-07864: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07863: r = 1 t = 1 #III =
1
E(Q) = <(919162/42849,
397443671/8869743)>
R = 13.7842620864
0 integral points
E_-07862: r = 2 t = 1 #III =
1
E(Q) = <(1639/9,
66311/27)> x <(9527113671751/55792802025,
29383185230412382999/13178538802315125)>
R = 223.5980239243
0 integral points
E_-07861: r = 1 t = 1 #III =
1
E(Q) = <(5145735737/98644624,
358756442049517/979738405568)>
R = 22.5902251321
0 integral points
E_-07860: r = 1 t = 1 #III =
1
E(Q) = <(2134/81,
74438/729)>
R = 7.4033385254
0 integral points
E_-07859: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07858: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07857: r = 1 t = 1 #III =
1
E(Q) = <(2703119953/7761796,
140526290111815/21624363656)>
R = 21.7527565198
0 integral points
E_-07856: r = 2 t = 1 #III =
1
E(Q) = <(20, 12)> x
<(468, 10124)>
R = 7.5092892135
6 integral points
1. (20, 12) = 1 * (20,
12)
2. (20, -12) = -(20,
12)
3. (2460, 122012) = -2 * (20, 12)
4. (2460, -122012) = -(2460,
122012)
5. (468, 10124) = 1 * (468,
10124)
6. (468, -10124) = -(468,
10124)
E_-07855: r = 1 t = 1 #III =
1
E(Q) =
<(27432214174/676988361, 4266880872950863/17614560164859)>
R = 23.8635049209
0 integral points
E_-07854: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-07853: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07852: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07851: r = 2 t = 1 #III =
1
E(Q) = <(3769/144,
173485/1728)> x <(42163/1521, 6879556/59319)>
R = 87.6926681055
0 integral points
E_-07850: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07849: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07848: r = 1 t = 1 #III =
1
E(Q) = <(606/25,
9996/125)>
R =
5.4446030874
0 integral points
E_-07847: r = 1 t = 1 #III =
1
E(Q) = <(36, 197)>
R = 3.4457945731
2 integral points
1. (36, 197) = 1 * (36,
197)
2. (36, -197) = -(36, 197)
E_-07846: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07845: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07844: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07843: r = 2 t = 1 #III =
1
E(Q) = <(10343/49,
1051450/343)> x <(52431611/1677025, 327333109984/2171747375)>
R = 162.3180518269
0 integral points
E_-07842: r = 1 t = 1 #III =
1
E(Q) =
<(960949572049/21161520900, 901693138744037593/3078366445323000)>
R = 27.8520865922
0 integral points
E_-07841: r = 3 t = 1 #III =
1
E(Q) = <(5217/4,
376817/8)> x <(5545/144, 383509/1728)> x <(12741/361,
1303610/6859)>
R = 486.1643259982
0 integral points
E_-07840: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07839: r = 1 t = 1 #III =
1
E(Q) = <(22, 53)>
R = 3.1326298490
2 integral points
1. (22, 53) = 1 * (22,
53)
2. (22, -53) = -(22,
53)
E_-07838: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07837: r = 2 t = 1 #III =
1
E(Q) = <(89/4, 451/8)> x
<(1073/49, 17702/343)>
R = 36.9785566851
0 integral points
E_-07836: r = 1 t = 1 #III =
1
E(Q) = <(52070342185/558471424,
11824318126874581/13197796691968)>
R = 24.8057675627
0 integral points
E_-07835: r = 1 t = 1 #III =
1
E(Q) = <(122573449/6022116,
361152333883/14778272664)>
R = 19.1623098087
0 integral points
E_-07834: r = 1 t = 1 #III =
1
E(Q) =
<(16759826741393971479539/178431180832891575625,
2159443008003759649415835572147663/2383450431689760812097606546875)>
R = 51.3022256327
0 integral points
E_-07833: r = 1 t = 1 #III =
1
E(Q) = <(896617/12321,
840332800/1367631)>
R = 13.8719888562
0 integral points
E_-07832: r = 1 t = 1 #III =
1
E(Q) = <(1175289/52900,
681186163/12167000)>
R = 14.4763507826
0 integral points
E_-07831: r = 3 t = 1 #III =
1
E(Q) = <(40, 237)> x
<(20, 13)> x <(230, 3487)>
R = 40.1380009055
6 integral points
1. (40, 237) = 1 * (40,
237)
2. (40, -237) = -(40,
237)
3. (20, 13) = 1 * (20,
13)
4. (20, -13) = -(20,
13)
5. (230, 3487) = 1 * (230,
3487)
6. (230, -3487) = -(230,
3487)
E_-07830: r = 1 t = 1 #III =
1
E(Q) = <(1159,
39457)>
R = 7.0658494066
2 integral points
1. (1159, 39457) = 1 *
(1159, 39457)
2. (1159, -39457) = -(1159,
39457)
E_-07829: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07828: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07827: r = 1 t = 1 #III =
1
E(Q) =
<(2921215234973851/4597872390225, 157884213538688197245776/9859056840825809625)>
R = 35.6299918601
0 integral points
E_-07826: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07825: r = 2 t = 1 #III =
1
E(Q) = <(989/49,
6838/343)> x <(1594529/26896, 1975317617/4410944)>
R = 102.0341273568
0 integral points
E_-07824: r = 1 t = 1 #III =
1
E(Q) = <(333865/9801,
172766899/970299)>
R = 13.0595241487
0 integral points
E_-07823: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07822: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07821: r = 1 t = 1 #III =
1
E(Q) = <(3261/121,
144300/1331)>
R = 7.7789013647
0 integral points
E_-07820: r = 1 t = 1 #III =
1
E(Q) =
<(27372081601/1195223184, 2675028744880289/41321255917248)>
R = 24.5190150085
0 integral points
E_-07819: r = 1 t = 1 #III =
1
E(Q) =
<(762206904596545/28333200535236,
16277828152437975041281/150814623129804492984)>
R = 34.6894084465
0 integral points
E_-07818: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07817: r = 2 t = 1 #III =
1
E(Q) = <(21, 38)> x
<(5531856691053/275050949209,
2573562886766523578/144251295465507677)>
R = 106.5090778521
2 integral points
1. (21, 38) = 1 * (21,
38)
2. (21, -38) = -(21,
38)
E_-07816: r = 1 t = 1 #III =
1
E(Q) = <(4070/169,
172316/2197)>
R = 8.0836144835
0 integral points
E_-07815: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07814: r = 1 t = 1 #III =
1
E(Q) = <(442095/11881,
270742901/1295029)>
R = 13.3134495820
0 integral points
E_-07813: r = 2 t = 1 #III =
1
E(Q) = <(14221/625,
984144/15625)> x <(211129/10000, 39977133/1000000)>
R = 100.2676975913
0 integral points
E_-07812: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07811: r = 3 t = 1 #III =
1
E(Q) = <(23, 66)> x
<(105/4, 811/8)> x <(183, 2474)>
R = 77.4877932658
6 integral points
1. (2603, 132804) = 1 * (23,
66) - 1 * (105/4, 811/8)
2. (2603, -132804) = -(2603,
132804)
3. (23, 66) = 1 * (23,
66)
4. (23, -66) = -(23,
66)
5. (183, 2474) = 1 * (183,
2474)
6. (183, -2474) = -(183,
2474)
E_-07810: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07809: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07808: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-07807: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07806: r = 1 t = 1 #III =
1
E(Q) =
<(77689866106807736791/2579429896023933225,
578745476387676164163244351339/4142720120300110244079127125)>
R = 46.1805481395
0 integral points
E_-07805: r = 1 t = 1 #III =
1
E(Q) = <(205179409/3122289,
2898308723878/5517084663)>
R = 19.3220755259
0 integral points
E_-07804: r = 3 t = 1 #III =
1
E(Q) = <(20, 14)> x
<(32, 158)> x <(112, 1182)>
R = 18.4142312482
14 integral points
1. (20, 14) = 1 * (20,
14)
2. (20, -14) = -(20,
14)
3. (32, 158) = 1 * (32,
158)
4. (32, -158) = -(32,
158)
5. (92, 878) = -1 * (20, 14) - 1 * (32, 158)
6. (92, -878) = -(92,
878)
7. (37, 207) = 1 * (20, 14)
- 1 * (112, 1182)
8. (37, -207) = -(37, 207)
9. (112, 1182) = 1 * (112,
1182)
10. (112, -1182) = -(112,
1182)
11. (5260, 381486) = -1 * (20, 14) + 1 * (32, 158) + 1 * (112,
1182)
12. (5260, -381486) = -(5260,
381486)
13. (10405, 1061361) = -1 * (20, 14) - 1 * (32, 158) - 1 * (112,
1182)
14. (10405, -1061361) =
-(10405, 1061361)
E_-07803: r = 1 t = 1 #III =
1
E(Q) = <(273/4,
4455/8)>
R = 4.1376186609
0 integral points
E_-07802: r = 2 t = 1 #III =
1
E(Q) = <(27, 109)> x
<(401/16, 5703/64)>
R = 21.6972313868
4 integral points
1. (27, 109) = 1 * (27,
109)
2. (27, -109) = -(27,
109)
3. (10403, 1061055) = -1 * (27, 109) + 1 * (401/16, 5703/64)
4. (10403, -1061055) =
-(10403, 1061055)
E_-07801: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07800: r = 1 t = 1 #III
= 1
E(Q) = <(8434/9,
774548/27)>
R = 8.3598935697
0 integral points
E_-07799: r = 1 t = 1 #III =
1
E(Q) =
<(1978572297/10995856, 87950235148517/36462258496)>
R = 21.4732574725
0 integral points
E_-07798: r = 1 t = 1 #III =
1
E(Q) =
<(4186673279076923855873/192404398867900177984,
133574426854579521069423750659585/2668839737391050049783310555648)>
R = 50.2938809231
0 integral points
E_-07797: r = 1 t = 1 #III =
1
E(Q) =
<(16323672781/411887025, 1950592783692196/8359247172375)>
R = 23.8119193800
0 integral points
E_-07796: r = 1 t = 1 #III =
1
E(Q) = <(8757/289,
695237/4913)>
R = 9.4566799905
0 integral points
E_-07795: r = 1 t = 1 #III =
1
E(Q) = <(2599,
132498)>
R = 7.3182677981
2 integral points
1. (2599, 132498) = 1 *
(2599, 132498)
2. (2599, -132498) = -(2599,
132498)
E_-07794: r = 1 t = 1 #III =
1
E(Q) = <(58211265/964324,
436191049887/946966168)>
R = 17.3454368897
0 integral points
E_-07793: r = 2 t = 1 #III =
1
E(Q) = <(657, 16840)> x
<(735209/10000, 624188427/1000000)>
R = 75.9889350636
2 integral points
1. (657, 16840) = 1 * (657,
16840)
2. (657, -16840) = -(657,
16840)
E_-07792: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07791: r = 1 t = 1 #III =
1
E(Q) = <(28, 119)>
R = 1.9797605863
2 integral points
1. (28, 119) = 1 * (28,
119)
2. (28, -119) = -(28,
119)
E_-07790: r = 2 t = 1 #III =
1
E(Q) = <(39, 227)> x
<(139561217679/6566995369, 22630011554182777/532169603717653)>
R = 101.9238542720
2 integral points
1. (39, 227) = 1 * (39,
227)
2. (39, -227) = -(39,
227)
E_-07789: r = 1 t = 1 #III =
1
E(Q) = <(886602997/34117281,
19687804676432/199279038321)>
R = 21.0377339918
0 integral points
E_-07788: r = 2 t = 1 #III =
1
E(Q) = <(11509/225,
1198223/3375)> x <(26893/729, 4053725/19683)>
R = 79.5182457166
0 integral points
E_-07787: r = 2 t = 1 #III =
1
E(Q) = <(2367/49,
111110/343)> x <(1080737097073/15633501156,
1110197933517692375/1954719183539304)>
R = 216.4252394598
0 integral points
E_-07786: r = 2 t = 1 #III =
1
E(Q) = <(83, 751)> x
<(148725937/7463824, 228719661417/20391167168)>
R = 85.5884265986
2 integral points
1. (83, 751) = 1 * (83,
751)
2. (83, -751) = -(83, 751)
E_-07785: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07784: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07783: r = 1 t = 1 #III =
1
E(Q) = <(38, 217)>
R = 3.4831997883
2 integral points
1. (38, 217) = 1 * (38,
217)
2. (38, -217) = -(38,
217)
E_-07782: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07781: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07780: r = 1 t = 1 #III =
1
E(Q) = <(4773963320354/5720653225,
10430754163406871442/432681606672875)>
R = 28.5156522518
0 integral points
E_-07779: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07778: r = 1 t = 1 #III =
1
E(Q) = <(31859913/1607824,
3345119365/2038720832)>
R = 17.8261120224
0 integral points
E_-07777: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07776: r = 1 t = 1 #III =
1
E(Q) = <(1153,
39151)>
R = 7.0606895071
2 integral points
1. (1153, 39151) = 1 *
(1153, 39151)
2. (1153, -39151) = -(1153,
39151)
E_-07775: r = 2 t = 1 #III =
1
E(Q) = <(20, 15)> x <(26,
99)>
R = 3.8201219430
10 integral points
1. (20, 15) = 1 * (20,
15)
2. (20, -15) = -(20,
15)
3. (1560, 61615) = -2 * (20, 15)
4. (1560, -61615) = -(1560,
61615)
5. (315, 5590) = 1 * (20,
15) - 1 * (26, 99)
6. (315, -5590) = -(315,
5590)
7. (26, 99) = 1 * (26,
99)
8. (26, -99) = -(26,
99)
9. (150, 1835) = -1 * (20, 15) - 1 * (26, 99)
10. (150, -1835) = -(150, 1835)
E_-07774: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07773: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07772: r = 1 t = 1 #III =
1
E(Q) = <(132,
1514)>
R = 4.0504902154
2 integral points
1. (132, 1514) = 1 * (132,
1514)
2. (132, -1514) = -(132,
1514)
E_-07771: r = 2 t = 1 #III =
1
E(Q) = <(2249/64,
96635/512)> x <(50788945/736164, 357646006151/631628712)>
R = 139.2084924299
0 integral points
E_-07770: r = 1 t = 1 #III =
1
E(Q) =
<(3789507388377979/145125751644225, 175126281031291578313933/1748303081793924393375)>
R = 36.3036848868
0 integral points
E_-07769: r = 3 t = 1 #III =
1
E(Q) = <(81/4, 185/8)> x
<(205/9, 1718/27)> x <(57345/2809, 4047368/148877)>
R = 297.8645051913
0 integral points
E_-07768: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07767: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07766: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07765: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07764: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07763: r = 1 t = 1 #III =
1
E(Q) = <(207601/900,
94559849/27000)>
R = 12.2960869564
0 integral points
E_-07762: r = 1 t = 1 #III =
4
E(Q) = <(11987/289,
1238965/4913)>
R = 9.6748446245
0 integral points
E_-07761: r = 1 t = 1 #III =
1
E(Q) = <(63862345/1695204,
471856059611/2207155608)>
R = 18.2821705314
0 integral points
E_-07760: r = 1 t = 1 #III =
1
E(Q) = <(2712266961/179776,
141253315403161/76225024)>
R = 21.7218577047
0 integral points
E_-07759: r = 1 t = 1 #III =
1
E(Q) = <(70, 579)>
R = 3.4085548986
2 integral points
1. (70, 579) = 1 * (70,
579)
2. (70, -579) = -(70,
579)
E_-07758: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07757: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07756: r = 1 t = 1 #III =
1
E(Q) =
<(138370457447653/1241729120241,
1623097075963257379351/1383694768829033289)>
R =
32.6695437679
0 integral points
E_-07755: r = 1 t = 1 #III =
1
E(Q) =
<(16983000323089/758372755716,
38933751879835198183/660425880824255736)>
R = 30.9577616649
0 integral points
E_-07754: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07753: r = 1 t = 1 #III =
1
E(Q) = <(43583009/384400,
286957529777/238328000)>
R = 17.6969097464
0 integral points
E_-07752: r = 1 t = 1 #III =
1
E(Q) =
<(4172597398/158231241, 204784135074100/1990390780539)>
R = 21.8872781281
0 integral points
E_-07751: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07750: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07749: r = 1 t = 1 #III =
1
E(Q) = <(631513/31329,
116508106/5545233)>
R = 13.8967035456
0 integral points
E_-07748: r = 2 t = 1 #III =
1
E(Q) = <(29, 129)> x
<(114, 1214)>
R = 13.2352507478
4 integral points
1. (29, 129) = 1 * (29,
129)
2. (29, -129) = -(29,
129)
3. (114, 1214) = 1 * (114, 1214)
4. (114, -1214) = -(114,
1214)
E_-07747: r = 1 t = 1 #III =
1
E(Q) = <(184110703/5103081,
2282814877850/11527859979)>
R = 19.3534906177
0 integral points
E_-07746: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07745: r = 0 t = 1 #III = 25
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07744: r = 2 t = 1 #III =
1
E(Q) = <(20, 16)> x
<(89, 835)>
R = 9.0277678464
4 integral points
1. (20, 16) = 1 * (20,
16)
2. (20, -16) = -(20,
16)
3. (89, 835) = 1 * (89,
835)
4. (89, -835) = -(89,
835)
E_-07743: r = 2 t = 1 #III =
1
E(Q) = <(2116/9,
97307/27)> x <(1744/81, 34489/729)>
R = 54.2701976756
0 integral points
E_-07742: r = 1 t = 1 #III =
1
E(Q) =
<(13437930769099108911/60769105358349025,
49242837359727192945662917591/14980429465243042505692625)>
R = 44.0995436060
0 integral points
E_-07741: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07740: r = 2 t = 1 #III =
1
E(Q) = <(24, 78)> x
<(21, 39)>
R = 5.4603077406
8 integral points
1. (24, 78) = 1 * (24,
78)
2. (24, -78) = -(24,
78)
3. (1476, 56706) = -1 * (24, 78) + 1 * (21, 39)
4. (1476, -56706) = -(1476,
56706)
5. (21, 39) = 1 * (21,
39)
6. (21, -39) = -(21,
39)
7. (124, 1378) = -1 * (24, 78) - 1 * (21, 39)
8. (124, -1378) = -(124,
1378)
E_-07739: r = 1 t = 1 #III =
1
E(Q) = <(2585/4,
131427/8)>
R = 7.3269951120
0 integral points
E_-07738: r = 2 t = 1 #III =
1
E(Q) = <(329/16,
1979/64)> x <(6435221886583446467/40794307403664049,
16308605215272928195076831551/8239471317722601786472343)>
R = 273.5473878141
0 integral points
E_-07737: r = 2 t = 1 #III =
1
E(Q) = <(769/25,
18272/125)> x <(4438633/179776, 6518713525/76225024)>
R = 102.8822128573
0 integral points
E_-07736: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07735: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07734: r = 1 t = 1 #III =
1
E(Q) = <(2260735/35721,
3346928299/6751269)>
R = 14.8201112194
0 integral points
E_-07733: r = 1 t = 1 #III =
1
E(Q) = <(760137/17956,
628048165/2406104)>
R = 13.8188038300
0 integral points
E_-07732: r = 2 t = 1 #III =
1
E(Q) = <(22, 54)> x
<(1273/64, 6003/512)>
R = 15.7215032056
2 integral points
1. (22, 54) = 1 * (22,
54)
2. (22, -54) = -(22,
54)
E_-07731: r = 1 t = 1 #III =
1
E(Q) =
<(2231116658223322417/38272474930124484,
3266929450950753885801526583/7487379066236956703352648)>
R = 42.4535471186
0 integral points
E_-07730: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07729: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07728: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-07727: r = 1 t = 1 #III =
1
E(Q) = <(153/4,
1757/8)>
R = 5.3355899882
0 integral points
E_-07726: r = 1 t = 1 #III =
1
E(Q) = <(8015/361,
389113/6859)>
R = 9.4867378548
0 integral points
E_-07725: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07724: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07723: r = 3 t = 1 #III =
1
E(Q) = <(47, 310)> x
<(377/16, 4685/64)> x <(811/25, 20316/125)>
R = 156.6679389998
2 integral points
1. (47, 310) = 1 * (47,
310)
2. (47, -310) = -(47, 310)
E_-07722: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07721: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07720: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07719: r = 1 t = 1 #III =
1
E(Q) = <(684775/25281,
443148164/4019679)>
R = 13.8548482772
0 integral points
E_-07718: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07717: r = 1 t = 1 #III =
1
E(Q) =
<(114435482672761036043706741996617/348583221834496618153837160704, 1224034588987855940304333086679437994023903252795/205806799702350946424071145492634365727035392)>
R = 73.8545573039
0 integral points
E_-07716: r = 1 t = 1 #III =
1
E(Q) = <(2554/9,
129050/27)>
R = 7.1950519625
0 integral points
E_-07715: r = 2 t = 1 #III =
1
E(Q) = <(2529/16,
127057/64)> x <(224265349081/1868314176,
105967448634361699/80756011943424)>
R = 207.4622504754
0 integral points
E_-07714: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07713: r = 1 t = 1 #III =
1
E(Q) = <(33, 168)>
R = 3.1136833075
2 integral points
1. (33, 168) = 1 * (33, 168)
2. (33, -168) = -(33,
168)
E_-07712: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07711: r = 1 t = 1 #III =
1
E(Q) = <(20, 17)>
R = 3.0773000903
2 integral points
1. (20, 17) = 1 * (20,
17)
2. (20, -17) = -(20,
17)
E_-07710: r = 2 t = 1 #III =
1
E(Q) = <(428911/18769,
167113879/2571353)> x <(30958921/964324,
150860275589/946966168)>
R = 221.8599999374
0 integral points
E_-07709: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07708: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07707: r = 2 t = 1 #III =
1
E(Q) = <(2083/81,
70300/729)> x <(9151/225, 823726/3375)>
R = 75.3058726992
0 integral points
E_-07706: r = 1 t = 1 #III =
1
E(Q) = <(58610815541785/2834367539364,
160852940617102068419/4771822145836577112)>
R = 32.2303848631
0 integral points
E_-07705: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07704: r = 2 t = 1 #III
= 1
E(Q) = <(25, 89)> x
<(10534, 1081160)>
R = 29.9493957963
4 integral points
1. (25, 89) = 1 * (25,
89)
2. (25, -89) = -(25,
89)
3. (10534, 1081160) = 1 *
(10534, 1081160)
4. (10534, -1081160) = -(10534,
1081160)
E_-07703: r = 1 t = 1 #III =
1
E(Q) = <(356167/16641,
98407360/2146689)>
R = 13.2962766145
0 integral points
E_-07702: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07701: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07700: r = 1 t = 1 #III =
1
E(Q) = <(1731361/66564,
1708505009/17173512)>
R = 14.7974260260
0 integral points
E_-07699: r = 2 t = 1 #III =
1
E(Q) = <(2795/49,
144668/343)> x <(36335/1369, 5311978/50653)>
R = 88.4062635610
0 integral points
E_-07698: r = 1 t = 1 #III =
1
E(Q) = <(10507/81,
1075105/729)>
R = 9.3529903665
0 integral points
E_-07697: r = 1 t = 1 #III =
1
E(Q) = <(4982769/220900,
6383142103/103823000)>
R = 15.9118877753
0 integral points
E_-07696: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07695: r = 1 t = 1 #III =
1
E(Q) = <(54, 387)>
R = 2.2818920128
2 integral points
1. (54, 387) = 1 * (54, 387)
2. (54, -387) = -(54,
387)
E_-07694: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07693: r = 2 t = 1 #III =
1
E(Q) = <(113, 1198)> x
<(16081/225, 2017646/3375)>
R = 43.4217614336
2 integral points
1. (113, 1198) = 1 * (113,
1198)
2. (113, -1198) = -(113,
1198)
E_-07692: r = 1 t = 1 #III =
1
E(Q) = <(46597/1089, 9552025/35937)>
R = 11.0235979669
0 integral points
E_-07691: r = 1 t = 1 #III =
1
E(Q) = <(163753/7056,
41100011/592704)>
R = 12.4844714818
0 integral points
E_-07690: r = 1 t = 1 #III =
1
E(Q) = <(26308496626739/3301766521,
134941037179437964073/189722806063181)>
R = 30.9024365869
0 integral points
E_-07689: r = 1 t = 1 #III =
1
E(Q) =
<(114620691272813547824059580037966553/1444465776937225169844294402326544,
38505869794673760865471994717160142927290030489777949/54898551426242494429195281806471067050720556843072)>
R = 80.8781876071
0 integral points
E_-07688: r = 1 t = 1 #III =
1
E(Q) = <(18822/841, 1447420/24389)>
R = 9.6431875937
0 integral points
E_-07687: r = 1 t = 1 #III =
1
E(Q) = <(184/9,
791/27)>
R = 5.2860358991
0 integral points
E_-07686: r = 1 t = 1 #III =
1
E(Q) = <(158103/2401,
62013279/117649)>
R = 11.4200072327
0 integral points
E_-07685: r = 2 t = 1 #III =
1
E(Q) = <(81/4, 199/8)> x
<(861, 25264)>
R = 32.2060659109
2 integral points
1. (861, 25264) = 1 * (861,
25264)
2. (861, -25264) = -(861,
25264)
E_-07684: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07683: r = 3 t = 1 #III =
1
E(Q) = <(43, 268)> x
<(601/4, 14717/8)> x <(1921/4, 84193/8)>
R = 183.1620866740
2 integral points
1. (43, 268) = 1 * (43,
268)
2. (43, -268) = -(43,
268)
E_-07682: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07681: r = 1 t = 1 #III =
1
E(Q) =
<(41081706234317009/2013966490508644,
2567009206492699897879175/90381253518581157845272)>
R = 38.7884383522
0 integral points
E_-07680: r = 1 t = 1 #III =
1
E(Q) = <(676/9,
17416/27)>
R = 5.2894371711
0 integral points
E_-07679: r = 2 t = 1 #III =
1
E(Q) = <(30, 139)> x
<(14200/81, 1690919/729)>
R = 27.9558668276
2 integral points
1. (30, 139) = 1 * (30,
139)
2. (30, -139) = -(30,
139)
E_-07678: r = 2 t = 1 #III =
1
E(Q) = <(23, 67)> x
<(553/16, 11733/64)>
R = 21.8181488039
2 integral points
1. (23, 67) = 1 * (23,
67)
2. (23, -67) = -(23,
67)
E_-07677: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07676: r = 1 t = 1 #III =
1
E(Q) = <(20, 18)>
R = 2.0652014837
2 integral points
1. (20, 18) = 1 * (20,
18)
2. (20, -18) = -(20,
18)
E_-07675: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07674: r = 0 t = 1
#III = 4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07673: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07672: r = 1 t = 1 #III =
1
E(Q) = <(113474/3025,
35337868/166375)>
R = 11.2562329284
0 integral points
E_-07671: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07670: r = 3 t = 1 #III =
1
E(Q) = <(159, 2003)> x
<(199/9, 1513/27)> x <(794439/17689, 677454233/2352637)>
R = 351.1640345897
4 integral points
1. (159, 2003) = 1 * (159,
2003)
2. (159, -2003) = -(159,
2003)
3. (6369039, 16073515093) =
1 * (159, 2003) - 1 * (199/9, 1513/27) - 1 * (794439/17689,
-677454233/2352637)
4. (6369039, -16073515093) =
-(6369039, 16073515093)
E_-07669: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07668: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07667: r = 1 t = 1 #III =
1
E(Q) =
<(11493571907/197486809, 1208003883223860/2775282126877)>
R = 22.8200407652
0 integral points
E_-07666: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07665: r = 2 t = 1 #III =
1
E(Q) = <(2689/16,
139327/64)> x <(908530261/6325225, 27349330827134/15907940875)>
R = 161.6840335405
0 integral points
E_-07664: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07663: r = 0 t = 1 #III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07662: r = 1 t = 1 #III =
1
E(Q) = <(52947577/19044,
385273429235/2628072)>
R = 17.7891737799
0 integral points
E_-07661: r = 1 t = 1 #III =
9
E(Q) = <(21, 40)>
R = 3.5652205236
2 integral points
1. (21, 40) = 1 * (21,
40)
2. (21, -40) = -(21,
40)
E_-07660: r = 1 t = 1 #III =
1
E(Q) = <(6074029/69169,
14884867107/18191447)>
R = 15.2069959161
0 integral points
E_-07659: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07658: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-07657: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07656: r = 2 t = 1 #III =
1
E(Q) = <(265, 4313)> x
<(216538/2601, 100092304/132651)>
R = 61.9116327466
2 integral points
1. (265, 4313) = 1 * (265,
4313)
2. (265, -4313) = -(265,
4313)
E_-07655: r = 1 t = 1 #III =
1
E(Q) = <(66, 529)>
R = 3.9083295502
2 integral points
1. (66, 529) = 1 * (66,
529)
2. (66, -529) = -(66,
529)
E_-07654: r = 1 t = 1 #III =
1
E(Q) =
<(23888558645708376352553554950095467056599/1212051647151472090003995162164867640625,
60857124572026930696256963044438433195160920535828101720257/42197011008111972127361884651003183728132992104205728515625)>
R = 93.5234825857
0 integral points
E_-07653: r = 1 t = 1 #III =
1
E(Q) =
<(1021367797/32387481, 28381137301000/184317154371)>
R = 21.1079287539
0 integral points
E_-07652: r = 1 t = 1 #III =
1
E(Q) = <(621037/31329,
65037385/5545233)>
R = 13.8857153946
0 integral points
E_-07651: r = 1 t = 1 #III =
1
E(Q) =
<(3065400151/42185025, 168018470977274/273991737375)>
R = 22.0080208415
0 integral points
E_-07650: r = 1 t = 1 #III =
1
E(Q) = <(907915/42849,
382831145/8869743)>
R = 13.1624797948
0 integral points
E_-07649: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07648: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07647: r = 1 t = 1 #III =
1
E(Q) =
<(11133659768683/200008411729,
36317030542232059402/89448361918678567)>
R = 30.2540604559
0 integral points
E_-07646: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-07645: r = 1 t = 1 #III =
1
E(Q) =
<(1974506716131161/34818744349081,
85879276976609816365406/205456392349140569021)>
R = 35.4283718307
0 integral points
E_-07644: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07643: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07642: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07641: r = 1 t = 1 #III =
1
E(Q) = <(1105/9,
36656/27)>
R = 7.1057702675
0 integral points
E_-07640: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07639: r = 1 t = 1 #III =
1
E(Q) = <(20, 19)>
R = 3.0758690089
2 integral points
1. (20, 19) = 1 * (20,
19)
2. (20, -19) = -(20,
19)
E_-07638: r = 0 t = 1 #III = 25
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07637: r = 2 t = 1 #III =
1
E(Q) = <(141, 1672)> x
<(382798405641/8042681761, 228298391869657318/721275743008241)>
R = 132.5440604919
2 integral points
1. (141, 1672) = 1 * (141,
1672)
2. (141, -1672) = -(141,
1672)
E_-07636: r = 1 t = 1 #III =
1
E(Q) = <(720065/13924,
593915231/1643032)>
R = 13.7156670469
0 integral points
E_-07635: r = 2 t = 1 #III =
1
E(Q) = <(3031/81,
154234/729)> x <(205459/441, 93126088/9261)>
R = 97.3050016432
0 integral points
E_-07634: r = 1 t = 1 #III =
1
E(Q) =
<(186388313412558907/1552819516800561,
80291089110837272485883383/61190143452544567471191)>
R = 39.8669714440
0 integral points
E_-07633: r = 2 t = 1 #III =
1
E(Q) = <(77, 670)> x
<(45857/2116, 4910575/97336)>
R = 49.5680350792
2 integral points
1. (77, 670) = 1 * (77,
670)
2. (77, -670) = -(77,
670)
E_-07632: r = 1 t = 1 #III =
1
E(Q) = <(433/4,
8983/8)>
R = 6.1818899456
0 integral points
E_-07631: r = 1 t = 1 #III =
1
E(Q) = <(94280/2809,
25862949/148877)>
R = 10.7856913125
0 integral points
E_-07630: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07629: r = 2 t = 1 #III =
1
E(Q) = <(1225/36,
38501/216)> x <(139981/9, 52372540/27)>
R = 81.8511453655
0 integral points
E_-07628: r = 1 t = 1 #III =
1
E(Q) = <(7145442745503097/361854897530256,
58359500950388496120755/6883378998590934275904)>
R = 37.0531153838
0 integral points
E_-07627: r = 2 t = 1 #III =
1
E(Q) = <(2459/25,
121448/125)> x <(7883/361, 362000/6859)>
R = 70.7861852972
0 integral points
E_-07626: r = 1 t = 1 #III =
1
E(Q) =
<(2234802211284833017/111954555488747664,
678542305877118977697239437/37459558539405006168491712)>
R = 42.7935365233
0 integral points
E_-07625: r = 1 t = 1 #III =
4
E(Q) = <(405,
8150)>
R = 4.4243235253
2 integral points
1. (405, 8150) = 1 * (405,
8150)
2. (405, -8150) = -(405,
8150)
E_-07624: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07623: r = 2 t = 1 #III =
1
E(Q) = <(22, 55)> x
<(121/4, 1133/8)>
R = 5.0453344136
4 integral points
1. (22, 55) = 1 * (22,
55)
2. (22, -55) = -(22,
55)
3. (58, 433) = -1 * (22, 55) - 1 * (121/4, 1133/8)
4. (58, -433) = -(58,
433)
E_-07622: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07621: r = 2 t = 1 #III =
1
E(Q) = <(5369/100,
383597/1000)> x <(810901/4761, 729653320/328509)>
R = 105.2498170517
0 integral points
E_-07620: r = 2 t = 1 #III =
1
E(Q) = <(34, 178)> x
<(841/4, 24379/8)>
R = 19.5861261748
2 integral points
1. (34, 178) = 1 * (34,
178)
2. (34, -178) = -(34,
178)
E_-07619: r = 1 t = 1 #III =
1
E(Q) =
<(14057867442320105322500753111593/689932432624439531806533991044,
16613007935634799055077132219869477617600052469/573072860086266440540697186031106900108417928)>
R = 72.2541163484
0 integral points
E_-07618: r = 1 t = 1 #III =
1
E(Q) =
<(171883895080907/4959533454001,
2036868762226954274345/11044885961593681001)>
R = 33.1107579244
0 integral points
E_-07617: r = 1 t = 1 #III =
1
E(Q) =
<(51408546193/1793861316, 9586192693557095/75977202177864)>
R = 25.0589228265
0 integral points
E_-07616: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07615: r = 1 t = 1 #III =
1
E(Q) = <(104,
1057)>
R = 4.2978452537
2 integral points
1. (104, 1057) = 1 * (104,
1057)
2. (104, -1057) = -(104,
1057)
E_-07614: r = 1 t = 1 #III =
1
E(Q) = <(1471/49,
47825/343)>
R = 7.6732603200
0 integral points
E_-07613: r = 2 t = 1 #III =
1
E(Q) = <(177/4, 2249/8)>
x <(8513/289, 658170/4913)>
R = 45.4240788184
0 integral points
E_-07612: r = 1 t = 1 #III =
1
E(Q) =
<(36580108768/814132089, 6696301056463702/23229630895437)>
R =
23.6596405395
0 integral points
E_-07611: r = 1 t = 1 #III =
1
E(Q) = <(4701679/154449,
8711663410/60698457)>
R = 15.7381858787
0 integral points
E_-07610: r = 2 t = 1 #III =
1
E(Q) = <(517899/2401,
372565717/117649)> x <(46513251/11449, 317223255769/1225043)>
R = 204.8163011187
0 integral points
E_-07609: r = 1 t = 1 #III =
1
E(Q) = <(616393/31329,
14791384/5545233)>
R = 13.8808023549
0 integral points
E_-07608: r = 1 t = 1 #III =
1
E(Q) = <(191698/3249,
82362700/185193)>
R = 11.6716370878
0 integral points
E_-07607: r = 2 t = 1 #III =
1
E(Q) = <(192, 2659)> x
<(178/9, 307/27)>
R = 25.5853066798
2 integral points
1. (192, 2659) = 1 * (192,
2659)
2. (192, -2659) = -(192,
2659)
E_-07606: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07605: r = 1 t = 1 #III =
1
E(Q) = <(2274741/32761,
3391625004/5929741)>
R = 14.0766714967
0 integral points
E_-07604: r = 2 t = 1 #III =
1
E(Q) = <(45, 289)> x
<(3422/121, 163098/1331)>
R = 29.5724269031
2 integral points
1. (45, 289) = 1 * (45,
289)
2. (45, -289) = -(45,
289)
E_-07603: r = 1 t = 1 #III =
1
E(Q) =
<(5149423253744449/256834599123600, 87955541698574223277793/4116046695630761016000)>
R = 36.7180467106
0 integral points
E_-07602: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07601: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07600: r = 2 t = 1 #III =
1
E(Q) = <(20, 20)> x
<(220/9, 2260/27)>
R = 3.5357040362
8 integral points
1. (20, 20) = 1 * (20,
20)
2. (20, -20) = -(20,
20)
3. (860, 25220) = -2 * (20, 20)
4. (860, -25220) = -(860,
25220)
5. (500, 11180) = 1 * (20,
20) - 1 * (220/9, 2260/27)
6. (500, -11180) = -(500,
11180)
7. (161, 2041) = -1 * (20, 20) - 1 * (220/9, 2260/27)
8. (161, -2041) = -(161,
2041)
E_-07599: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07598: r = 1 t = 1 #III =
1
E(Q) = <(1526044443813356943622615937725321/12386964819174266995125164294400,
59493101947863147705814329673623339108457746886619/43596071502450282394376910505104400897807872000)>
R = 76.5056432422
0 integral points
E_-07597: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07596: r = 1 t = 1 #III =
1
E(Q) =
<(5894228953/116769636, 438956473931549/1261812686616)>
R = 22.7307734003
0 integral points
E_-07595: r = 1 t = 1 #III =
1
E(Q) = <(200671/1521,
89744446/59319)>
R = 12.3006550146
0 integral points
E_-07594: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07593: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07592: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07591: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07590: r = 1 t = 1 #III =
9
E(Q) = <(31, 149)>
R = 3.8022986222
2 integral points
1. (31, 149) = 1 * (31,
149)
2. (31, -149) = -(31,
149)
E_-07589: r = 1 t = 1 #III =
1
E(Q) =
<(3459739973856276825/19032819726244,
6435246531005057533286960707/83033759372535101528)>
R = 42.6877915961
0 integral points
E_-07588: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07587: r = 2 t = 1 #III =
1
E(Q) = <(283, 4760)> x
<(967/49, 3410/343)>
R = 36.2275868729
2 integral points
1. (283, 4760) = 1 * (283,
4760)
2. (283, -4760) = -(283,
4760)
E_-07586: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07585: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07584: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07583: r = 3 t = 1 #III =
1
E(Q) = <(24, 79)> x
<(27, 110)> x <(1756/9, 73547/27)>
R = 73.1782045132
6 integral points
1. (3918, 245243) = 1 * (24,
79) - 1 * (27, 110)
2. (3918, -245243) = -(3918,
245243)
3. (24, 79) = 1 * (24,
79)
4. (24, -79) = -(24,
79)
5. (27, 110) = 1 * (27,
110)
6. (27, -110) = -(27,
110)
E_-07582: r = 1 t = 1 #III =
1
E(Q) =
<(71890712807511456702538245161/703332871017309580578388900,
19207107911449401448129433080619422030949909/18652685712208619375716874468675464537000)>
R = 66.5623214988
0 integral points
E_-07581: r = 1 t = 1 #III =
1
E(Q) = <(4645/81,
310148/729)>
R = 8.6500219069
0 integral points
E_-07580: r = 2 t = 1 #III =
1
E(Q) = <(21, 41)> x
<(10621/9, 1094579/27)>
R = 31.8000120698
2 integral points
1. (21, 41) = 1 * (21,
41)
2. (21, -41) = -(21,
41)
E_-07579: r = 1 t = 1 #III =
1
E(Q) = <(30711121/1392400,
92227857831/1643032000)>
R = 17.1885795970
0 integral points
E_-07578: r = 1 t = 1 #III =
1
E(Q) = <(939/25,
26637/125)>
R = 6.4209077675
0 integral points
E_-07577: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07576: r = 2 t = 1 #III =
1
E(Q) = <(26, 100)> x
<(3921059194/114383025, 221240674434628/1223326452375)>
R = 62.9418707040
2 integral points
1. (26, 100) = 1 * (26,
100)
2. (26, -100) = -(26,
100)
E_-07575: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07574: r = 2 t = 1 #III =
1
E(Q) = <(549735/529,
407594783/12167)> x <(2326335/6889, 3547853413/571787)>
R = 154.8185688426
0 integral points
E_-07573: r = 1 t = 1 #III =
1
E(Q) =
<(11448182037251166833/14948697702527689,
38734783110421765277502293170/1827700536422753459402363)>
R = 43.9001309012
0 integral points
E_-07572: r = 1 t = 1 #III =
1
E(Q) = <(830221/18225,
725539231/2460375)>
R = 13.8867018204
0 integral points
E_-07571: r = 2 t = 1 #III =
1
E(Q) = <(5799/289,
110750/4913)> x <(10635/529, 286484/12167)>
R = 89.9173826128
0 integral points
E_-07570: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07569: r = 1 t = 1 #III =
1
E(Q) = <(7801/25,
688924/125)>
R = 6.7558097672
0 integral points
E_-07568: r = 2 t = 1 #III =
1
E(Q) = <(81/4, 217/8)> x
<(1761/49, 67607/343)>
R = 38.1811601575
0 integral points
E_-07567: r = 1 t = 1 #III =
1
E(Q) = <(67002272/935089,
542776715585/904231063)>
R = 17.7243859374
0 integral points
E_-07566: r = 2 t = 1 #III =
1
E(Q) = <(1297/64,
14087/512)> x <(457129/16900, 242909867/2197000)>
R = 100.9840875962
0 integral points
E_-07565: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07564: r = 2 t = 1 #III =
1
E(Q) = <(629, 15775)> x
<(545/16, 11441/64)>
R = 42.4355319943
2 integral points
1. (629, 15775) = 1 * (629,
15775)
2. (629, -15775) = -(629,
15775)
E_-07563: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07562: r = 1 t = 1 #III =
1
E(Q) = <(51910633/181476,
373950671435/77308776)>
R = 17.8071948598
0 integral points
E_-07561: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07560: r = 1 t = 1 #III =
1
E(Q) = <(226/9,
2456/27)>
R = 5.1716547608
0 integral points
E_-07559: r = 1 t = 1 #III =
1
E(Q) = <(20, 21)>
R = 2.5249602459
2 integral points
1. (20, 21) = 1 * (20,
21)
2. (20, -21) = -(20,
21)
E_-07558: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07557: r = 2 t = 1 #III =
1
E(Q) = <(97/4, 655/8)> x
<(61412101/2088025, 403506493724/3017196125)>
R = 86.0322490587
0 integral points
E_-07556: r = 2 t = 1 #III =
1
E(Q) = <(105/4, 821/8)> x
<(250854370/11148921, 2305360472822/37226247219)>
R = 93.0991444679
0 integral points
E_-07555: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07554: r = 1 t = 1 #III =
1
E(Q) =
<(98382540187/790678161, 30798097516094273/22233079209159)>
R = 25.4086432338
0 integral points
E_-07553: r = 1 t = 1 #III =
1
E(Q) = <(12373992541/116316225,
1372139313604786/1254470486625)>
R = 23.3515558055
0 integral points
E_-07552: r = 2 t = 1 #III =
1
E(Q) = <(28, 120)> x
<(796/25, 19656/125)>
R = 8.5058468534
4 integral points
1. (28, 120) = 1 * (28, 120)
2. (28, -120) = -(28,
120)
3. (5153, 369905) = 1 * (28,
120) - 1 * (796/25, 19656/125)
4. (5153, -369905) = -(5153,
369905)
E_-07551: r = 2 t = 1 #III =
1
E(Q) = <(48, 321)> x
<(108, 1119)>
R = 9.8356881142
6 integral points
1. (48, 321) = 1 * (48,
321)
2. (48, -321) = -(48,
321)
3. (420, 8607) = 1 * (48,
321) - 1 * (108, 1119)
4. (420, -8607) = -(420,
8607)
5. (108, 1119) = 1 * (108,
1119)
6. (108, -1119) = -(108,
1119)
E_-07550: r = 1 t = 1 #III =
1
E(Q) = <(10799/169,
1105857/2197)>
R = 8.9236108586
0 integral points
E_-07549: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07548: r = 1 t = 1 #III =
1
E(Q) = <(3664/121,
189254/1331)>
R = 7.6577276420
0 integral points
E_-07547: r = 1 t = 1 #III =
1
E(Q) = <(198970363/3059001,
2767860001340/5350192749)>
R = 19.2911774955
0 integral points
E_-07546: r = 1 t = 1 #III =
1
E(Q) = <(203,
2891)>
R = 3.4266076591
2 integral points
1. (203, 2891) = 1 * (203,
2891)
2. (203, -2891) = -(203,
2891)
E_-07545: r = 1 t = 1 #III =
1
E(Q) =
<(316133997034069/379861436241,
5620875438126350191742/234119619136979289)>
R = 33.4016798288
0 integral points
E_-07544: r = 1 t = 1 #III =
1
E(Q) = <(2286/49,
105160/343)>
R = 7.2926134318
0 integral points
E_-07543: r = 1 t = 1 #III =
1
E(Q) = <(23, 68)>
R = 3.6148938816
2 integral points
1. (23, 68) = 1 * (23,
68)
2. (23, -68) = -(23,
68)
E_-07542: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07541: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07540: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07539: r = 1 t = 1 #III =
1
E(Q) =
<(96006961510362580435/25888995663129,
940706375972905961403855287248/131726394280466916867)>
R = 46.0109556304
0 integral points
E_-07538: r = 2 t = 1 #III =
1
E(Q) = <(243, 3787)> x
<(813979/225, 734378183/3375)>
R = 73.7259342046
2 integral points
1. (243, 3787) = 1 * (243,
3787)
2. (243, -3787) = -(243,
3787)
E_-07537: r = 1 t = 1 #III =
1
E(Q) =
<(23595181756354901/707408654094025,
3235438262486138057823274/18815057621280167498875)>
R = 38.0435587991
0 integral points
E_-07536: r = 1 t = 1 #III =
1
E(Q) = <(592/9,
14212/27)>
R = 5.1776605733
0 integral points
E_-07535: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07534: r = 2 t = 1 #III =
1
E(Q) = <(7759/361,
335655/6859)> x <(48193/2304, 4448159/110592)>
R = 99.8020016067
0 integral points
E_-07533: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07532: r = 1 t = 1 #III =
1
E(Q) = <(50341/225,
11291111/3375)>
R = 10.8803738095
0 integral points
E_-07531: r = 3 t = 1 #III =
1
E(Q) = <(35, 188)> x
<(569/4, 13555/8)> x <(491/25, 836/125)>
R = 154.9103033813
2 integral points
1. (35, 188) = 1 * (35,
188)
2. (35, -188) = -(35,
188)
E_-07530: r = 2 t = 1 #III =
1
E(Q) = <(18619/225,
2523653/3375)> x <(11954281/46656, 41322630581/10077696)>
R = 162.5370228530
0 integral points
E_-07529: r = 2 t = 1 #III =
1
E(Q) = <(193/9, 1304/27)>
x <(139001545/2405601, 1606517120836/3731087151)>
R = 108.9429624629
0 integral points
E_-07528: r = 1 t = 1 #III =
1
E(Q) = <(50348377/509796,
355856257315/363994344)>
R = 17.8556155954
0 integral points
E_-07527: r = 2 t = 1 #III =
1
E(Q) = <(166, 2137)> x
<(10027/9, 1004050/27)>
R = 38.7135654436
2 integral points
1. (166, 2137) = 1 * (166,
2137)
2. (166, -2137) = -(166,
2137)
E_-07526: r = 1 t = 1 #III =
1
E(Q) =
<(4885066052983/148201130961,
9595793456099106641/57052841184925209)>
R = 29.5645384851
0 integral points
E_-07525: r = 1 t = 1 #III =
1
E(Q) = <(25, 90)>
R = 2.0420092233
2 integral points
1. (25, 90) = 1 * (25,
90)
2. (25, -90) = -(25,
90)
E_-07524: r = 1 t = 1 #III =
1
E(Q) = <(42, 258)>
R = 2.5893432349
2 integral points
1. (42, 258) = 1 * (42,
258)
2. (42, -258) = -(42,
258)
E_-07523: r = 1 t = 1 #III =
1
E(Q) = <(288871/11025,
118421794/1157625)>
R = 13.0009996994
0 integral points
E_-07522: r = 2 t = 1 #III =
1
E(Q) = <(227, 3419)> x
<(98753/3844, 23147423/238328)>
R = 64.1688260165
2 integral points
1. (227, 3419) = 1 * (227,
3419)
2. (227, -3419) = -(227,
3419)
E_-07521: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07520: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07519: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07518: r = 1 t = 1 #III =
1
E(Q) =
<(5950627712647/9108602721, 14515711088171709205/869315935089519)>
R = 29.4329564828
0 integral points
E_-07517: r = 1 t = 1 #III =
1
E(Q) = <(70856409/1416100,
578271026173/1685159000)>
R = 18.3108842662
0 integral points
E_-07516: r = 3 t = 1 #III =
1
E(Q) = <(20, 22)> x
<(56, 410)> x <(160, 2022)>
R = 22.4733032985
10 integral points
1. (68, 554) = 1 * (20, 22)
- 1 * (56, 410)
2. (68, -554) = -(68,
554)
3. (20, 22) = 1 * (20,
22)
4. (20, -22) = -(20,
22)
5. (56, 410) = 1 * (56, 410)
6. (56, -410) = -(56,
410)
7. (160, 2022) = 1 * (160,
2022)
8. (160, -2022) = -(160,
2022)
9. (556, 13110) = 1 * (20,
22) - 1 * (56, 410) - 1 * (160, 2022)
10. (556, -13110) = -(556,
13110)
E_-07515: r = 1 t = 1 #III =
1
E(Q) = <(818479/3249,
740302498/185193)>
R = 13.6629633327
0 integral points
E_-07514: r = 1 t = 1 #III =
1
E(Q) = <(441/4,
9235/8)>
R = 6.1976450887
0 integral points
E_-07513: r = 2 t = 1 #III =
1
E(Q) = <(120497/16,
41827735/64)> x <(16873121/84100, 69277312081/24389000)>
R = 174.7080526836
0 integral points
E_-07512: r = 2 t = 1 #III =
1
E(Q) = <(22, 56)> x
<(10025194/117649, 31549082636/40353607)>
R = 44.1036057989
2 integral points
1. (22, 56) = 1 * (22,
56)
2. (22, -56) = -(22,
56)
E_-07511: r = 1 t = 1 #III =
1
E(Q) = <(63639/2209,
13295500/103823)>
R = 11.4533151062
0 integral points
E_-07510: r = 1 t = 1 #III =
1
E(Q) = <(60125369/1267876,
449500293907/1427628376)>
R = 18.1589137513
0 integral points
E_-07509: r = 1 t = 1
#III = 1
E(Q) =
<(3020468521/71774784, 157416417784405/608075970048)>
R = 22.1052209173
0 integral points
E_-07508: r = 1 t = 1 #III =
1
E(Q) = <(2502,
125150)>
R = 7.1365117505
2 integral points
1. (2502, 125150) = 1 *
(2502, 125150)
2. (2502, -125150) = -(2502,
125150)
E_-07507: r = 1 t = 1 #III =
1
E(Q) =
<(6216749424369619/84377360061225,
485546189463259209073972/775066381974795400875)>
R = 36.5273914451
0 integral points
E_-07506: r = 1 t = 1 #III =
1
E(Q) = <(59001/2116,
11587725/97336)>
R = 9.7413253337
0 integral points
E_-07505: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07504: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07503: r = 1 t = 1 #III =
1
E(Q) = <(412/9,
8029/27)>
R = 5.8142459802
0 integral points
E_-07502: r = 1 t = 1 #III =
1
E(Q) = <(780241/1296,
689184793/46656)>
R = 11.9887549982
0 integral points
E_-07501: r = 3 t = 1 #III =
1
E(Q) = <(53, 376)> x
<(185/4, 2419/8)> x <(337793/10816, 170447681/1124864)>
R = 71.66535248979
4 integral points
1. (10001, 1000150) = -1 * (53, 376) + 1 * (185/4, 2419/8)
2. (10001, -1000150) =
-(10001, 1000150)
3. (53, 376) = 1 * (53,
376)
4. (53, -376) = -(53,
376)
E_-07500: r = 1 t = 1 #III =
1
E(Q) = <(93349/3969,
18561257/250047)>
R = 11.9135033117
0 integral points
E_-07499: r = 2 t = 1 #III =
1
E(Q) = <(9999, 999850)> x
<(785503/7569, 693841006/658503)>
R = 125.7971381869
2 integral points
1. (9999, 999850) = 1 * (9999, 999850)
2. (9999, -999850) = -(9999,
999850)
E_-07498: r = 0 t = 1
#III = 4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07497: r = 1 t = 1 #III =
1
E(Q) = <(21, 42)>
R = 1.5323484559
2 integral points
1. (21, 42) = 1 * (21,
42)
2. (21, -42) = -(21,
42)
E_-07496: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07495: r = 1 t = 1 #III =
1
E(Q) = <(139849/2916,
50490523/157464)>
R = 12.0925003479
0 integral points
E_-07494: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07493: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07492: r = 3 t = 1 #III =
1
E(Q) = <(146, 1762)> x
<(178/9, 422/27)> x <(853/9, 24803/27)>
R = 116.0025941422
4 integral points
1. (146, 1762) = 1 * (146,
1762)
2. (146, -1762) = -(146,
1762)
3. (2498, 124850) = -1 * (146, 1762) + 1 * (853/9,
24803/27)
4. (2498, -124850) = -(2498,
124850)
E_-07491: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07490: r = 1 t = 1 #III =
1
E(Q) =
<(307998209781369/3372357184,
5405330935361257554893/195839526389248)>
R = 33.3612468419
0 integral points
E_-07489: r = 2 t = 1 #III =
1
E(Q) = <(29, 130)> x
<(9253/169, 869526/2197)>
R = 32.7079039179
2 integral points
1. (29, 130) = 1 * (29,
130)
2. (29, -130) = -(29,
130)
E_-07488: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07487: r = 1 t = 1 #III =
1
E(Q) = <(32, 159)>
R = 2.8106525727
2 integral points
1. (32, 159) = 1 * (32,
159)
2. (32, -159) = -(32,
159)
E_-07486: r = 0 t = 1
#III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07485: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07484: r = 1 t = 1 #III =
1
E(Q) = <(2377/36, 114373/216)>
R = 7.9529759157
0 integral points
E_-07483: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07482: r = 1 t = 1 #III =
1
E(Q) = <(8851/225, 779849/3375)>
R = 9.3825803418
0 integral points
E_-07481: r = 1 t = 1 #III =
1
E(Q) =
<(24015265427411812617/514917406794586849,
113265399205980767985215148112/369493123332694152471062993)>
R =
44.8758279904
0 integral points
E_-07480: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07479: r = 1 t = 1 #III =
1
E(Q) = <(84, 765)>
R = 2.6456544716
2 integral points
1. (84, 765) = 1 * (84,
765)
2. (84, -765) = -(84,
765)
E_-07478: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07477: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07476: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07475: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07474: r = 1 t = 1 #III =
1
E(Q) =
<(167150608793/62220544, 68337936412709821/490795651072)>
R = 25.8466371364
0 integral points
E_-07473: r = 1 t = 1 #III =
1
E(Q) = <(9973/9,
995950/27)>
R = 9.2184870243
0 integral points
E_-07472: r = 1 t = 1 #III =
1
E(Q) = <(485433/23716,
121328915/3652264)>
R = 13.6212097742
0 integral points
E_-07471: r = 1 t = 1 #III =
1
E(Q) = <(20, 23)>
R = 3.0724879988
2 integral points
1. (20, 23) = 1 * (20,
23)
2. (20, -23) = -(20,
23)
E_-07470: r = 1 t = 1 #III =
1
E(Q) = <(81/4, 231/8)>
R = 4.1952442750
0 integral points
E_-07469: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07468: r = 1 t = 1 #III =
1
E(Q) = <(602567509/28998225,
6056499196223/156155441625)>
R = 20.7383188173
0 integral points
E_-07467: r = 1 t = 1 #III =
1
E(Q) = <(201607/9,
90522890/27)>
R = 12.2146121665
0 integral points
E_-07466: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07465: r = 1 t = 1 #III =
1
E(Q) =
<(12989854031445767596274451579140681/143257894738916637230366442115489,
1473062281415469532721419665060676563043578079143284/1714659330117956270735732787967148538615318581263)>
R = 78.6808874118
0 integral points
E_-07464: r = 1 t = 1 #III =
1
E(Q) = <(527425/19044,
308489057/2628072)>
R = 13.5814736802
0 integral points
E_-07463: r = 2 t = 1 #III =
1
E(Q) = <(256/9, 3367/27)>
x <(68314/441, 17837261/9261)>
R = 55.5691314602
0 integral points
E_-07462: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-07461: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07460: r = 2 t = 1 #III =
1
E(Q) = <(89/4, 477/8)> x
<(181/9, 701/27)>
R = 24.8921339661
0 integral points
E_-07459: r = 1 t = 1 #III =
1
E(Q) = <(885079/16641,
811767610/2146689)>
R = 13.9142687732
0 integral points
E_-07458: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07457: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07456: r = 1 t = 1 #III =
1
E(Q) = <(49459727481257482889828105/209239782301010912355844,
347740247511404020738828798013325173861/95711999538035022059375126079025672)>
R = 59.2139594332
0 integral points
E_-07455: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07454: r = 1 t = 1 #III =
1
E(Q) = <(805375/441,
722764729/9261)>
R = 13.6056416119
0 integral points
E_-07453: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07452: r = 1 t = 1 #III =
1
E(Q) = <(36, 198)>
R = 1.5137477294
2 integral points
1. (36, 198) = 1 * (36,
198)
2. (36, -198) = -(36,
198)
E_-07451: r = 1 t = 1 #III =
1
E(Q) = <(4313/196,
155331/2744)>
R = 8.3163977303
0 integral points
E_-07450: r = 1 t = 1 #III =
1
E(Q) =
<(2402977483009/766403856, 3724984752984793727/21217124349504)>
R =
28.5115607031
0 integral points
E_-07449: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07448: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07447: r = 2 t = 1 #III =
1
E(Q) = <(71, 592)> x
<(113/4, 983/8)>
R = 22.7018846665
2 integral points
1. (71, 592) = 1 * (71,
592)
2. (71, -592) = -(71,
592)
E_-07446: r = 1 t = 1 #III =
1
E(Q) =
<(3284021351313499083625/103960487144187652356,
164472814629309825328147743923317/1059991685772974589984875189496)>
R = 49.9033043710
0 integral points
E_-07445: r = 1 t = 1 #III =
1
E(Q) = <(735561/17956,
595712731/2406104)>
R = 13.7912677315
0 integral points
E_-07444: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07443: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07442: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07441: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07440: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07439: r = 1 t = 1 #III =
1
E(Q) = <(208/9, 1891/27)>
R = 5.3509241305
0 integral points
E_-07438: r = 1 t = 1 #III =
1
E(Q) = <(18047/841,
1205615/24389)>
R = 10.3076244965
0 integral points
E_-07437: r = 1 t = 1 #III =
1
E(Q) =
<(6940201023740110925572981/320722466746260193409025,
9430509240541699414671781537632909496/181632715228892746892223006986138625)>
R = 57.7026198533
0 integral points
E_-07436: r = 2 t = 1 #III =
1
E(Q) = <(621, 15475)> x
<(705/16, 17887/64)>
R = 40.2857857998
2 integral points
1. (621, 15475) = 1 * (621,
15475)
2. (621, -15475) = -(621,
15475)
E_-07435: r = 1 t = 1 #III =
1
E(Q) = <(28341511/121801,
150836453586/42508549)>
R = 16.6620450513
0 integral points
E_-07434: r = 2 t = 1 #III =
1
E(Q) = <(193/4, 2591/8)>
x <(4884902616049/247343096896,
2018119079335121225/123012626437869056)>
R = 108.0785587132
0 integral points
E_-07433: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07432: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07431: r = 1 t = 1 #III =
1
E(Q) = <(88, 821)>
R = 4.1503739897
2 integral points
1. (88, 821) = 1 * (88,
821)
2. (88, -821) = -(88,
821)
E_-07430: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07429: r = 1 t = 1 #III =
1
E(Q) =
<(2707576823849667644447946904886561/3399523475099130482527006176400,
140886048680503639183106363522302465303716175451441/6267972274388635606722694799671923467395912000)>
R = 76.9964275528
0 integral points
E_-07428: r = 1 t = 1 #III =
1
E(Q) = <(2300593/116964,
539082775/40001688)>
R = 15.1942757367
0 integral points
E_-07427: r = 2 t = 1 #III =
1
E(Q) = <(2559/25,
129002/125)> x <(249307/7569, 110792060/658503)>
R = 101.4757808781
0 integral points
E_-07426: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07425: r = 1 t = 1 #III =
1
E(Q) = <(49, 332)>
R = 4.1303407978
2 integral points
1. (49, 332) = 1 * (49,
332)
2. (49, -332) = -(49,
332)
E_-07424: r = 2 t = 1 #III =
1
E(Q) = <(24, 80)> x
<(20, 24)>
R = 2.3739201669
10 integral points
1. (24, 80) = 1 * (24,
80)
2. (24, -80) = -(24,
80)
3. (632, 15888) = -1 * (24, 80) + 1 * (20, 24)
4. (632, -15888) = -(632, 15888)
5. (20, 24) = 1 * (20,
24)
6. (20, -24) = -(20,
24)
7. (152, 1872) = -1 * (24, 80) - 1 * (20, 24)
8. (152, -1872) = -(152,
1872)
9. (585, 14149) = -2 * (20, 24)
10. (585, -14149) = -(585,
14149)
E_-07423: r = 1 t = 1 #III =
1
E(Q) = <(1772/49,
68489/343)>
R = 7.3352872506
0 integral points
E_-07422: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-07421: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07420: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07419: r = 2 t = 1 #III =
1
E(Q) = <(2455/9,
121618/27)> x <(1987/81, 62468/729)>
R = 60.1654229406
0 integral points
E_-07418: r = 1 t = 1 #III =
1
E(Q) = <(50070483184113/2562631075684,
26303241172605253385/4102316203838612248)>
R = 32.0929089308
0 integral points
E_-07417: r = 2 t = 1 #III =
1
E(Q) = <(41, 248)> x
<(10333/121, 1044090/1331)>
R = 33.3312352179
2 integral points
1. (41, 248) = 1 * (41,
248)
2. (41, -248) = -(41,
248)
E_-07416: r = 1 t = 1 #III =
1
E(Q) = <(18081/625,
2024979/15625)>
R = 9.4595761616
0 integral points
E_-07415: r = 1 t = 1 #III =
1
E(Q) = <(496/9,
10799/27)>
R = 5.9574925397
0 integral points
E_-07414: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07413: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07412: r = 2 t = 1 #III =
1
E(Q) = <(21, 43)> x
<(24873/64, 3922517/512)>
R = 33.3934868993
2 integral points
1. (21, 43) = 1 * (21,
43)
2. (21, -43) = -(21,
43)
E_-07411: r = 2 t = 1 #III =
1
E(Q) = <(17105/784,
1197209/21952)> x <(865823/11881, 797893954/1295029)>
R = 122.9494567505
0 integral points
E_-07410: r = 1 t = 1 #III =
9
E(Q) = <(121/4,
1139/8)>
R = 5.1696610320
0 integral points
E_-07409: r = 1 t = 1 #III =
1
E(Q) =
<(7650453665857318761442727855713697937/384118365498331304034924621709236496,
5279028141592409788715136237064291399135098146560199623/238066127893900156427897500288548432812051712626987456)>
R = 85.4673126501
0 integral points
E_-07408: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07407: r = 1 t = 1 #III =
1
E(Q) = <(8220937/784,
23571215515/21952)>
R = 15.9233380617
0 integral points
E_-07406: r = 1 t = 1 #III =
1
E(Q) = <(23, 69)>
R = 0.9727230631
2 integral points
1. (23, 69) = 1 * (23,
69)
2. (23, -69) = -(23,
69)
E_-07405: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07404: r = 1 t = 1 #III =
1
E(Q) =
<(52446557560369/2409492480516,
201716355513904405975/3740144340850883064)>
R = 32.0908957340
0 integral points
E_-07403: r = 1 t = 1 #III =
1
E(Q) =
<(18880733823271/324404289225, 80485449557411368306/184769328992437125)>
R = 30.7711589629
0 integral points
E_-07402: r = 1 t = 1 #III =
1
E(Q) =
<(123497433798853697/4717516857009124,
33262786908725516343315745/324018786394882648476568)>
R = 39.7805471945
0 integral points
E_-07401: r = 1 t = 1 #III =
1
E(Q) =
<(10192694080873/116210082816,
32362234770238651189/39615552391643136)>
R = 30.0880884219
0 integral points
E_-07400: r = 2 t = 1 #III =
1
E(Q) = <(30, 140)> x
<(54510/121, 12726140/1331)>
R = 17.0923245745
2 integral points
1. (30, 140) = 1 * (30,
140)
2. (30, -140) = -(30,
140)
E_-07399: r = 1 t = 1 #III =
1
E(Q) = <(22, 57)>
R = 2.5750553813
2 integral points
1. (22, 57) = 1 * (22,
57)
2. (22, -57) = -(22,
57)
E_-07398: r = 1 t = 1 #III =
1
E(Q) = <(66769/900,
17095897/27000)>
R = 11.2685169092
0 integral points
E_-07397: r = 2 t = 1 #III =
1
E(Q) = <(153/4, 1763/8)>
x <(3449/64, 197709/512)>
R = 41.6585422428
0 integral points
E_-07396: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-07395: r = 1 t = 1 #III =
1
E(Q) =
<(11540236461515949042601/197330235269444500356,
1216582262076085066023413196511691/2771982285194377746530221391496)>
R = 51.0011164372
0 integral points
E_-07394: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07393: r = 1 t = 1 #III =
1
E(Q) = <(85980161/1612900,
777557602591/2048383000)>
R = 18.4893558036
0 integral points
E_-07392: r = 1 t = 1 #III =
1
E(Q) = <(16417/729,
1249345/19683)>
R = 10.1914703790
0 integral points
E_-07391: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07390: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07389: r = 1 t = 1 #III =
1
E(Q) = <(37, 208)>
R = 3.9213201404
2 integral points
1. (37, 208) = 1 * (37,
208)
2. (37, -208) = -(37,
208)
E_-07388: r = 1 t = 1 #III =
1
E(Q) = <(1656/49,
60598/343)>
R = 6.8254997134
0 integral points
E_-07387: r = 1 t = 1 #III =
1
E(Q) =
<(206892347897833/8456615216676,
2094870232276344161515/24592056922089441576)>
R = 33.4147120104
0 integral points
E_-07386: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07385: r = 2 t = 1 #III =
1
E(Q) = <(981/49,
8674/343)> x <(22510041/1000000, 63410421661/1000000000)>
R = 126.9104296112
0 integral points
E_-07384: r = 1 t = 1 #III =
1
E(Q) = <(36253034/555025,
215369991452/413493625)>
R = 16.8933741795
0 integral points
E_-07383: r = 2 t = 1 #III =
1
E(Q) = <(52, 365)> x
<(10174/25, 1026157/125)>
R = 30.1141148135
2 integral points
1. (52, 365) = 1 * (52,
365)
2. (52, -365) = -(52,
365)
E_-07382: r = 1 t = 1 #III =
1
E(Q) = <(475375807/18122049,
7968245517395/77145562593)>
R = 20.4040567592
0 integral points
E_-07381: r = 1 t = 1 #III =
1
E(Q) = <(5677/289,
69288/4913)>
R = 8.6400977466
0 integral points
E_-07380: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07379: r = 1 t = 1 #III =
1
E(Q) = <(1009681/49284,
382113305/10941048)>
R = 14.3512871418
0 integral points
E_-07378: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07377: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07376: r = 2 t = 1 #III =
1
E(Q) = <(33, 169)> x
<(7578177/44944, 20845520543/9528128)>
R = 61.0560938516
2 integral points
1. (33, 169) = 1 * (33,
169)
2. (33, -169) = -(33,
169)
E_-07375: r = 2 t = 1 #III =
1
E(Q) = <(20, 25)> x
<(26, 101)>
R = 4.6897767987
8 integral points
1. (20, 25) = 1 * (20, 25)
2. (20, -25) = -(20,
25)
3. (536, 12409) = -2 * (20, 25)
4. (536, -12409) = -(536,
12409)
5. (395, 7850) = 1 * (20,
25) - 1 * (26, 101)
6. (395, -7850) = -(395,
7850)
7. (26, 101) = 1 * (26,
101)
8. (26, -101) = -(26,
101)
E_-07374: r = 1 t = 1 #III =
1
E(Q) =
<(117771372121/4715568900, 29330463416295581/323818116363000)>
R = 25.9351565093
0 integral points
E_-07373: r = 1 t = 1 #III =
1
E(Q) = <(151878261/748225,
1870905751384/647214625)>
R = 18.8974509646
0 integral points
E_-07372: r = 1 t = 1 #III =
1
E(Q) = <(493178617/5189284,
10905194872845/11821188952)>
R = 19.5920291595
0 integral points
E_-07371: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07370: r = 2 t = 1 #III =
1
E(Q) = <(89/4, 483/8)> x
<(511971/289, 366326009/4913)>
R = 50.1196279646
0 integral points
E_-07369: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07368: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07367: r = 1 t = 1 #III =
1
E(Q) = <(287632/441,
154258831/9261)>
R = 12.1256835180
0 integral points
E_-07366: r = 1 t = 1 #III =
1
E(Q) = <(7535/361,
285077/6859)>
R = 9.4449145328
0 integral points
E_-07365: r = 1 t = 1 #III =
1
E(Q) =
<(49767793853829496168364984255047234929742727976545161/26946190756815843660002611805688344946164709009,
11102546074544548368664684599551401577404717041573939878410384242505241628396986/4423296684551231744797679565522904616644413217494317748340084470846777)>
R = 121.3392142866
0 integral points
E_-07364: r = 1 t = 1 #III =
1
E(Q) = <(38025474/156025, 234423670118/61629875)>
R = 16.8096514673
0 integral points
E_-07363: r = 1 t = 1 #III =
1
E(Q) = <(2113/64,
86625/512)>
R = 7.4510633964
0 integral points
E_-07362: r = 1 t = 1 #III =
1
E(Q) = <(27, 111)>
R = 2.9767670501
2 integral points
1. (27, 111) = 1 * (27,
111)
2. (27, -111) = -(27,
111)
E_-07361: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07360: r = 1 t = 1 #III =
1
E(Q) = <(9676/441,
524096/9261)>
R = 8.2869201135
0 integral points
E_-07359: r = 1 t = 1 #III =
1
E(Q) = <(824563/8649,
745561934/804357)>
R = 13.7471046923
0 integral points
E_-07358: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07357: r = 1 t = 1 #III =
1
E(Q) =
<(299533012220602619741/244364210260447225,
5184014092834510321448358635336/120797069557425269766714125)>
R = 47.1585142656
0 integral points
E_-07356: r = 2 t = 1 #III =
1
E(Q) = <(40, 238)> x
<(220, 3262)>
R =
13.0962834321
4 integral points
1. (40, 238) = 1 * (40,
238)
2. (40, -238) = -(40,
238)
3. (220, 3262) = 1 * (220,
3262)
4. (220, -3262) = -(220,
3262)
E_-07355: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07354: r = 2 t = 1 #III =
1
E(Q) = <(59, 445)> x
<(499/25, 3057/125)>
R = 24.9494813634
2 integral points
1. (59, 445) = 1 * (59,
445)
2. (59, -445) = -(59,
445)
E_-07353: r = 2 t = 1 #III =
1
E(Q) = <(2401/4,
117647/8)> x <(107890561/5336100, 372387156191/12326391000)>
R = 145.9505027411
0 integral points
E_-07352: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07351: r = 1 t = 1 #III =
9
E(Q) = <(50, 343)>
R = 3.6831406150
2 integral points
1. (50, 343) = 1 * (50,
343)
2. (50, -343) = -(50,
343)
E_-07350: r = 1 t = 1 #III =
1
E(Q) = <(175/9,
35/27)>
R = 3.3438249007
0 integral points
E_-07349: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07348: r = 3 t = 1 #III =
1
E(Q) = <(38, 218)> x
<(181/9, 757/27)> x <(2366/25, 114586/125)>
R = 123.6511413110
2 integral points
1. (38, 218) = 1 * (38,
218)
2. (38, -218) = -(38, 218)
E_-07347: r = 2 t = 1 #III =
1
E(Q) = <(2593/36,
130735/216)> x <(4699/225, 141668/3375)>
R = 70.9890820710
0 integral points
E_-07346: r = 1 t = 1 #III =
1
E(Q) = <(12116397242626497369201/86006860101415489600,
1331953204748108966832878066237449/797626619460675670074101056000)>
R = 50.9333935999
0 integral points
E_-07345: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07344: r = 1 t = 1 #III =
1
E(Q) = <(25, 91)>
R = 3.6611007899
2 integral points
1. (25, 91) = 1 * (25,
91)
2. (25, -91) = -(25,
91)
E_-07343: r = 1 t = 1 #III =
1
E(Q) = <(44, 279)>
R = 3.0360747855
2 integral points
1. (44, 279) = 1 * (44,
279)
2. (44, -279) = -(44,
279)
E_-07342: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07341: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07340: r = 1 t = 1 #III =
1
E(Q) = <(774135301/27225,
21538988674201/4492125)>
R = 20.4676775684
0 integral points
E_-07339: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07338: r = 1 t = 1 #III =
1
E(Q) = <(435958057/17943696,
6361057942955/76009496256)>
R = 20.3464247512
0 integral points
E_-07337: r = 1 t = 1 #III =
1
E(Q) =
<(9215154594211113/17919931441636,
884590400015704990147765/75858546259144865384)>
R = 36.7828583681
0 integral points
E_-07336: r = 2 t = 1 #III =
1
E(Q) = <(46, 300)> x
<(65, 517)>
R = 12.1280780993
6 integral points
1. (46, 300) = 1 * (46,
300)
2. (46, -300) = -(46,
300)
3. (1738, 72456) = 1 * (46,
300) - 1 * (65, 517)
4. (1738, -72456) = -(1738,
72456)
5. (65, 517) = 1 * (65,
517)
6. (65, -517) = -(65,
517)
E_-07335: r = 2 t = 1 #III =
1
E(Q) = <(39, 228)> x
<(51, 354)>
R = 9.5441858796
4 integral points
1. (39, 228) = 1 * (39,
228)
2. (39, -228) = -(39,
228)
3. (51, 354) = 1 * (51,
354)
4. (51, -354) = -(51,
354)
E_-07334: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07333: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07332: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07331: r = 1 t = 1 #III =
1
E(Q) =
<(3603797397144775/44045932897521,
214889173520476116021022/292320127366239493431)>
R = 35.9652753965
0 integral points
E_-07330: r = 1 t = 1 #III =
1
E(Q) =
<(2870862481/74442384, 143657022936889/642288889152)>
R = 22.0757739697
0 integral points
E_-07329: r = 1 t = 1 #III =
1
E(Q) = <(196128781/6426225,
2366309217446/16290480375)>
R = 19.4639148385
0 integral points
E_-07328: r = 1 t = 1 #III =
1
E(Q) = <(9729/25,
959567/125)>
R = 9.2135469038
0 integral points
E_-07327: r = 1 t = 1 #III =
1
E(Q) = <(76, 657)>
R = 3.4746428095
2 integral points
1. (76, 657) = 1 * (76,
657)
2. (76, -657) = -(76,
657)
E_-07326: r = 2 t = 1 #III =
1
E(Q) = <(223, 3329)> x
<(64969/400, 16545797/8000)>
R =
58.8370814518
2 integral points
1. (223, 3329) = 1 * (223,
3329)
2. (223, -3329) = -(223,
3329)
E_-07325: r = 1 t = 1 #III =
9
E(Q) = <(21, 44)>
R = 3.5586248077
2 integral points
1. (21, 44) = 1 * (21,
44)
2. (21, -44) = -(21,
44)
E_-07324: r = 1 t = 1 #III =
1
E(Q) = <(20, 26)>
R = 2.6073820125
2 integral points
1. (20, 26) = 1 * (20,
26)
2. (20, -26) = -(20, 26)
E_-07323: r = 1 t = 1 #III =
1
E(Q) =
<(19592616379210553099107/89301618487275382881,
2741498600641333810147454198767480/843896129587964503214317047279)>
R = 51.3837885878
0 integral points
E_-07322: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07321: r = 1 t = 1 #III =
1
E(Q) = <(64502441/2808976,
325738335125/4707843776)>
R = 18.4581526535
0 integral points
E_-07320: r = 1 t = 1 #III =
1
E(Q) = <(251244826/11512449,
2165772456964/39061739457)>
R = 19.1461164169
0 integral points
E_-07319: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07318: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07317: r = 1 t = 1 #III =
1
E(Q) = <(5997/289,
197640/4913)>
R = 7.5702976156
0 integral points
E_-07316: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07315: r = 1 t = 1 #III =
1
E(Q) = <(198529/576,
88449857/13824)>
R = 12.2333060296
0 integral points
E_-07314: r = 2 t = 1 #III =
1
E(Q) = <(5731/289,
108115/4913)> x <(1244065/3136, 1387519729/175616)>
R = 118.1182456675
0 integral points
E_-07313: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07312: r = 1 t = 1 #III =
1
E(Q) =
<(2925848824169/145054339600,
1652385867789663947/55245395780056000)>
R = 29.2363647369
0 integral points
E_-07311: r = 2 t = 1 #III =
1
E(Q) = <(28, 121)> x
<(57064/2809, 4875845/148877)>
R = 35.8138299426
2 integral points
1. (28, 121) = 1 * (28,
121)
2. (28, -121) = -(28,
121)
E_-07310: r = 1 t = 1 #III =
1
E(Q) = <(26631/1369,
362651/50653)>
R = 10.7380628543
0 integral points
E_-07309: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07308: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07307: r = 1 t = 1 #III =
1
E(Q) = <(2207/49,
99450/343)>
R = 7.4072046075
0 integral points
E_-07306: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07305: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07304: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07303: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07302: r = 1 t = 1 #III =
1
E(Q) = <(17244416743/5803281,
2264501977732855/13980103929)>
R = 23.5747696181
0 integral points
E_-07301: r = 1 t = 1 #III =
1
E(Q) = <(217677105/10523536,
1343682210263/34138350784)>
R = 19.7188137608
0 integral points
E_-07300: r = 1 t = 1 #III =
1
E(Q) = <(514/25,
4662/125)>
R = 5.5227264464
0 integral points
E_-07299: r = 1 t = 1 #III =
1
E(Q) = <(143671705/15876,
1722094050851/2000376)>
R = 18.7843597246
0 integral points
E_-07298: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07297: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07296: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07295: r = 1 t = 1 #III =
1
E(Q) = <(84036/3481,
16904419/205379)>
R = 11.3320323904
0 integral points
E_-07294: r = 1 t = 1 #III =
1
E(Q) =
<(980838872904603437425/45018675021064530564,
16676853025893446068264013132233/302057110231816334579443258488)>
R = 48.8324713465
0 integral points
E_-07293: r = 1 t = 1 #III =
1
E(Q) =
<(603566560328558293/16089046950556449,
435317314286306880637797700/2040776659353980091822543)>
R = 41.2468295636
0 integral points
E_-07292: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07291: r = 3 t = 1 #III =
1
E(Q) = <(31, 150)> x
<(95, 922)> x <(257/4, 4063/8)>
R = 80.1944767088
6 integral points
1. (31, 150) = 1 * (31, 150)
2. (31, -150) = -(31,
150)
3. (95, 922) = 1 * (95,
922)
4. (95, -922) = -(95,
922)
5. (2003, 89644) = -1 * (95, 922) + 1 * (257/4, 4063/8)
6. (2003, -89644) = -(2003,
89644)
E_-07290: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07289: r = 2 t = 1 #III =
1
E(Q) = <(817/36,
14327/216)> x <(39637/81, 7891102/729)>
R = 64.1028220318
0 integral points
E_-07288: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07287: r = 1 t = 1 #III =
1
E(Q) = <(43507/1521,
7530706/59319)>
R = 11.0719660446
0 integral points
E_-07286: r = 2 t = 1 #III =
1
E(Q) = <(1033/36,
27611/216)> x <(23140644025/878885316,
2728591012121363/26055434078136)>
R = 170.2912559971
0 integral points
E_-07285: r = 1 t = 1 #III =
1
E(Q) = <(785449/1089,
696101822/35937)>
R = 13.5905383676
0 integral points
E_-07284: r = 3 t = 1 #III =
1
E(Q) = <(22, 58)> x
<(85, 779)> x <(145/4, 1607/8)>
R = 68.1418133713
4 integral points
1. (22, 58) = 1 * (22, 58)
2. (22, -58) = -(22,
58)
3. (85, 779) = 1 * (85,
779)
4. (85, -779) = -(85,
779)
E_-07283: r = 2 t = 1 #III =
1
E(Q) = <(152737/7056,
31695985/592704)> x <(143849199/2059225,
1706756566082/2954987875)>
R = 226.5352917192
0 integral points
E_-07282: r = 2 t = 1 #III =
1
E(Q) = <(313/16, 915/64)>
x <(36019/1225, 5774397/42875)>
R = 57.8348518414
0 integral points
E_-07281: r = 1 t = 1 #III =
1
E(Q) = <(7196289/283024,
14408467905/150568768)>
R = 15.4912336040
0 integral points
E_-07280: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07279: r = 1 t = 1 #III =
1
E(Q) = <(470,
10189)>
R = 5.7159854397
2 integral points
1. (470, 10189) = 1 * (470,
10189)
2. (470, -10189) = -(470,
10189)
E_-07278: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07277: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07276: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07275: r = 1 t = 1 #III =
1
E(Q) = <(2281/36,
107371/216)>
R = 7.9173744880
0 integral points
E_-07274: r = 1 t = 1 #III =
1
E(Q) =
<(3591598629168492321/12195524792222500,
6805653712726782840691568881/1346792657813184620375000)>
R = 42.7655558919
0 integral points
E_-07273: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07272: r = 2 t = 1 #III =
1
E(Q) = <(106, 1088)> x
<(193/4, 2593/8)>
R = 21.5299431533
2 integral points
1. (106, 1088) = 1 * (106,
1088)
2. (106, -1088) = -(106, 1088)
E_-07271: r = 1 t = 1 #III =
1
E(Q) = <(20, 27)>
R = 2.5190778635
2 integral points
1. (20, 27) = 1 * (20,
27)
2. (20, -27) = -(20,
27)
E_-07270: r = 2 t = 1 #III =
1
E(Q) = <(2561/4,
129601/8)> x <(728954591/11336689, 19410196488229/38170631863)>
R = 161.6936547538
0 integral points
E_-07269: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07268: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07267: r = 2 t = 1 #III =
1
E(Q) = <(23, 70)> x
<(2417/4, 118825/8)>
R = 26.6493972512
2 integral points
1. (23, 70) = 1 * (23,
70)
2. (23, -70) = -(23,
70)
E_-07266: r = 1 t = 1 #III =
1
E(Q) =
<(536371175303023048625426669209633/27491382634626060483336857169156,
1828306832358750137287729617262300938786623933809/144143437166019812914272127489299868885708392696)>
R = 75.9083229329
0 integral points
E_-07265: r = 3 t = 1 #III =
1
E(Q) = <(81, 724)> x
<(421/9, 8326/27)> x <(8049/289, 588308/4913)>
R = 227.6766448971
2 integral points
1. (81, 724) = 1 * (81,
724)
2. (81, -724) = -(81,
724)
E_-07264: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07263: r = 2 t = 1 #III =
1
E(Q) = <(24, 81)> x
<(34, 179)>
R = 5.0957253398
6 integral points
1. (24, 81) = 1 * (24,
81)
2. (24, -81) = -(24,
81)
3. (618, 15363) = 1 * (24,
81) - 1 * (34, 179)
4. (618, -15363) = -(618,
15363)
5. (34, 179) = 1 * (34,
179)
6. (34, -179) = -(34,
179)
E_-07262: r = 2 t = 1 #III =
1
E(Q) = <(567, 13501)> x
<(6143671/275625, 8934875531/144703125)>
R = 98.3019060351
2 integral points
1. (567, 13501) = 1 * (567,
13501)
2. (567, -13501) = -(567,
13501)
E_-07261: r = 2 t = 1 #III =
1
E(Q) = <(293285/529,
158827436/12167)> x <(2914985/7396, 4976554123/636056)>
R = 188.0909113688
0 integral points
E_-07260: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07259: r = 1 t = 1 #III =
1
E(Q) = <(50070385/79524,
354295046953/22425768)>
R = 17.7478496896
0 integral points
E_-07258: r = 1 t = 1 #III =
1
E(Q) = <(634987/25281,
372503285/4019679)>
R = 13.8002414185
0 integral points
E_-07257: r = 1 t = 1 #III =
9
E(Q) = <(493/9, 10702/27)>
R = 6.4132959060
0 integral points
E_-07256: r = 1 t = 1 #III =
1
E(Q) = <(101670/2809,
29834824/148877)>
R = 11.1513820954
0 integral points
E_-07255: r = 1 t = 1 #III =
1
E(Q) = <(9559/49,
934128/343)>
R = 8.6768416371
0 integral points
E_-07254: r = 1 t = 1 #III =
1
E(Q) = <(87, 807)>
R = 3.8690866698
2 integral points
1. (87, 807) = 1 * (87,
807)
2. (87, -807) = -(87,
807)
E_-07253: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07252: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07251: r = 1 t = 1 #III =
1
E(Q) = <(8542339/233289,
23049635680/112678587)>
R = 16.2721399561
0 integral points
E_-07250: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-07249: r = 1 t = 1 #III =
1
E(Q) = <(993265505/2070721,
31302841817644/2979767519)>
R = 20.7413144933
0 integral points
E_-07248: r = 1 t = 1 #III =
1
E(Q) =
<(19228006875602534977/74668652442967716,
84296436251783969380449439585/20403631456601840936466264)>
R = 44.4490660635
0 integral points
E_-07247: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07246: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07245: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07244: r = 1 t = 1 #III =
1
E(Q) = <(3533/169,
95571/2197)>
R = 8.1350554507
0 integral points
E_-07243: r = 1 t = 1 #III =
1
E(Q) =
<(936512545325497/34074818468496, 23125988745562915957805/198907118634533684544)>
R = 34.8780360876
0 integral points
E_-07242: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07241: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07240: r = 1 t = 1 #III =
1
E(Q) = <(8921/169,
821599/2197)>
R = 9.3164936155
0 integral points
E_-07239: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-07238: r = 1 t = 1 #III =
4
E(Q) = <(15850927/549081,
52767219205/406869021)>
R = 16.9660147410
0 integral points
E_-07237: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07236: r = 2 t = 1 #III =
1
E(Q) = <(21, 45)> x
<(210, 3042)>
R = 6.7891018335
4 integral points
1. (21, 45) = 1 * (21,
45)
2. (21, -45) = -(21, 45)
3. (210, 3042) = 1 * (210,
3042)
4. (210, -3042) = -(210,
3042)
E_-07235: r = 1 t = 1 #III =
1
E(Q) = <(219679/4761,
99099298/328509)>
R = 12.5504300670
0 integral points
E_-07234: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07233: r = 2 t = 1 #III =
1
E(Q) = <(21097/64,
3063989/512)> x <(4308793/17956, 8941692877/2406104)>
R = 139.5892464354
0 integral points
E_-07232: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07231: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07230: r = 3 t = 1 #III =
1
E(Q) = <(79, 697)> x
<(511, 11551)> x <(9631/9, 945161/27)>
R = 217.3885414461
4 integral points
1. (79, 697) = 1 * (79,
697)
2. (79, -697) = -(79,
697)
3. (511, 11551) = 1 * (511,
11551)
4. (511, -11551) = -(511,
11551)
E_-07229: r = 1 t = 1 #III =
1
E(Q) =
<(36955007645526312741/278116223755704049,
224305442222204979686507962180/146669390049243882424923593)>
R = 45.1453565600
0 integral points
E_-07228: r = 1 t = 1 #III =
1
E(Q) = <(29, 131)>
R = 3.7528211959
2 integral points
1. (29, 131) = 1 * (29,
131)
2. (29, -131) = -(29,
131)
E_-07227: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07226: r = 2 t = 1 #III =
1
E(Q) = <(465/16,
8423/64)> x <(7227/169, 585307/2197)>
R = 58.8622631934
0 integral points
E_-07225: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07224: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07223: r = 3 t = 1 #III =
1
E(Q) = <(72, 605)> x
<(81/4, 263/8)> x <(346/9, 6013/27)>
R = 81.3026167508
4 integral points
1. (72, 605) = 1 * (72,
605)
2. (72, -605) = -(72, 605)
3. (498, 11113) = -1 * (72, 605) + 1 * (346/9, 6013/27)
4. (498, -11113) = -(498,
11113)
E_-07222: r = 1 t = 1 #III =
1
E(Q) = <(7343/361,
236995/6859)>
R = 9.4276434276
0 integral points
E_-07221: r = 1 t = 1 #III =
1
E(Q) = <(939625/39204,
628085141/7762392)>
R = 14.2098943010
0 integral points
E_-07220: r = 1 t = 1 #III =
1
E(Q) = <(463929/23716,
59528813/3652264)>
R = 13.5912533887
0 integral points
E_-07219: r = 1 t = 1 #III =
1
E(Q) = <(616465/484,
484018407/10648)>
R = 12.7917824451
0 integral points
E_-07218: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07217: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07216: r = 2 t = 1 #III =
1
E(Q) = <(20, 28)> x
<(4244/49, 274940/343)>
R =
15.0430053985
2 integral points
1. (20, 28) = 1 * (20,
28)
2. (20, -28) = -(20,
28)
E_-07215: r = 1 t = 1 #III =
1
E(Q) = <(26599/1369,
554308/50653)>
R = 10.7354061753
0 integral points
E_-07214: r = 2 t = 1 #III =
1
E(Q) = <(207, 2977)> x
<(2001/100, 28249/1000)>
R = 40.4615968075
2 integral points
1. (207, 2977) = 1 * (207,
2977)
2. (207, -2977) = -(207, 2977)
E_-07213: r = 1 t = 1 #III =
9
E(Q) = <(497/16,
9655/64)>
R = 6.5705849576
0 integral points
E_-07212: r = 2 t = 1 #III =
1
E(Q) = <(1573/81,
7705/729)> x <(79693/1521, 21926035/59319)>
R = 90.5763702936
0 integral points
E_-07211: r = 2 t = 1 #III =
1
E(Q) = <(2403, 117796)> x
<(10347/169, 1035832/2197)>
R = 67.9522359520
2 integral points
1. (2403, 117796) = 1 *
(2403, 117796)
2. (2403, -117796) = -(2403,
117796)
E_-07210: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07209: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07208: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07207: r = 1 t = 1 #III =
1
E(Q) = <(86, 793)>
R = 4.1290934999
2 integral points
1. (86, 793) = 1 * (86,
793)
2. (86, -793) = -(86,
793)
E_-07206: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07205: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07204: r = 1 t = 1 #III =
1
E(Q) = <(9605,
941339)>
R = 9.1712757312
2 integral points
1. (9605, 941339) = 1 *
(9605, 941339)
2. (9605, -941339) = -(9605,
941339)
E_-07203: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07202: r = 1 t = 1 #III =
1
E(Q) = <(9603,
941045)>
R = 9.1710676290
2 integral points
1. (9603, 941045) = 1 *
(9603, 941045)
2. (9603, -941045) = -(9603,
941045)
E_-07201: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07200: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07199: r = 1 t = 1 #III =
1
E(Q) = <(48815/2401,
4083876/117649)>
R = 10.7723634858
0 integral points
E_-07198: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07197: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07196: r = 1 t = 1 #III =
1
E(Q) = <(124636/5625,
25600366/421875)>
R = 11.2974121214
0 integral points
E_-07195: r = 2 t = 1 #III =
1
E(Q) = <(2399, 117502)> x
<(37472129/4900, 229383697633/343000)>
R = 134.4556614490
2 integral points
1. (2399, 117502) = 1 *
(2399, 117502)
2. (2399, -117502) = -(2399,
117502)
E_-07194: r = 1 t = 1 #III =
1
E(Q) =
<(1138337241610771393/49672355407669764, 770313678357725702529422239/11070624780534656189841912)>
R = 42.0504598146
0 integral points
E_-07193: r = 1 t = 1 #III =
1
E(Q) = <(36093/1849,
1244570/79507)>
R = 11.0380235221
0 integral points
E_-07192: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07191: r = 1 t = 1 #III =
1
E(Q) = <(118,
1279)>
R = 4.4086663350
2 integral points
1. (118, 1279) = 1 * (118,
1279)
2. (118, -1279) = -(118,
1279)
E_-07190: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07189: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07188: r = 2 t = 1 #III =
1
E(Q) = <(142, 1690)> x
<(3598/169, 109010/2197)>
R = 33.4441365190
2 integral points
1. (142, 1690) = 1 * (142,
1690)
2. (142, -1690) = -(142,
1690)
E_-07187: r = 1 t = 1 #III =
1
E(Q) =
<(3073794577/11985444, 170380433725415/41493607128)>
R = 21.8924036897
0 integral points
E_-07186: r = 1 t = 1 #III =
1
E(Q) = <(855595/16641, 770205887/2146689)>
R = 13.8849806276
0 integral points
E_-07185: r = 1 t = 1 #III =
1
E(Q) =
<(330197252798165449/2410566175565289,
189475164414289858668154172/118352813784441761287413)>
R = 40.4247665160
0 integral points
E_-07184: r = 1 t = 1 #III =
1
E(Q) = <(37508313/478864,
227992517149/331373888)>
R = 17.5899004812
0 integral points
E_-07183: r = 1 t = 1 #III =
1
E(Q) = <(8548/441,
92357/9261)>
R = 9.1385476273
0 integral points
E_-07182: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07181: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07180: r = 1 t = 1 #III =
1
E(Q) = <(205681/10404,
24807689/1061208)>
R = 12.7721865058
0 integral points
E_-07179: r = 1 t = 1 #III =
1
E(Q) = <(140780499847/5169753801,
42405622568146738/371710468045701)>
R = 26.0775986519
0 integral points
E_-07178: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07177: r = 1 t = 1 #III =
1
E(Q) = <(232739403587729/31481404900,
3550625532484609918183/5585745671407000)>
R = 33.0825451788
0 integral points
E_-07176: r = 1 t = 1 #III =
1
E(Q) = <(9577/9,
937223/27)>
R = 9.1782668699
0 integral points
E_-07175: r = 1 t = 1 #III =
1
E(Q) = <(30991/9,
5455736/27)>
R = 10.3448969442
0 integral points
E_-07174: r = 2 t = 1 #III =
1
E(Q) = <(55, 399)> x
<(647, 16457)>
R = 21.9984071320
4 integral points
1. (55, 399) = 1 * (55,
399)
2. (55, -399) = -(55,
399)
3. (647, 16457) = 1 * (647,
16457)
4. (647, -16457) = -(647,
16457)
E_-07173: r = 1 t = 1 #III = 1
E(Q) = <(313/16,
1133/64)>
R = 6.2889580112
0 integral points
E_-07172: r = 2 t = 1 #III =
1
E(Q) = <(26, 102)> x
<(522, 11926)>
R = 12.7965339525
4 integral points
1. (26, 102) = 1 * (26,
102)
2. (26, -102) = -(26,
102)
3. (522, 11926) = 1 * (522,
11926)
4. (522, -11926) = -(522,
11926)
E_-07171: r = 1 t = 1 #III =
1
E(Q) =
<(680201894041302101862874327464823/13865545592633251480272123102561,
17192918097387458618314607429159880965886502116754/51630394665206356961718717222225394984594414191)>
R = 75.8355728956
0 integral points
E_-07170: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07169: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07168: r = 1 t = 1 #III =
1
E(Q) = <(32, 160)>
R = 1.0447687069
2 integral points
1. (32, 160) = 1 * (32,
160)
2. (32, -160) = -(32,
160)
E_-07167: r = 2 t = 1 #III =
1
E(Q) = <(22, 59)> x
<(736, 19967)>
R = 19.1254788758
4 integral points
1. (22, 59) = 1 * (22,
59)
2. (22, -59) = -(22,
59)
3. (736, 19967) = 1 * (736,
19967)
4. (736, -19967) = -(736,
19967)
E_-07166: r = 1 t = 1 #III =
1
E(Q) =
<(1160811586248955699695/47245217239577578321,
28433657548722869786795414142407/324740739564188894343140862119)>
R = 48.9492195956
0 integral points
E_-07165: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07164: r = 1 t = 1 #III =
1
E(Q) = <(359569/11236,
190594745/1191016)>
R = 13.1442077800
0 integral points
E_-07163: r = 1 t = 1 #III =
1
E(Q) = <(331243/15129,
107426240/1860867)>
R = 13.2034692857
0 integral points
E_-07162: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07161: r = 2 t = 1 #III =
1
E(Q) = <(25, 92)> x
<(5616916175061577/272367426659364,
180338753953593779129893/4495031623183560017112)>
R = 121.9318165854
2 integral points
1. (25, 92) = 1 * (25,
92)
2. (25, -92) = -(25,
92)
E_-07160: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-07159: r = 2 t = 1 #III =
1
E(Q) = <(20, 29)> x
<(362, 6887)>
R = 16.5488098776
4 integral points
1. (20, 29) = 1 * (20,
29)
2. (20, -29) = -(20,
29)
3. (362, 6887) = 1 * (362,
6887)
4. (362, -6887) = -(362,
6887)
E_-07158: r = 1 t = 1 #III =
1
E(Q) = <(39919/2025,
2042947/91125)>
R = 11.1335450244
0 integral points
E_-07157: r = 1 t = 1 #III =
9
E(Q) = <(9657/49,
948550/343)>
R = 9.2354602548
0 integral points
E_-07156: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07155: r = 2 t = 1 #III =
1
E(Q) = <(211/9, 2044/27)>
x <(68569/324, 17948483/5832)>
R = 60.1061785033
0 integral points
E_-07154: r = 2 t = 1 #III =
1
E(Q) = <(35, 189)> x
<(931/9, 28315/27)>
R = 10.9577314509
2 integral points
1. (35, 189) = 1 * (35,
189)
2. (35, -189) = -(35,
189)
E_-07153: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07152: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07151: r = 1 t = 1 #III =
1
E(Q) = <(60, 457)>
R = 3.8262076527
2 integral points
1. (60, 457) = 1 * (60,
457)
2. (60, -457) = -(60,
457)
E_-07150: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07149: r = 1 t = 1 #III =
1
E(Q) =
<(6459844580979625/26044497631161, 519076470042609469471234/132914994365412055341)>
R = 36.4520897597
0 integral points
E_-07148: r = 2 t = 1 #III =
1
E(Q) = <(1929/100,
5467/1000)> x <(735753/6724, 629375845/551368)>
R = 110.4036824259
0 integral points
E_-07147: r = 1 t = 1 #III =
1
E(Q) = <(4572669049/3610000,
309210256806093/6859000000)>
R = 21.7034089460
0 integral points
E_-07146: r = 1 t = 1 #III =
1
E(Q) = <(43, 269)>
R =
4.0279805586
2 integral points
1. (43, 269) = 1 * (43,
269)
2. (43, -269) = -(43,
269)
E_-07145: r = 2 t = 1 #III =
1
E(Q) = <(21, 46)> x
<(2921/49, 155184/343)>
R = 26.3254794795
2 integral points
1. (21, 46) = 1 * (21,
46)
2. (21, -46) = -(21,
46)
E_-07144: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07143: r = 1 t = 1 #III =
1
E(Q) =
<(926389069522/4337144449, 891314358941630671/285631321977793)>
R = 27.1478232592
0 integral points
E_-07142: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07141: r = 1 t = 1 #III =
1
E(Q) =
<(1076692275962462629/12211318558377225,
1111381991222320048355966008/1349409742425913116382875)>
R = 41.6535535979
0 integral points
E_-07140: r = 1 t = 1 #III =
1
E(Q) = <(36650942701/1554646041,
4733352526517369/61298138750589)>
R = 24.7864870634
0 integral points
E_-07139: r = 3 t = 1 #III =
1
E(Q) = <(27, 112)> x
<(75, 644)> x <(1615/9, 64862/27)>
R = 100.3930469556
4 integral points
1. (27, 112) =
2. (27, -112) = -(27,
112)
3. (75, 644) = 1 * (75,
644)
4. (75, -644) = -(75,
644)
E_-07138: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07137: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07136: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07135: r = 1 t = 1 #III =
1
E(Q) = <(974/49,
9197/343)>
R = 6.9539940059
0 integral points
E_-07134: r = 0 t = 1 #III = 25
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07133: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07132: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07131: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07130: r = 1 t = 1 #III =
1
E(Q) =
<(15022037881/749226384, 625481525398861/20507824582848)>
R = 23.963461515
0 integral points
E_-07129: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07128: r = 1 t = 1 #III =
1
E(Q) = <(262,
4240)>
R = 4.9203233048
2 integral points
1. (262, 4240) = 1 * (262,
4240)
2. (262, -4240) = -(262,
4240)
E_-07127: r = 1 t = 1 #III =
1
E(Q) = <(1836/25,
77959/125)>
R = 7.2124096174
0 integral points
E_-07126: r = 2 t = 1 #III =
1
E(Q) = <(23, 71)> x
<(764695/2601, 668607857/132651)>
R = 48.8310435544
2 integral points
1. (23, 71) = 1 * (23,
71)
2. (23, -71) = -(23,
71)
E_-07125: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07124: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07123: r = 2 t = 1 #III =
1
E(Q) = <(3041/100, 144911/1000)>
x <(227473/6084, 100827865/474552)>
R = 103.2423190872
0 integral points
E_-07122: r = 1 t = 1 #III =
1
E(Q) =
<(188116439149889251256581755762691/1157470009995179026341619400025,
2577980178720314530509979981105709600825946098261/1245273140764888924626733983146089789145500125)>
R = 74.3872167938
0 integral points
E_-07121: r = 1 t = 1 #III =
1
E(Q) =
<(68000881734201/374108382736,
560420719012888710125/228821147650177984)>
R = 31.9154903634
0 integral points
E_-07120: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07119: r = 2 t = 1 #III =
1
E(Q) = <(30, 141)> x
<(64, 505)>
R =
9.3954258198
6 integral points
1. (30, 141) = 1 * (30,
141)
2. (30, -141) = -(30,
141)
3. (267, 4362) = 1 * (30,
141) - 1 * (64, 505)
4. (267, -4362) = -(267,
4362)
5. (64, 505) = 1 * (64,
505)
6. (64, -505) = -(64,
505)
E_-07118: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07117: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07116: r = 1 t = 1 #III =
1
E(Q) = <(64417/2304,
13426417/110592)>
R = 11.4697064645
0 integral points
E_-07115: r = 1 t = 1 #III =
1
E(Q) = <(65936137198969/3335320553796,
150572727239168790163/6091249232909881656)>
R = 32.3564442133
0 integral points
E_-07114: r = 1 t = 1 #III =
1
E(Q) =
<(867185074823373955/12725875218978441,
798417410234233221309319759/1435593524821118549316261)>
R = 41.4751507527
0 integral points
E_-07113: r = 1 t = 1 #III =
1
E(Q) = <(39040957/1022121,
227838811690/1033364331)>
R = 17.7779043653
0 integral points
E_-07112: r = 1 t = 1 #III =
1
E(Q) = <(2454/25,
121108/125)>
R = 7.2319421899
0 integral points
E_-07111: r = 1 t = 1 #III =
1
E(Q) = <(718,
19239)>
R = 5.5815346092
2 integral points
1. (718, 19239) = 1 * (718,
19239)
2. (718, -19239) = -(718,
19239)
E_-07110: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07109: r = 2 t = 1 #III =
1
E(Q) = <(57, 422)> x
<(1401/4, 52435/8)>
R = 29.8226417731
2 integral points
1. (57, 422) = 1 * (57,
422)
2. (57, -422) = -(57,
422)
E_-07108: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07107: r = 1 t = 1 #III =
1
E(Q) = <(42155713/1313316,
242520664895/1505060136)>
R = 17.9065982864
0 integral points
E_-07106: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07105: r = 1 t = 1 #III =
1
E(Q) = <(589409/5476,
451215857/405224)>
R = 13.3960515612
0 integral points
E_-07104: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07103: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07102: r = 2 t = 1 #III =
1
E(Q) = <(47, 311)> x
<(169/4, 2091/8)>
R =
19.8637338094
4 integral points
1. (47, 311) = 1 * (47,
311)
2. (47, -311) = -(47,
311)
3. (14431, 1733583) = -1 * (47, 311) + 1 * (169/4, 2091/8)
4. (14431, -1733583) =
-(14431, 1733583)
E_-07101: r = 1 t = 1 #III =
1
E(Q) =
<(14472749857813/752731495201,
1698290633668632436/653070597967882801)>
R = 30.8524483559
0 integral points
E_-07100: r = 2 t = 1 #III =
1
E(Q) = <(20, 30)> x <(24,
82)>
R = 2.6171340337
10 integral points
1. (20, 30) = 1 * (20,
30)
2. (20, -30) = -(20,
30)
3. (360, 6830) = -2 * (20, 30)
4. (360, -6830) = -(360,
6830)
5. (740, 20130) = 1 * (20,
30) - 1 * (24, 82)
6. (740, -20130) = -(740,
20130)
7. (24, 82) = 1 * (24,
82)
8. (24, -82) = -(24,
82)
9. (125, 1395) = -1 * (20, 30) - 1 * (24, 82)
10. (125, -1395) = -(125,
1395)
E_-07099: r = 1 t = 1 #III =
1
E(Q) =
<(928456106829181905791227111/47606264277422820179924025,
5867451917702174335904806012358251030766/328470336029793889072825402395080473875)>
R = 62.6381367352
0 integral points
E_-07098: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07097: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07096: r = 1 t = 1 #III =
1
E(Q) = <(9905/121,
979387/1331)>
R = 9.3437050488
0 integral points
E_-07095: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07094: r = 1 t = 1 #III =
1
E(Q) =
<(894667929328960831/7072015613706729,
844754735925773378079568235/594723111982992372018933)>
R = 41.4282196938
0 integral points
E_-07093: r = 2 t = 1 #III =
1
E(Q) = <(73, 618)> x <(3351913/65536,
5971877067/16777216)>
R = 56.5426430801
2 integral points
1. (73, 618) = 1 * (73,
618)
2. (73, -618) = -(73,
618)
E_-07092: r = 1 t = 1 #III =
1
E(Q) = <(31413/529,
5472453/12167)>
R = 9.8179608602
0 integral points
E_-07091: r = 1 t = 1 #III =
1
E(Q) = <(30669671/1113025,
138099236094/1174241375)>
R = 17.0908406047
0 integral points
E_-07090: r = 0 t = 1 #III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07089: r = 2 t = 1 #III =
1
E(Q) = <(145, 1744)> x
<(767809/1521, 672771880/59319)>
R = 63.6051358096
2 integral points
1. (145, 1744) = 1 * (145,
1744)
2. (145, -1744) = -(145,
1744)
E_-07088: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07087: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-07086: r = 1 t = 1 #III =
1
E(Q) =
<(21700034623841892051529/713158002937435256100,
2765540121050142929895396334396667/19044897526367242298590039191000)>
R = 51.7984801276
0 integral points
E_-07085: r = 1 t = 1 #III =
1
E(Q) =
<(33142888753707008431462278963782559841489/124452765946757723550809063982800509089,
6032593541305451475706617518751680633955697188856439766768202/1388375143573468172893714281810426647693758231003989900687)>
R = 93.3459549095
0 integral points
E_-07084: r = 1 t = 1 #III =
1
E(Q) = <(48073/144,
10539269/1728)>
R = 10.8158330731
0 integral points
E_-07083: r = 1 t = 1 #III =
1
E(Q) = <(147337/7056,
26649125/592704)>
R = 12.4121609180
0 integral points
E_-07082: r = 2 t = 1 #III =
1
E(Q) = <(131, 1497)> x
<(321/16, 2017/64)>
R = 27.4560067514
2 integral points
1. (131, 1497) = 1 * (131,
1497)
2. (131, -1497) = -(131,
1497)
E_-07081: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07080: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07079: r = 1 t = 1 #III =
1
E(Q) = <(65496/1225,
16369081/42875)>
R = 10.8437247881
0 integral points
E_-07078: r = 1 t = 1 #III =
1
E(Q) = <(9479/25,
922817/125)>
R = 9.1879610643
0 integral points
E_-07077: r = 1 t = 1 #III =
4
E(Q) = <(9193/81,
879290/729)>
R = 9.2296630181
0 integral points
E_-07076: r = 1 t = 1 #III =
1
E(Q) = <(2130/49,
93974/343)>
R = 7.2339662760
0 integral points
E_-07075: r = 2 t = 1 #III =
1
E(Q) = <(91, 864)> x
<(8281/144, 739421/1728)>
R = 36.3228793982
2 integral points
1. (91, 864) = 1 * (91,
864)
2. (91, -864) = -(91,
864)
E_-07074: r = 1 t = 1 #III =
1
E(Q) = <(1075/9,
35173/27)>
R = 7.0784231052
0 integral points
E_-07073: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07072: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07071: r = 1 t = 1 #III =
1
E(Q) = <(46874314/50625,
320922711613/11390625)>
R = 17.2136302159
0 integral points
E_-07070: r = 2 t = 1 #III =
1
E(Q) = <(81/4, 281/8)> x
<(244911/1681, 121064119/68921)>
R = 59.3627116231
0 integral points
E_-07069: r = 1 t = 1 #III =
1
E(Q) =
<(1245724786601/31747399684, 1306506288119533045/5656688180895752)>
R = 28.1405453105
0 integral points
E_-07068: r = 2 t = 1 #III =
1
E(Q) = <(28, 122)> x
<(448, 9482)>
R = 14.0349747920
4 integral points
1. (28, 122) = 1 * (28,
122)
2. (28, -122) = -(28,
122)
3. (448, 9482) = 1 * (448,
9482)
4. (448, -9482) = -(448,
9482)
E_-07067: r = 2 t = 1 #III =
1
E(Q) = <(2697/64,
133285/512)> x <(169513/4356, 65473525/287496)>
R = 91.5441601700
0 integral points
E_-07066: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07065: r = 1 t = 1 #III =
1
E(Q) = <(392481/20164,
50363409/2863288)>
R = 12.6905754807
0 integral points
E_-07064: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07063: r = 1 t = 1 #III =
1
E(Q) = <(74, 631)>
R = 3.9994890075
2 integral points
1. (74, 631) = 1 * (74,
631)
2. (74, -631) = -(74,
631)
E_-07062: r = 2 t = 1 #III =
1
E(Q) = <(247, 3881)> x
<(629161/16, 499048427/64)>
R = 67.0961699818
2 integral points
1. (247, 3881) = 1 * (247,
3881)
2. (247, -3881) = -(247,
3881)
E_-07061: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07060: r = 1 t = 1 #III =
1
E(Q) = <(22214/961,
2167022/29791)>
R = 9.7835794687
0 integral points
E_-07059: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07058: r = 1 t = 1 #III =
1
E(Q) =
<(854663655603/9171318289, 786666574276200085/878309638582663)>
R = 27.5995614844
0 integral points
E_-07057: r = 2 t = 1 #III =
1
E(Q) = <(697/36,
3059/216)> x <(210193/1764, 96165593/74088)>
R = 85.880024500
0 integral points
E_-07056: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07055: r = 1 t = 1 #III =
1
E(Q) = <(36, 199)>
R = 3.4353000838
2 integral points
1. (36, 199) = 1 * (36,
199)
2. (36, -199) = -(36,
199)
E_-07054: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07053: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07052: r = 1 t = 1 #III =
9
E(Q) = <(21, 47)>
R = 3.5530893952
2 integral points
1. (21, 47) = 1 * (21,
47)
2. (21, -47) = -(21,
47)
E_-07051: r = 2 t = 1 #III =
1
E(Q) = <(7115/361,
168712/6859)> x <(55355/1849, 11182376/79507)>
R = 88.4256851003
0 integral points
E_-07050: r = 2 t = 1 #III =
1
E(Q) = <(331/9, 5579/27)>
x <( 73868659/3337929, 375336615527/6098396283 )>
R = 100.6627823757
0 integral points
E_-07049: r = 1 t = 1 #III =
1
E(Q) =
<(5196463840661753695421568589849/245436039386176890812434640001,
6008610070939901567353313268727068989789556800/121592699703455271966465442224354192251960001)>
R = 71.2304870280
0 integral points
E_-07048: r = 2 t = 1 #III =
1
E(Q) = <(22, 60)> x
<(722, 19400)>
R = 12.9672419718
4 integral points
1. (22, 60) = 1 * (22,
60)
2. (22, -60) = -(22,
60)
3. (722, 19400) = 1 * (722,
19400)
4. (722, -19400) = -(722,
19400)
E_-07047: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07046: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07045: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07044: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07043: r = 1 t = 1 #III =
1
E(Q) =
<(53369114773614832741746242383/2210610655857713222281080969,
8713497907635593300002845017517662180589430/103936571933956470842534191537699805651547)>
R = 66.5974884104
0 integral points
E_-07042: r = 1 t = 1 #III =
1
E(Q) =
<(7505133543852262260139/147040854206046912225,
632735448694586970780628696023287/1783023328995379258542554595375)>
R = 50.5954208904
0 integral points
E_-07041: r = 1 t = 1 #III =
1
E(Q) = <(39073537/242064,
244039576193/119095488)>
R = 17.5537767780
0 integral points
E_-07040: r = 1 t = 1 #III =
1
E(Q) = <(166684/8649,
8732888/804357)>
R =
11.1843160540
0 integral points
E_-07039: r = 1 t = 1 #III =
1
E(Q) = <(20, 31)>
R = 3.0635106154
2 integral points
1. (20, 31) = 1 * (20,
31)
2. (20, -31) = -(20, 31)
E_-07038: r = 1 t = 1 #III =
1
E(Q) = <(476287/24649,
51417721/3869893)>
R = 13.6192796256
0 integral points
E_-07037: r = 2 t = 1 #III =
1
E(Q) = <(33, 170)> x
<(257/4, 4065/8)>
R = 19.8354246533
2 integral points
1. (33, 170) = 1 * (33,
170)
2. (33, -170) = -(33,
170)
E_-07036: r = 1 t = 1 #III =
1
E(Q) = <(52655005/1252161,
363558835997/1401168159)>
R = 18.0504066745
0 integral points
E_-07035: r = 1 t = 1 #III =
1
E(Q) =
<(828254801761/19039032324, 720858319926654671/2627043758130168)>
R = 27.7051484890
0 integral points
E_-07034: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07033: r = 1 t = 1 #III =
1
E(Q) = <(13433/529,
1175920/12167)>
R = 9.9361123648
0 integral points
E_-07032: r = 1 t = 1 #III =
1
E(Q) = <(1858/81,
51740/729)>
R = 7.3049638644
0 integral points
E_-07031: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07030: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-07029: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07028: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07027: r = 1 t = 1 #III =
1
E(Q) =
<(891660931816273/4296483257616,
26615144496027605112665/8905733310453414336)>
R = 34.4807707760
0 integral points
E_-07026: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07025: r = 1 t = 1 #III =
1
E(Q) = <(45, 290)>
R = 2.9878623001
2 integral points
1. (45, 290) = 1 * (45,
290)
2. (45, -290) = -(45, 290)
E_-07024: r = 1 t = 1 #III =
1
E(Q) = <(48784/441,
10746980/9261)>
R = 9.5147236548
0 integral points
E_-07023: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07022: r = 1 t = 1 #III =
1
E(Q) =
<(17323987589103493209/892920750642625600,
14145509127722626473542844323/843760855848675744771904000)>
R = 44.8419154481
0 integral points
E_-07021: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07020: r = 2 t = 1 #III =
1
E(Q) = <(69, 567)> x
<(61, 469)>
R = 10.4018549183
4 integral points
1. (69, 567) = 1 * (69, 567)
2. (69, -567) = -(69,
567)
3. (61, 469) = 1 * (61,
469)
4. (61, -469) = -(61,
469)
E_-07019: r = 1 t = 1 #III =
1
E(Q) = <(168217/4356,
64652003/287496)>
R = 12.3265319715
0 integral points
E_-07018: r = 1 t = 1 #III =
1
E(Q) = <(7760923/71289,
21561834835/19034163)>
R = 15.9721300815
0 integral points
E_-07017: r = 2 t = 1 #III =
1
E(Q) = <(4190221/151321,
7018412182/58863869)> x <(17401489/458329,
67777474984/310288733)>
R = 265.2301763361
0 integral points
E_-07016: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07015: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07014: r = 1 t = 1 #III =
1
E(Q) =
<(2648232752796191544895/36175879930553272809,
135056852349756731629717143707837/217584851162974659895656207627)>
R = 49.4870141653
0 integral points
E_-07013: r = 1 t = 1 #III =
1
E(Q) = <(11637/361,
1116220/6859)>
R = 9.7088872492
0 integral points
E_-07012: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07011: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07010: r = 2 t = 1 #III =
1
E(Q) = <(3761/196,
20439/2744)> x <(1510651/74529, 738531919/20346417)>
R = 118.5018286005
0 integral points
E_-07009: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07008: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07007: r = 1 t = 1 #III =
1
E(Q) = <(42, 259)>
R = 2.2493929882
2 integral points
1. (42, 259) = 1 * (42, 259)
2. (42, -259) = -(42,
259)
E_-07006: r = 1 t = 1 #III =
1
E(Q) = <(7055/361,
146783/6859)>
R = 9.4011186603
0 integral points
E_-07005: r = 1 t = 1 #III =
1
E(Q) = <(181926453121/7437510081,
56029307102331434/641418306895521)>
R = 26.3714595339
0 integral points
E_-07004: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07003: r = 1 t = 1 #III =
1
E(Q) = <(2563/49,
126540/343)>
R = 7.5195471626
0 integral points
E_-07002: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07001: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-07000: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06999: r = 1 t = 1 #III =
1
E(Q) = <(67, 542)>
R = 4.3777402882
2 integral points
1. (67, 542) = 1 * (67,
542)
2. (67, -542) = -(67,
542)
E_-06998: r = 2 t = 1 #III =
1
E(Q) = <(63, 493)> x
<(44469261369/77545636, 9377386489346861/682866870616)>
R = 105.2297332697
2 integral points
1. (63, 493) = 1 * (63,
493)
2. (63, -493) = -(63,
493)
E_-06997: r = 1 t = 1 #III =
1
E(Q) = <(8597/169,
775640/2197)>
R = 9.2849803269
0 integral points
E_-06996: r = 1 t = 1 #III =
1
E(Q) = <(169030/3969,
66271906/250047)>
R = 11.6121128046
0 integral points
E_-06995: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06994: r = 2 t = 1 #III =
1
E(Q) = <(235/9, 2807/27)>
x <(2713/4, 141309/8)>
R = 38.9371979721
0 integral points
E_-06993: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-06992: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06991: r = 1 t = 1 #III =
1
E(Q) = <(56962/729,
13494977/19683)>
R =
10.6368970405
0 integral points
E_-06990: r = 2 t = 1 #III =
1
E(Q) = <(31, 151)> x
<(265453678729/2111953936, 136526632284017243/97056955082816)>
R = 96.8490109008
2 integral points
1. (31, 151) = 1 * (31,
151)
2. (31, -151) = -(31,
151)
E_-06989: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06988: r = 2 t = 1 #III =
1
E(Q) = <(593/4, 14425/8)>
x <(83694089/4243600, 228546785563/8741816000)>
R = 117.5245589934
0 integral points
E_-06987: r = 2 t = 1 #III =
1
E(Q) = <(2347/9,
113680/27)> x <(154827469297/7068101184,
35274410215230025/594229402741248)>
R = 199.8839192930
0 integral points
E_-06986: r = 1 t = 1 #III =
1
E(Q) = <(598425/1444,
462906499/54872)>
R = 13.3304135843
0 integral points
E_-06985: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-06984: r = 1 t = 1 #III =
1
E(Q) = <(105/4,
843/8)>
R = 4.3388169277
0 integral points
E_-06983: r = 1 t = 1 #III =
1
E(Q) = <(23, 72)>
R =
3.0549895577
2 integral points
1. (23, 72) = 1 * (23,
72)
2. (23, -72) = -(23,
72)
E_-06982: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06981: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06980: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06979: r = 2 t = 1 #III =
1
E(Q) = <(1985/64,
77407/512)> x <(36500279/93025, 220505378542/28372625)>
R = 128.5471841366
0 integral points
E_-06978: r = 1 t = 1 #III =
1
E(Q) =
<(8991282142531/111218915025, 26782152773371249429/37090952066262375)>
R = 29.9711580480
0 integral points
E_-06977: r = 1 t = 1 #III =
1
E(Q) =
<(89091623889/2016459025, 25493981912971088/90549092517625)>
R = 25.4709911664
0 integral points
E_-06976: r = 2 t = 1 #III =
1
E(Q) = <(20, 32)> x
<(25, 93)>
R = 6.4805440083
6 integral points
1. (20, 32) = 1 * (20,
32)
2. (20, -32) = -(20,
32)
3. (580, 13968) = 1 * (20,
32) - 1 * (25, 93)
4. (580, -13968) = -(580,
13968)
5. (25, 93) = 1 * (25,
93)
6. (25, -93) = -(25,
93)
E_-06975: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06974: r = 2 t = 1 #III =
1
E(Q) = <(2423/49,
115779/343)> x <(70601/100, 18759099/1000)>
R = 74.6205346276
0 integral points
E_-06973: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06972: r = 1 t = 1 #III =
1
E(Q) = <(37, 209)>
R = 3.9157721959
2 integral points
1. (37, 209) = 1 * (37,
209)
2. (37, -209) = -(37,
209)
E_-06971: r = 1 t = 1 #III
= 1
E(Q) =
<(111747668383/3584536641, 32777854629868214/214609793233311)>
R = 25.7965858374
0 integral points
E_-06970: r = 1 t = 1 #III =
4
E(Q) = <(9179/49,
878947/343)>
R = 9.1872560456
0 integral points
E_-06969: r = 1 t = 1 #III =
1
E(Q) =
<(2500543561/21455424, 124765232941765/99381523968)>
R = 21.7400468109
0 integral points
E_-06968: r = 1 t = 1 #III =
1
E(Q) = <(5800617/67081,
13894997215/17373979)>
R = 15.7080895832
0 integral points
E_-06967: r = 3 t = 1 #III =
1
E(Q) = <(26, 103)> x
<(62, 481)> x <(292, 4989)>
R = 48.2120799003
6 integral points
1. (26, 103) = 1 * (26, 103)
2. (26, -103) = -(26,
103)
3. (62, 481) = 1 * (62,
481)
4. (62, -481) = -(62,
481)
5. (292, 4989) = 1 * (292,
4989)
6. (292, -4989) = -(292,
4989)
E_-06966: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06965: r = 2 t = 1 #III =
1
E(Q) = <(29, 132)> x
<(503595521/5262436, 11256155761311/12072028184)>
R = 61.7079509281
2 integral points
1. (29, 132) = 1 * (29,
132)
2. (29, -132) = -(29,
132)
E_-06964: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06963: r = 3 t = 1 #III =
1
E(Q) = <(103, 1042)> x
<(199, 2806)> x <(156751/5625, 51110126/421875)>
R = 288.3286214241
4 integral points
1. (103, 1042) = 1 * (103,
1042)
2. (103, -1042) = -(103,
1042)
3. (199, 2806) = 1 * (199,
2806)
4. (199, -2806) = -(199,
2806)
E_-06962: r = 1 t = 1 #III =
1
E(Q) = <(20001/400,
2748751/8000)>
R = 7.4143746458
0 integral points
E_-06961: r = 1 t = 1 #III =
4
E(Q) = <(90213281/4648336,
187229761265/10021812416)>
R = 18.8595032818
0 integral points
E_-06960: r = 1 t = 1 #III =
1
E(Q) = <(2089/81,
73603/729)>
R = 8.0678879302
0 integral points
E_-06959: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06958: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06957: r = 1 t = 1 #III =
1
E(Q) = <(21, 48)>
R = 2.8187157381
2 integral points
1. (21, 48) = 1 * (21,
48)
2. (21, -48) = -(21,
48)
E_-06956: r = 1 t = 1 #III =
1
E(Q) = <(48325/441,
10595143/9261)>
R =
10.8922169115
0 integral points
E_-06955: r = 1 t = 1 #III =
1
E(Q) = <(733750471/26409321,
16338234951566/135717500619)>
R = 20.8097723565
0 integral points
E_-06954: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06953: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06952: r = 1 t = 1 #III =
1
E(Q) = <(11004247265258/4909664761,
36503993342042311120/344015300138509)>
R = 29.3413921828
0 integral points
E_-06951: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06950: r = 2 t = 1 #III =
1
E(Q) = <(8559/289,
677677/4913)> x <(23721/4, 3653419/8)>
R = 76.2437079446
0 integral points
E_-06949: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06948: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06947: r = 1 t = 1 #III =
1
E(Q) =
<(2363600548873019/93335210830225,
86925252504717824307228/901712871858966178375)>
R =
35.2797789342
0 integral points
E_-06946: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06945: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06944: r = 2 t = 1 #III =
1
E(Q) = <(81/4, 295/8)> x
<(749953/9, 649457999/27)>
R = 63.5323529197
0 integral points
E_-06943: r = 2 t = 1 #III =
1
E(Q) = <(143, 1708)> x
<(307/9, 4886/27)>
R = 29.2114378111
2 integral points
1. (143, 1708) = 1 * (143,
1708)
2. (143, -1708) = -(143,
1708)
E_-06942: r = 1 t = 1 #III =
1
E(Q) =
<(905529000376441/3032508788100,
27245634237407778302989/5280841128685221000)>
R = 34.4787972695
0 integral points
E_-06941: r = 1 t = 1 #III =
1
E(Q) = <(7617/289,
523822/4913)>
R = 9.3531381544
0 integral points
E_-06940: r = 1 t = 1 #III =
1
E(Q) = <(2024/49,
86458/343)>
R = 6.9631929565
0 integral points
E_-06939: r = 1 t = 1 #III =
1
E(Q) = <(1027,
32912)>
R = 6.9458185993
2 integral points
1. (1027, 32912) = 1 * (1027,
32912)
2. (1027, -32912) = -(1027,
32912)
E_-06938: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06937: r = 0 t = 1 #III =
1
E(Q) = {0}
R = 1.0000000000
0 integral points
E_-06936: r = 1 t = 1 #III =
1
E(Q) = <(682/9,
17668/27)>
R = 5.9848804474
0 integral points
E_-06935: r = 1 t = 1 #III =
4
E(Q) = <(24, 83)>
R = 3.1667146403
2 integral points
1. (24, 83) = 1 * (24,
83)
2. (24, -83) = -(24,
83)
E_-06934: r = 1 t = 1 #III =
1
E(Q) = <(6959/361,
103885/6859)>
R = 9.3921057247
0 integral points
E_-06933: r = 1 t = 1 #III =
1
E(Q) =
<(14945810090624956693441/121243432854088584900,
1823786524034083748523511337567489/1335018661627664526390902493000)>
R = 51.1534080106
0 integral points
E_-06932: r = 1 t = 1 #III =
1
E(Q) =
<(318857837766/5639259025, 176565073937317186/423480156482375)>
R = 25.9982299142
0 integral points
E_-06931: r = 1 t = 1 #III =
1
E(Q) = <(352675/10201, 191071188/1030301)>
R = 12.5480943673
0 integral points
E_-06930: r = 1 t = 1 #III =
1
E(Q) = <(1761/64,
60369/512)>
R = 7.1403575744
0 integral points
E_-06929: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06928: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06927: r = 1 t = 1 #III =
1
E(Q) = <(22, 61)>
R =
3.1150559764
2 integral points
1. (22, 61) = 1 * (22,
61)
2. (22, -61) = -(22,
61)
E_-06926: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06925: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06924: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06923: r = 0 t = 1 #III = 9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06922: r = 2 t = 1 #III =
1
E(Q) = <(1633/16,
65775/64)> x <(32203/1681, 717885/68921)>
R = 65.4040512638
0 integral points
E_-06921: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06920: r = 2 t = 1 #III =
1
E(Q) = <(41, 249)> x
<(54, 388)>
R = 12.0213035019
6 integral points
1. (41, 249) = 1 * (41, 249)
2. (41, -249) = -(41,
249)
3. (2306, 110736) = 1 * (41,
249) - 1 * (54, 388)
4. (2306, -110736) = -(2306,
110736)
5. (54, 388) = 1 * (54,
388)
6. (54, -388) = -(54,
388)
E_-06919: r = 1 t = 1 #III =
1
E(Q) =
<(576270186710/6881863849, 434875785262869187/570898779321493)>
R = 26.7563566444
0 integral points
E_-06918: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06917: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06916: r = 1 t = 1 #III =
1
E(Q) = <(47803393/36,
330512648831/216)>
R =
17.6826160026
0 integral points
E_-06915: r = 2 t = 1 #III =
1
E(Q) = <(1819/81,
48412/729)> x <(296449/12996, 104279903/1481544)>
R = 103.2656574901
0 integral points
E_-06914: r = 1 t = 1 #III =
9
E(Q) = <(27, 113)>
R = 3.7015134767
2 integral points
1. (27, 113) = 1 * (27,
113)
2. (27, -113) = -(27,
113)
E_-06913: r = 2 t = 1 #III =
1
E(Q) = <(2357/121,
29110/1331)> x <(9217, 884880)>
R = 69.7411883846
2 integral points
1. (9217, 884880) = 1 *
(9217, 884880)
2. (9217, -884880) = -(9217,
884880)
E_-06912: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06911: r = 3 t = 1 #III =
1
E(Q) = <(20, 33)> x
<(38, 219)> x <(486/25, 2609/125)>
R = 43.5432059383
8 integral points
1. (138, 1619) = 1 * (20,
33) - 1 * (38, 219)
2. (138, -1619) = -(138,
1619)
3. (20, 33) = 1 * (20,
33)
4. (20, -33) = -(20,
33)
5. (38, 219) = 1 * (38,
219)
6. (38, -219) = -(38,
219)
7. (9215, 884592) = -1 * (20, 33) + 1 * (486/25, 2609/125)
8. (9215, -884592) = -(9215,
884592)
E_-06910: r = 2 t = 1 #III =
1
E(Q) = <(677359/15129,
535587983/1860867)> x <(547481071/1846881,
12808434509801/2509911279)>
R = 265.6262823842
0 integral points
E_-06909: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06908: r = 3 t = 1 #III =
1
E(Q) = <(48, 322)> x
<(144, 1726)> x <(93, 893)>
R = 43.1021118099
10 integral points
1. (48, 322) = 1 * (48,
322)
2. (48, -322) = -(48,
322)
3. (144, 1726) = 1 * (144,
1726)
4. (144, -1726) = -(144,
1726)
5. (588, 14258) = 1 * (48,
322) - 1 * (93, 893)
6. (588, -14258) = -(588,
14258)
7. (93, 893) = 1 * (93,
893)
8. (93, -893) = -(93,
893)
9. (564, 13394) = -1 * (48, 322) + 1 * (144, 1726) + 1 * (93,
893)
10. (564, -13394) = -(564, 13394)
E_-06907: r = 2 t = 1 #III =
1
E(Q) = <(5033/256,
107755/4096)> x <(6923/361, 82820/6859)>
R = 75.1390295802
0 integral points
E_-06906: r = 1 t = 1 #III =
1
E(Q) = <(963503515/24770529,
28097968513229/123282922833)>
R = 20.9761554916
0 integral points
E_-06905: r = 1 t = 1 #III =
1
E(Q) =
<(21852798898721901359822179653601/451867420062794768585773738896,
98987912406299941964653370756282729681899316561/303750180243906277512341204156409678326437056)>
R = 72.3978924221
0 integral points
E_-06904: r = 2 t = 1 #III =
1
E(Q) = <(34, 180)> x
<(2302, 110448)>
R = 16.8732331414
4 integral points
1. (34, 180) = 1 * (34,
180)
2. (34, -180) = -(34,
180)
3. (2302, 110448) = 1 *
(2302, 110448)
4. (2302, -110448) = -(2302,
110448)
E_-06903: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06902: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06901: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06900: r = 1 t = 1 #III =
1
E(Q) = <(430/9,
8630/27)>
R = 4.5363857523
0 integral points
E_-06899: r = 1 t = 1 #III =
1
E(Q) = <(186145/144,
80311247/1728)>
R = 12.1433380323
0 integral points
E_-06898: r = 1 t = 1 #III =
1
E(Q) =
<(100383097883618227409/5252378362690104100,
109625199598890511214211868327/12037436395262263242186839000)>
R = 46.6029947530
0 integral points
E_-06897: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06896: r = 1 t = 1 #III =
1
E(Q) = <(640945/19881,
457294033/2803221)>
R = 13.7158248723
0 integral points
E_-06895: r = 1 t = 1 #III =
1
E(Q) = <(1486/49,
49701/343)>
R = 6.6573979054
0 integral points
E_-06894: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06893: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06892: r = 1 t = 1 #III =
1
E(Q) = <(46021/225,
9868681/3375)>
R = 10.7939743921
0 integral points
E_-06891: r = 1 t = 1 #III =
1
E(Q) =
<(266641018863009096344812847467/8446864637537868503322493209,
121673439003872626989878883689923949139948868/776324517207648953720789447172730755655677)>
R = 68.1074804463
0 integral points
E_-06890: r = 2 t = 1 #III =
1
E(Q) = <(699/25,
15293/125)> x <(1001500823881/36416088900,
819618047645057029/6949282244787000)>
R = 189.7614211288
0 integral points
E_-06889: r = 2 t = 1 #III =
1
E(Q) = <(113/4, 1001/8)>
x <(78649/81, 22056580/729)>
R = 52.3053220381
0 integral points
E_-06888: r = 1 t = 1 #III =
1
E(Q) = <(759529/5625,
661010167/421875)>
R = 13.6267776305
0 integral points
E_-06887: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06886: r = 2 t = 1 #III =
1
E(Q) = <(97/4, 687/8)> x
<(6895/361, 61947/6859)>
R = 39.4787872639
0 integral points
E_-06885: r = 1 t = 1 #III =
1
E(Q) = <(1021,
32624)>
R = 6.9399964418
2 integral points
1. (1021, 32624) = 1 *
(1021, 32624)
2. (1021, -32624) = -(1021,
32624)
E_-06884: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06883: r = 1 t = 1 #III =
1
E(Q) =
<(974157690478643727572206801/45726737549712001488608400,
16320678497849718163794432604804216881049/309211277845792104772575798541434552000)>
R = 62.6424788189
0 integral points
E_-06882: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06881: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06880: r = 1 t = 1 #III =
1
E(Q) = <(743041/9,
640500049/27)>
R = 13.5186481860
0 integral points
E_-06879: r = 2 t = 1 #III =
1
E(Q) = <(40, 239)> x
<(724/25, 16493/125)>
R = 19.7616287796
4 integral points
1. (40, 239) = 1 * (40,
239)
2. (40, -239) = -(40,
239)
3. (1060, 34511) = -1 * (40, 239) + 1 * (724/25, 16493/125)
4. (1060, -34511) = -(1060,
34511)
E_-06878: r = 3 t = 1 #III =
1
E(Q) = <(39, 229)> x
<(8727/121, 807755/1331)> x <(9903/169, 968495/2197)>
R = 298.7574871816
2 integral points
1. (39, 229) = 1 * (39,
229)
2. (39, -229) = -(39,
229)
E_-06877: r = 1 t = 1 #III =
1
E(Q) = <(3779437/182329,
3507466500/77854483)>
R = 15.1063647687
0 integral points
E_-06876: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06875: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06874: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06873: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06872: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06871: r = 2 t = 1 #III =
1
E(Q) = <(89/4, 515/8)> x
<(3967/9, 249848/27)>
R = 37.5061020628
0 integral points
E_-06870: r = 1 t = 1 #III =
1
E(Q) =
<(223986783031/1917126225, 105778199626539929/83941371761625)>
R = 26.2344091258
0 integral points
E_-06869: r = 1 t = 1 #III =
1
E(Q) = <(2029737/106276,
342075253/34645976)>
R = 15.0705575251
0 integral points
E_-06868: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06867: r = 1 t = 1 #III =
1
E(Q) =
<(8748126270403/17683946361,
25873801794274157900/2351628871032141)>
R = 29.8234839296
0 integral points
E_-06866: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06865: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06864: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06863: r = 1 t = 1 #III =
1
E(Q) = <(348681/12544,
169840357/1404928)>
R = 13.1562631125
0 integral points
E_-06862: r = 3 t = 1 #III =
1
E(Q) = <(383, 7495)> x
<(353/16, 3985/64)> x <(6863/361, 20585/6859)>
R = 301.6681329971
2 integral points
1. (383, 7495) = 1 * (383,
7495)
2. (383, -7495) = -(383,
7495)
E_-06861: r = 1 t = 1 #III =
4
E(Q) = <(31543681/1089936,
150008179265/1137893184)>
R = 17.6471036627
0 integral points
E_-06860: r = 2 t = 1 #III =
1
E(Q) = <(21, 49)> x
<(189, 2597)>
R = 5.3728183461
4 integral points
1. (21, 49) = 1 * (21,
49)
2. (21, -49) = -(21,
49)
3. (189, 2597) = 1 * (189,
2597)
4. (189, -2597) = -(189,
2597)
E_-06859: r = 1 t = 2 #III =
1
E(Q) = <(475/9,
10108/27)> x <(19, 0)>
R = 3.4354606830
1 integral point
1. (19, 0) = (19, 0)
E_-06858: r = 1 t = 1 #III =
9
E(Q) = <(19, 1)>
R = 3.4937226865
2 integral points
1. (19, 1) = 1 * (19,
1)
2. (19, -1) = -(19, 1)
E_-06857: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06856: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06855: r = 1 t = 1 #III =
1
E(Q) = <(19, 2)>
R = 3.4936553612
2 integral points
1. (19, 2) = 1 * (19,
2)
2. (19, -2) = -(19, 2)
E_-06854: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06853: r = 1 t = 1 #III =
1
E(Q) = <(24529157/175561,
121332641240/73560059)>
R = 17.0986784056
0 integral points
E_-06852: r = 1 t = 1 #III =
1
E(Q) = <(697141/11025,
574135939/1157625)>
R = 13.6365537692
0 integral points
E_-06851: r = 2 t = 1 #III =
1
E(Q) = <(2055/49,
88726/343)> x <(59073/1936, 12507169/85184)>
R = 82.0731689567
0 integral points
E_-06850: r = 1 t = 1 #III =
1
E(Q) = <(19, 3)>
R = 2.9442369528
2 integral points
1. (19, 3) = 1 * (19,
3)
2. (19, -3) = -(19, 3)
E_-06849: r = 1 t = 1 #III =
1
E(Q) = <(156681/1444,
61852485/54872)>
R = 11.3365675212
0 integral points
E_-06848: r = 1 t = 1 #III =
1
E(Q) = <(572,
13680)>
R = 4.4339517690
2 integral points
1. (572, 13680) = 1 * (572,
13680)
2. (572, -13680) = -(572,
13680)
E_-06847: r = 1 t = 1 #III =
1
E(Q) = <(32, 161)>
R = 3.3503720257
2 integral points
1. (32, 161) = 1 * (32,
161)
2. (32, -161) = -(32,
161)
E_-06846: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06845: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06844: r = 2 t = 1 #III =
1
E(Q) = <(20, 34)> x
<(433760/3481, 285170614/205379)>
R = 31.1872505640
2 integral points
1. (20, 34) = 1 * (20,
34)
2. (20, -34) = -(20,
34)
E_-06843: r = 4 t = 1 #III =
1
E(Q) = <(19, 4)> x
<(97/4, 689/8)> x <(337/4, 6151/8)> x <(361/4, 6827/8)>
R = 471.7019140245
2 integral points
1. (19, 4) = 1 * (19,
4)
2. (19, -4) = -(19, 4)
E_-06842: r = 1 t = 1 #III =
1
E(Q) =
<(9815658339/236083225, 925031088991687/3627418752125)>
R = 23.2788971740
0 integral points
E_-06841: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06840: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06839: r = 1 t = 1 #III =
1
E(Q) = <(639/25, 12412/125)>
R = 6.8845260013
0 integral points
E_-06838: r = 2 t = 1 #III =
1
E(Q) = <(23, 73)> x
<(18825689/512656, 75832939619/367061696)>
R = 58.2087033764
2 integral points
1. (23, 73) = 1 * (23,
73)
2. (23, -73) = -(23,
73)
E_-06837: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06836: r = 2 t = 1 #III =
1
E(Q) = <(30, 142)> x
<(17937/64, 2401913/512)>
R = 25.8628901979
2 integral points
1. (30, 142) = 1 * (30,
142)
2. (30, -142) = -(30,
142)
E_-06835: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06834: r = 3 t = 1 #III =
1
E(Q) = <(19, 5)> x
<(6019/25, 466853/125)> x <(563065/1156, 422498291/39304)>
R = 284.2342791548
2 integral points
1. (19, 5) = 1 * (19,
5)
2. (19, -5) = -(19, 5)
E_-06833: r = 1 t = 1 #III =
4
E(Q) = <(574953/3364,
435663445/195112)>
R = 13.3301579918
0 integral points
E_-06832: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06831: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06830: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06829: r = 2 t = 1 #III =
1
E(Q) = <(4817, 334322)> x
<(37861409/948676, 220098257425/924010424)>
R = 105.6225978266
2 integral points
1. (4817, 334322) = 1 *
(4817, 334322)
2. (4817, -334322) = -(4817,
334322)
E_-06828: r = 1 t = 1 #III =
1
E(Q) =
<(182999128087633/5003623186884,
2296310654757474905255/11192494627030708152)>
R = 33.1466787542
0 integral points
E_-06827: r = 1 t = 1 #III =
1
E(Q) = <(20061079/416025,
87074368642/268336125)>
R = 17.0501037725
0 integral points
E_-06826: r = 1 t = 1 #III =
1
E(Q) =
<(26722021441755027981538651173451261087596368555/1207613053647347226482757846285620159738516209,
2657074900406794164224414441785821858890373014338600673674662791703011/41965432011446968013459686469351143875867853727949156379755784159177)>
R = 107.3834489035
0 integral points
E_-06825: r = 2 t = 1 #III =
1
E(Q) = <(15661/729,
1094066/19683)> x <(28921/900, 4383469/27000)>
R = 103.6767496197
0 integral points
E_-06824: r = 1 t = 1 #III =
1
E(Q) = <(5550/289,
78988/4913)>
R = 8.4720132053
0 integral points
E_-06823: r = 3 t = 1 #III =
1
E(Q) = <(28, 123)> x
<(19, 6)> x <(434, 9041)>
R = 35.0795025742
8 integral points
1. (28, 123) = 1 * (28,
123)
2. (28, -123) = -(28,
123)
3. (19, 6) = 1 * (19,
6)
4. (19, -6) = -(19, 6)
5. (122, 1345) = -1 * (28, 123) - 1 * (19, 6)
6. (122, -1345) = -(122,
1345)
7. (434, 9041) = 1 * (434,
9041)
8. (434, -9041) = -(434,
9041)
E_-06822: r = 1 t = 1 #III =
1
E(Q) = <(849/4,
24729/8)>
R = 6.0665170550
0 integral points
E_-06821: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06820: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06819: r = 1 t = 1 #III =
1
E(Q) =
<(5393400046433752692777433/14177208707921080898244,
12524692033652957208339172191990045629/1688053082112175269040237388102472)>
R = 56.9778588631
0 integral points
E_-06818: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06817: r = 1 t = 1 #III =
1
E(Q) = <(17030693/137641,
70156131550/51064811)>
R = 16.7443431585
0 integral points
E_-06816: r = 1 t = 1 #III =
1
E(Q) = <(1125145/47961,
820011923/10503459)>
R = 14.3909545876
0 integral points
E_-06815: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06814: r = 2 t = 1 #III =
1
E(Q) = <(18943/49,
2607039/343)> x <(83185/1764, 23199497/74088)>
R = 87.4377643527
0 integral points
E_-06813: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06812: r = 1 t = 1 #III =
1
E(Q) = <(172/9,
350/27)>
R = 4.7688639518
0 integral points
E_-06811: r = 1 t = 1 #III =
1
E(Q) = <(2857/144,
54613/1728)>
R = 8.4860763326
0 integral points
E_-06810: r = 2 t = 1 #III =
1
E(Q) = <(19, 7)> x
<(20495851/29929, 92788537219/5177717)>
R =
58.3264558643
2 integral points
1. (19, 7) = 1 * (19,
7)
2. (19, -7) = -(19, 7)
E_-06809: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06808: r = 1 t = 1 #III =
1
E(Q) = <(2186/25,
101684/125)>
R = 7.1288202219
0 integral points
E_-06807: r = 2 t = 1 #III =
1
E(Q) = <(448/9, 9217/27)>
x <(628516/4761, 497543527/328509)>
R = 68.5020685811
0 integral points
E_-06806: r = 1 t = 1 #III =
1
E(Q) =
<(1654808712740530372959/38434350085621479025,
64382472507756146496302121617677/238275457727064906099974863625)>
R = 49.1203625854
0 integral points
E_-06805: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06804: r = 2 t = 1 #III =
1
E(Q) = <(22, 62)> x
<(109, 1135)>
R = 12.1028750455
4 integral points
1. (22, 62) = 1 * (22,
62)
2. (22, -62) = -(22,
62)
3. (109, 1135) = 1 * (109,
1135)
4. (109, -1135) = -(109,
1135)
E_-06803: r = 1 t = 1 #III =
1
E(Q) = <(2351/25,
113526/125)>
R = 7.3362618461
0 integral points
E_-06802: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06801: r = 2 t = 1 #III =
1
E(Q) = <(5149/49,
368390/343)> x <(2029537/106929, 211568192/34965783)>
R = 112.0793516830
0 integral points
E_-06800: r = 1 t = 1 #III =
1
E(Q) =
<(34326587271001/1765587192516,
54965984349685181149/2346031044404405064)>
R = 31.7043980241
0 integral points
E_-06799: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06798: r = 1 t = 1 #III =
1
E(Q) =
<(11081746842796288071036005383/544715794393731667094113089, 512020475423829138505436122473009008677475/12713202135182540322307776887658045798687)>
R = 65.0922106234
0 integral points
E_-06797: r = 1 t = 1 #III =
1
E(Q) =
<(75012514761/3395392900, 12490854589792741/197849544283000)>
R =
25.5226308241
0 integral points
E_-06796: r = 1 t = 1 #III =
1
E(Q) = <(481/16,
9135/64)>
R = 5.9928261377
0 integral points
E_-06795: r = 2 t = 1 #III =
1
E(Q) = <(19, 8)> x
<(3601/4, 216089/8)>
R = 27.9086260544
2 integral points
1. (19, 8) = 1 * (19,
8)
2. (19, -8) = -(19, 8)
E_-06794: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06793: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06792: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06791: r = 1 t = 1 #III =
1
E(Q) = <(311049/9604,
155173115/941192)>
R = 12.9897684403
0 integral points
E_-06790: r = 1 t = 1 #III =
1
E(Q) = <(40981481/824464,
254994874891/748613312)>
R = 17.7572984277
0 integral points
E_-06789: r = 1 t = 1 #III =
1
E(Q) =
<(177473628503209/747922280625,
2363689229235865158698/646821886341515625)>
R = 32.8588562117
0 integral points
E_-06788: r = 1 t = 1 #III =
1
E(Q) = <(7413/289,
493475/4913)>
R = 9.3333424553
0 integral points
E_-06787: r = 1 t = 1 #III =
1
E(Q) = <(9091/25,
866736/125)>
R = 8.5977375060
0 integral points
E_-06786: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06785: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06784: r = 2 t = 1 #III =
1
E(Q) = <(44, 280)> x <(8297/256,
676277/4096)>
R = 24.8587370533
2 integral points
1. (44, 280) = 1 * (44,
280)
2. (44, -280) = -(44,
280)
E_-06783: r = 1 t = 1 #III =
1
E(Q) = <(172/9, 379/27)>
R = 5.2303091995
0 integral points
E_-06782: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06781: r = 1 t = 1 #III =
1
E(Q) = <(9485/121, 917228/1331)>
R = 9.3043836225
0 integral points
E_-06780: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06779: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06778: r = 2 t = 1 #III =
1
E(Q) = <(19, 9)> x
<(204971815729/241056676, 92798045315566569/3742645951576)>
R = 58.5824915227
2 integral points
1. (19, 9) = 1 * (19,
9)
2. (19, -9) = -(19, 9)
E_-06777: r = 1 t = 1 #III =
1
E(Q) = <(16629/625,
1715742/15625)>
R = 8.4795815125
0 integral points
E_-06776: r = 1 t = 1 #III =
1
E(Q) = <(1534/9,
60040/27)>
R = 6.7105982248
0 integral points
E_-06775: r = 2 t = 1 #III =
1
E(Q) = <(20, 35)> x
<(35, 190)>
R = 5.2471342869
6 integral points
1. (20, 35) = 1 * (20,
35)
2. (20, -35) = -(20,
35)
3. (170, 2215) = 1 * (20,
35) - 1 * (35, 190)
4. (170, -2215) = -(170,
2215)
5. (35, 190) = 1 * (35,
190)
6. (35, -190) = -(35,
190)
E_-06774: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06773: r = 2 t = 1 #III =
1
E(Q) = <(81/4, 313/8)> x
<(12603933/229441, 43822849052/109902239)>
R = 80.9969239413
0 integral points
E_-06772: r = 1 t = 1 #III =
1
E(Q) =
<(51364800278/808890481, 11486243802148310/23005654170121)>
R = 24.1494509127
0 integral points
E_-06771: r = 2 t = 1 #III =
1
E(Q) = <(2113/36,
95489/216)> x <(9271/81, 890650/729)>
R = 71.1498845657
0 integral points
E_-06770: r = 1 t = 1 #III =
1
E(Q) =
<(10045480705922663399931/93830352479572273321,
1004048652656190467816299825033711/908897736098673145096565855381)>
R = 50.7694323299
0 integral points
E_-06769: r = 2 t = 1 #III =
1
E(Q) = <(205, 2934)> x
<(1129/36, 33515/216)>
R = 35.0544180628
2 integral points
1. (205, 2934) = 1 * (205,
2934)
2. (205, -2934) = -(205,
2934)
E_-06768: r = 1 t = 1 #III =
1
E(Q) = <(24, 84)>
R = 1.5069025429
2 integral points
1. (24, 84) = 1 * (24,
84)
2. (24, -84) = -(24,
84)
E_-06767: r = 1 t = 1 #III =
1
E(Q) = <(96, 937)>
R = 4.2225362677
2 integral points
1. (96, 937) = 1 * (96,
937)
2. (96, -937) = -(96,
937)
E_-06766: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06765: r = 2 t = 1 #III =
1
E(Q) = <(848269/21609,
736287868/3176523)> x <(1549681/676, 1929138199/17576)>
R = 188.0925693736
0 integral points
E_-06764: r = 1 t = 1 #III =
1
E(Q) =
<(34905424825/284461956, 6509430006816851/4797735349896)>
R = 24.3702573107
0 integral points
E_-06763: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06762: r = 1 t = 1 #III =
1
E(Q) = <(8059/225,
668123/3375)>
R = 9.3057900500
0 integral points
E_-06761: r = 1 t = 1 #III =
9
E(Q) = <(21, 50)>
R = 3.5470018406
2 integral points
1. (21, 50) = 1 * (21, 50)
2. (21, -50) = -(21,
50)
E_-06760: r = 2 t = 1 #III =
1
E(Q) = <(26, 104)> x
<(286, 4836)>
R = 3.4411445539
6 integral points
1. (26, 104) = 1 * (26,
104)
2. (26, -104) = -(26, 104)
3. (49, 333) = 1 * (26, 104)
- 1 * (286, 4836)
4. (49, -333) = -(49,
333)
5. (286, 4836) = 1 * (286,
4836)
6. (286, -4836) = -(286,
4836)
E_-06759: r = 1 t = 1 #III = 1
E(Q) = <(19, 10)>
R = 3.4914885163
2 integral points
1. (19, 10) = 1 * (19,
10)
2. (19, -10) = -(19,
10)
E_-06758: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06757: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06756: r = 2 t = 1 #III =
1
E(Q) = <(58, 434)> x
<(13981/625, 1040879/15625)>
R =
34.6243020250
2 integral points
1. (58, 434) = 1 * (58,
434)
2. (58, -434) = -(58,
434)
E_-06755: r = 1 t = 1 #III =
1
E(Q) =
<(21614218369/80784144, 3177113313882817/726087886272)>
R = 23.8400251276
0 integral points
E_-06754: r = 1 t = 1 #III =
1
E(Q) =
<(8278866535699/19472807025,
23819752046749460957/2717332856303625)>
R = 29.7720601306
0 integral points
E_-06753: r = 1 t = 1 #III =
1
E(Q) =
<(1025742699939058214054516569/6495146314243655325843600,
32823510289282046985669797535087865291997/16553255105936554478264509175264184000)>
R = 62.2686140377
0 integral points
E_-06752: r = 1 t = 1 #III =
1
E(Q) = <(8961/25,
848209/125)>
R = 9.1330484767
0 integral points
E_-06751: r = 1 t = 1 #III =
1
E(Q) = <(1337/4,
48883/8)>
R = 7.2329359017
0 integral points
E_-06750: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06749: r = 2 t = 1 #III =
1
E(Q) = <(225, 3374)> x
<(13497/676, 611443/17576)>
R = 54.0506780455
2 integral points
1. (225, 3374) = 1 * (225, 3374)
2. (225, -3374) = -(225,
3374)
E_-06748: r = 1 t = 1 #III =
1
E(Q) = <(53, 377)>
R = 4.1848782413
2 integral points
1. (53, 377) = 1 * (53,
377)
2. (53, -377) = -(53, 377)
E_-06747: r = 1 t = 1 #III =
1
E(Q) = <(592927/31329,
31356710/5545233)>
R = 13.8414054862
0 integral points
E_-06746: r = 2 t = 1 #III =
1
E(Q) = <(955/9,
29429/27)> x <(12847075/110889, 45947547449/36926037)>
R = 111.0390802934
0 integral points
E_-06745: r = 1 t = 1 #III =
1
E(Q) = <(119663909/3940225,
1140572876798/7821346625)>
R = 18.9622555658
0 integral points
E_-06744: r = 1 t = 1 #III =
1
E(Q) =
<(3187691175149651626/9879623857312209,
5690766392114590482158587060/981998027169689947490073)>
R = 41.9486686287
0 integral points
E_-06743: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06742: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06741: r = 1 t = 1 #III =
1
E(Q) = <(828549/25,
754183968/125)>
R = 12.8953736166
0 integral points
E_-06740: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06739: r = 1 t = 1 #III =
1
E(Q) = <(43396308692569/779088675600,
280247814743281667747/687670410405096000)>
R = 31.6058586559
0 integral points
E_-06738: r = 2 t = 1 #III =
1
E(Q) = <(19, 11)> x
<(1942939/52441, 2522477311/12008989)>
R = 51.5649048637
2 integral points
1. (19, 11) = 1 * (19,
11)
2. (19, -11) = -(19,
11)
E_-06737: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06736: r = 1 t = 1 #III =
1
E(Q) = <(983153/45796,
550758409/9800344)>
R = 14.2910348377
0 integral points
E_-06735: r = 2 t = 1 #III =
1
E(Q) = <(46, 301)> x
<(11154676/466489, 26537643419/318611987)>
R = 58.3191693340
2 integral points
1. (46, 301) = 1 * (46,
301)
2. (46, -301) = -(46,
301)
E_-06734: r = 1 t = 1 #III =
1
E(Q) =
<(54644146831/2773602225, 4414000105153729/146071761179625)>
R = 25.2541063917
0 integral points
E_-06733: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06732: r = 1 t = 1 #III =
1
E(Q) = <(43393/576,
8967745/13824)>
R = 10.8304398097
0 integral points
E_-06731: r = 1 t = 1 #III =
1
E(Q) = <(897559/45369,
307423630/9663597)>
R = 14.2355015634
0 integral points
E_-06730: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06729: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06728: r = 1 t = 1 #III =
1
E(Q) = <(906466/5625,
862338736/421875)>
R = 13.0960117336
0 integral points
E_-06727: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06726: r = 1 t = 1 #III =
1
E(Q) = <(12055/441,
1083977/9261)>
R = 9.7951480066
0 integral points
E_-06725: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06724: r = 1 t = 1 #III =
1
E(Q) = <(82, 738)>
R = 0.8287293613
2 integral points
1. (82, 738) = 1 * (82,
738)
2. (82, -738) = -(82,
738)
E_-06723: r = 1 t = 1 #III =
1
E(Q) = <(5737/196,
371755/2744)>
R = 9.0287274886
0 integral points
E_-06722: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06721: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06720: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06719: r = 1 t = 1 #III =
1
E(Q) = <(105/4,
853/8)>
R = 5.0664533786
0 integral points
E_-06718: r = 1 t = 1 #III =
1
E(Q) = <(587561/4900,
449502059/343000)>
R = 13.3800475575
0 integral points
E_-06717: r = 1 t = 1 #III =
1
E(Q) = <(10081/225,
973646/3375)>
R = 9.4700223044
0 integral points
E_-06716: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06715: r = 1 t = 1 #III =
9
E(Q) = <(19, 12)>
R = 2.9411811028
2 integral points
1. (19, 12) = 1 * (19,
12)
2. (19, -12) = -(19,
12)
E_-06714: r = 1 t = 1 #III =
1
E(Q) = <(227313/8464,
87604041/778688)>
R = 12.0057363795
0 integral points
E_-06713: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-06712: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06711: r = 1 t = 1 #III =
1
E(Q) = <(3730/169,
139651/2197)>
R =
8.2424105331
0 integral points
E_-06710: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06709: r = 1 t = 1 #III =
1
E(Q) =
<(307979502191234577951122773/15709955098930467998748489,
1788783701998754402508107807871006285064/62267641402182998844132192173380979013)>
R = 61.5237460986
0 integral points
E_-06708: r = 1 t = 1 #III =
1
E(Q) = <(4486/225,
117766/3375)>
R = 8.2396567874
0 integral points
E_-06707: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06706: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06705: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06704: r = 2 t = 1 #III =
1
E(Q) = <(20, 36)> x
<(161/4, 1935/8)>
R = 7.0070920512
2 integral points
1. (20, 36) = 1 * (20,
36)
2. (20, -36) = -(20,
36)
E_-06703: r = 1 t = 1 #III =
1
E(Q) = <(134,
1549)>
R = 4.5219424553
2 integral points
1. (134, 1549) = 1 * (134,
1549)
2. (134, -1549) = -(134,
1549)
E_-06702: r = 0 t = 1 #III = 25
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06701: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06700: r = 1 t = 1 #III =
9
E(Q) = <(29, 133)>
R = 3.7441024110
2 integral points
1. (29, 133) = 1 * (29,
133)
2. (29, -133) = -(29,
133)
E_-06699: r = 2 t = 1 #III =
1
E(Q) = <(2377/36,
114533/216)> x <(1747/81, 42092/729)>
R = 62.5485993605
0 integral points
E_-06698: r = 1 t = 1 #III =
1
E(Q) = <(241148739/11323225,
2073455157263/38102652125)>
R =
19.7960455772
0 integral points
E_-06697: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06696: r = 2 t = 1 #III =
1
E(Q) = <(78, 684)> x
<(33, 171)>
R =
5.5445709117
6 integral points
1. (78, 684) = 1 * (78,
684)
2. (78, -684) = -(78,
684)
3. (250, 3952) = -1 * (78, 684) + 1 * (33, 171)
4. (250, -3952) = -(250,
3952)
5. (33, 171) = 1 * (33,
171)
6. (33, -171) = -(33,
171)
E_-06695: r = 1 t = 1 #III =
1
E(Q) = <(56, 411)>
R = 3.2169299442
2 integral points
1. (56, 411) = 1 * (56,
411)
2. (56, -411) = -(56,
411)
E_-06694: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06693: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06692: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06691: r = 4 t = 1 #III =
1
E(Q) = <(23, 74)> x
<(155, 1928)> x <(175/9, 694/27)> x <(305/16, 983/64)>
R = 432.6509537632
8 integral points
1. (23, 74) = 1 * (23,
74)
2. (23, -74) = -(23,
74)
3. (155, 1928) = 1 * (155,
1928)
4. (155, -1928) = -(155,
1928)
5. (77963, 21768716) = -1 * (23, 74) - 1 * (155, 1928) - 1 * (175/9,
694/27)
6. (77963, -21768716) =
-(77963, 21768716)
7. (695, 18322) = -1 * (175/9, 694/27) - 1 * (305/16,
983/64)
8. (695, -18322) = -(695,
18322)
E_-06690: r = 3 t = 1 #III =
1
E(Q) = <(19, 13)> x <(10729/16,
1111307/64)> x <(621379/6889, 487580323/571787)>
R = 340.6963493741
2 integral points
1. (19, 13) = 1 * (19,
13)
2. (19, -13) = -(19,
13)
E_-06689: r = 1 t = 1 #III =
1
E(Q) = <(41576905/1004004,
255150524773/1006012008)>
R = 17.8138022564
0 integral points
E_-06688: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06687: r = 2 t = 1
#III = 1
E(Q) = <(27, 114)> x
<(31, 152)>
R = 9.9283819282
4 integral points
1. (27, 114) = 1 * (27,
114)
2. (27, -114) = -(27,
114)
3. (31, 152) = 1 * (31,
152)
4. (31, -152) = -(31, 152)
E_-06686: r = 2 t = 1 #III =
1
E(Q) = <(225/4, 3311/8)>
x <(64479/49, 16372945/343)>
R = 59.2380233375
0 integral points
E_-06685: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06684: r = 1 t = 1 #III =
1
E(Q) = <(196/9,
1630/27)>
R = 4.8392944150
0 integral points
E_-06683: r = 1 t = 1 #III =
1
E(Q) = <(3812137/133956,
6271785845/49027896)>
R = 15.5367018434
0 integral points
E_-06682: r = 1 t = 1 #III =
1
E(Q) = <(697267/7569,
579741895/658503)>
R = 13.5796815418
0 integral points
E_-06681: r = 1 t = 1 #III =
1
E(Q) =
<(47909906197500590473137400319114807039932594369/462115273304063780183396055660225277926934404,
10455196101621248995741771337904318184802278019426849099489941935704575/9934030380663575839446527116350776370608680703824665690612253433208)>
R = 107.5966741064
0 integral points
E_-06680: r = 1 t = 1 #III =
1
E(Q) = <(3114/121,
135508/1331)>
R = 7.7696280107
0 integral points
E_-06679: r = 1 t = 1 #III =
4
E(Q) = <(22, 63)>
R = 2.5606621485
2 integral points
1. (22, 63) = 1 * (22,
63)
2. (22, -63) = -(22,
63)
E_-06678: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06677: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06676: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06675: r = 2 t = 1 #III =
1
E(Q) = <(7129/36,
601667/216)> x <(5959/225, 368198/3375)>
R = 76.4207188068
0 integral points
E_-06674: r = 0 t = 1 #III = 25
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06673: r = 1 t = 1 #III =
1
E(Q) =
<(733209546212993/4329262553344,
19840091696612122803775/9007844643592220672)>
R = 34.2966501678
0 integral points
E_-06672: r = 1 t = 1 #III =
1
E(Q) = <(23366233657/293848164,
3547989454529555/5037145227288)>
R = 24.0186622770
0 integral points
E_-06671: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06670: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06669: r = 1 t = 1 #III =
1
E(Q) = <(947233/33489,
774227674/6128487)>
R = 14.1461775785
0 integral points
E_-06668: r = 1 t = 1 #III =
1
E(Q) = <(49009/900,
10623223/27000)>
R = 11.0080253668
0 integral points
E_-06667: r = 1 t = 1 #III =
1
E(Q) =
<(1331869674522119569/21387246113564100,
1515701360518409699093774503/3127751929310384391939000)>
R = 41.9160161718
0 integral points
E_-06666: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06665: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06664: r = 1 t = 1 #III =
1
E(Q) = <(50, 344)>
R = 3.4449025933
2 integral points
1. (50, 344) = 1 * (50,
344)
2. (50, -344) = -(50,
344)
E_-06663: r = 2 t = 1 #III =
1
E(Q) = <(19, 14)> x
<(3889/196, 93001/2744)>
R = 30.3092200179
2 integral points
1. (19, 14) = 1 * (19,
14)
2. (19, -14) = -(19,
14)
E_-06662: r = 1 t = 1 #III =
1
E(Q) =
<(719449731721/115992900, 610240007084661019/1249243533000)>
R = 27.3036182481
0 integral points
E_-06661: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06660: r = 1 t = 1 #III =
1
E(Q) = <(21, 51)>
R = 2.8124330807
2 integral points
1. (21, 51) = 1 * (21,
51)
2. (21, -51) = -(21,
51)
E_-06659: r = 1 t = 1 #III =
1
E(Q) = <(1716455/18769,
2238977862/2571353)>
R = 13.9319813947
0 integral points
E_-06658: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06657: r = 2 t = 1 #III =
1
E(Q) = <(193, 2680)> x
<(734581/5625, 628650854/421875)>
R = 72.1979900197
2 integral points
1. (193, 2680) = 1 * (193,
2680)
2. (193, -2680) = -(193,
2680)
E_-06656: r = 2 t = 1 #III =
1
E(Q) = <(36, 200)> x
<(120, 1312)>
R = 5.8194779484
6 integral points
1. (36, 200) = 1 * (36,
200)
2. (36, -200) = -(36,
200)
3. (168, 2176) = 1 * (36,
200) - 1 * (120, 1312)
4. (168, -2176) = -(168,
2176)
5. (120, 1312) = 1 * (120,
1312)
6. (120, -1312) = -(120,
1312)
E_-06655: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06654: r = 1 t = 1 #III =
1
E(Q) = <(8863/9,
834391/27)>
R = 9.1013862621
0 integral points
E_-06653: r = 1 t = 1 #III =
1
E(Q) =
<(7567082619681/3206956900, 20815775898814205329/181609969247000)>
R = 29.6597308768
0 integral points
E_-06652: r = 1 t = 1 #III =
1
E(Q) = <(52, 366)>
R = 2.6952925827
2 integral points
1. (52, 366) = 1 * (52,
366)
2. (52, -366) = -(52,
366)
E_-06651: r = 1 t = 1
#III = 1
E(Q) =
<(2905562689/30470400, 156017494455137/168196608000)>
R = 21.9102928048
0 integral points
E_-06650: r = 1 t = 1 #III =
1
E(Q) = <(305/16,
1065/64)>
R = 4.6411019042
0 integral points
E_-06649: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06648: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06647: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06646: r = 1 t = 1 #III =
1
E(Q) =
<(97864048337185587366994693348820646618548297/1327194183854659314884910337792879498023184,
960074744207378926925640377646493452934010964097435460220227450683/1528979648348323798920116751234731027341113888177339725891682752)>
R = 101.4471184505
0 integral points
E_-06645: r = 1 t = 1 #III =
1
E(Q) = <(716329/1089,
606266722/35937)>
R = 13.4994697843
0 integral points
E_-06644: r = 1 t = 1 #III =
1
E(Q) =
<(57074523197470/3006142195329,
73676550751710881122/5212118479531912767)>
R = 31.5269922305
0 integral points
E_-06643: r = 1 t = 1 #III =
1
E(Q) = <(1210483/56169,
772316180/13312053)>
R = 14.4954553911
0 integral points
E_-06642: r = 1 t = 1 #III =
1
E(Q) = <(859/25,
23023/125)>
R = 7.0774665754
0 integral points
E_-06641: r = 2 t = 1 #III =
1
E(Q) = <(173, 2274)> x
<(1881/100, 3779/1000)>
R = 33.7895598179
2 integral points
1. (173, 2274) = 1 * (173,
2274)
2. (173, -2274) = -(173, 2274)
E_-06640: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06639: r = 1 t = 1 #III =
1
E(Q) =
<(53002973401/2789107344, 2203860795239395/147298337051328)>
R = 25.2378344559
0 integral points
E_-06638: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06637: r = 1 t = 1 #III =
1
E(Q) = <(3093448382402718468264853084475566849769/19750659887767060273450450335009696100,
171905151067493549857695638864965641633528671557480122189397/87775318815810787126175774847304411881161692044506209000)>
R = 91.0036864027
0 integral points
E_-06636: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06635: r = 2 t = 1 #III =
1
E(Q) = <(2211, 103964)> x
<(647659/15129, 498690892/1860867)>
R = 102.1344219608
2 integral points
1. (2211, 103964) = 1 *
(2211, 103964)
2. (2211, -103964) = -(2211,
103964)
E_-06634: r = 2 t = 1 #III =
1
E(Q) = <(19, 15)> x
<(103745/1444, 33115487/54872)>
R = 34.0044406355
2 integral points
1. (19, 15) = 1 * (19,
15)
2. (19, -15) = -(19,
15)
E_-06633: r = 1 t = 1 #III =
1
E(Q) = <(81/4,
327/8)>
R = 4.1775888782
0 integral points
E_-06632: r = 2 t = 1 #III =
1
E(Q) = <(126, 1412)> x
<(833/4, 24033/8)>
R = 22.6987658208
2 integral points
1. (126, 1412) = 1 * (126,
1412)
2. (126, -1412) = -(126,
1412)
E_-06631: r = 1 t = 1 #III =
4
E(Q) = <(20, 37)>
R = 3.0546254423
2 integral points
1. (20, 37) = 1 * (20,
37)
2. (20, -37) = -(20,
37)
E_-06630: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06629: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06628: r = 1 t = 1 #III =
1
E(Q) = <(8837,
830725)>
R = 9.0880100410
2 integral points
1. (8837, 830725) = 1 * (8837,
830725)
2. (8837, -830725) = -(8837,
830725)
E_-06627: r = 1 t = 1 #III =
1
E(Q) = <(39016471/893025,
233825918894/843908625)>
R = 17.7361002587
0 integral points
E_-06626: r = 3 t = 1 #III =
1
E(Q) = <(51, 355)> x
<(177/4, 2263/8)> x <(579/25, 9517/125)>
R = 144.6685071886
4 integral points
1. (8835, 830443) = -1 * (51, 355) + 1 * (177/4, 2263/8)
2. (8835, -830443) = -(8835,
830443)
3. (51, 355) = 1 * (51,
355)
4. (51, -355) = -(51,
355)
E_-06625: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06624: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06623: r = 1 t = 1 #III =
1
E(Q) = <(8387/121,
760410/1331)>
R = 8.6495683528
0 integral points
E_-06622: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06621: r = 2 t = 1 #III =
1
E(Q) = <(169/9, 10/27)> x
<(2010097/106929, 164019898/34965783)>
R = 85.1916130048
0 integral points
E_-06620: r = 1 t = 1 #III =
1
E(Q) = <(579864/12769,
425666842/1442897)>
R = 12.5936224136
0 integral points
E_-06619: r = 2 t = 1 #III =
1
E(Q) = <(2207, 103682)> x
<(1865/64, 68933/512)>
R = 51.7597874077
2 integral points
1. (2207, 103682) = 1 *
(2207, 103682)
2. (2207, -103682) = -(2207,
103682)
E_-06618: r = 1 t = 1 #III =
1
E(Q) =
<(1229409635957488083773009155081/21872315969552073343761216900,
1337512687068322855678140270488869766465061979/3234760689463366521061337392760991436197000)>
R = 69.4855907558
0 integral points
E_-06617: r = 1 t = 1 #III =
1
E(Q) =
<(510684491061/15701343025, 327981968225304934/1967456787747625)>
R = 27.2970497422
0 integral points
E_-06616: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06615: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06614: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06613: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06612: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06611: r = 1 t = 1 #III =
1
E(Q) =
<(42004349404159384528804345034256440346171961075/1110398170994669149287850004217375655191288969,
8065970344425257131148780343662826225244708878233203004521001485318724/37001395750017203617617704179857441128844889843769551323268546213797)>
R = 107.6478123140
0 integral points
E_-06610: r = 1 t = 1 #III =
1
E(Q) =
<(2498898881/43771456, 122678544910241/289591952896)>
R = 21.8375365018
0 integral points
E_-06609: r = 1 t = 1 #III =
4
E(Q) = <(5346937/236196,
8110518227/114791256)>
R =
15.9598270289
0 integral points
E_-06608: r = 1 t = 1 #III =
1
E(Q) = <(11097/361,
1027445/6859)>
R = 9.6702806521
0 integral points
E_-06607: r = 1 t = 1 #III =
1
E(Q) = <(43, 270)>
R = 3.4721548352
2 integral points
1. (43, 270) = 1 * (43,
270)
2. (43, -270) = -(43,
270)
E_-06606: r = 1 t = 1 #III =
1
E(Q) = <(801/16,
22065/64)>
R = 6.1785793155
0 integral points
E_-06605: r = 2 t = 1 #III =
1
E(Q) = <(129/4, 1313/8)>
x <(136761/676, 50555699/17576)>
R = 56.0149980815
0 integral points
E_-06604: r = 1 t = 1 #III =
1
E(Q) = <(262699383772016941/329627808479025,
134643610236041191299185261/5984608769151252636375)>
R = 40.1242635128
0 integral points
E_-06603: r = 1 t = 1 #III =
9
E(Q) = <(19, 16)>
R = 3.4879149962
2 integral points
1. (19, 16) = 1 * (19, 16)
2. (19, -16) = -(19,
16)
E_-06602: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06601: r = 1 t = 1 #III =
1
E(Q) = <(307725422366382553/856632155621841,
170692382877193955716800884/25072148931111460881639)>
R = 40.3000821037
0 integral points
E_-06600: r = 2 t = 1 #III =
1
E(Q) = <(25, 95)> x
<(70, 580)>
R = 5.7796429573
6 integral points
1. (25, 95) = 1 * (25,
95)
2. (25, -95) = -(25,
95)
3. (130, 1480) = 1 * (25,
95) - 1 * (70, 580)
4. (130, -1480) = -(130,
1480)
5. (70, 580) = 1 * (70,
580)
6. (70, -580) = -(70, 580)
E_-06599: r = 2 t = 1 #III =
1
E(Q) = <(24, 85)> x
<(3540/169, 111847/2197)>
R = 24.8835454583
2 integral points
1. (24, 85) = 1 * (24,
85)
2. (24, -85) = -(24, 85)
E_-06598: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06597: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06596: r = 2 t = 1 #III =
1
E(Q) = <(66, 530)> x
<(297/4, 5077/8)>
R = 20.5672765169
2 integral points
1. (66, 530) = 1 * (66,
530)
2. (66, -530) = -(66,
530)
E_-06595: r = 1 t = 1 #III =
1
E(Q) =
<(33018733665079/52517513889,
189729497869877016478/12035281105400463)>
R = 31.1464371758
0 integral points
E_-06594: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06593: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06592: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06591: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06590: r = 1 t = 1 #III =
1
E(Q) =
<(46537884020110360441024399317746311390359/853414554399497101501044653589971577769,
9833337002030932811798802073124557147513149903578562939603563/24931021186170362433317135057856099127947360144249424679147)>
R = 93.8482832765
0 integral points
E_-06589: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06588: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06587: r = 1 t = 1 #III =
1
E(Q) = <(2153/16,
99765/64)>
R = 7.2106600255
0 integral points
E_-06586: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06585: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06584: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06583: r = 2 t = 1 #III =
1
E(Q) = <(161/4, 1937/8)>
x <(25823/841, 3647432/24389)>
R = 54.9105283767
0 integral points
E_-06582: r = 1 t = 1 #III =
1
E(Q) = <(839272663/8003241,
24244414291295/22641168789)>
R = 20.6572836348
0 integral points
E_-06581: r = 1 t = 1 #III =
1
E(Q) =
<(1059856195338781465573/52733503217240495001,
15015891712797770157137199874456/382939296690796243222977538749)>
R = 48.9301247365
0 integral points
E_-06580: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06579: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06578: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06577: r = 2 t = 1 #III =
1
E(Q) = <(209/4, 2951/8)>
x <(712513/1521, 601416440/59319)>
R = 67.7001864383
0 integral points
E_-06576: r = 2 t = 1 #III =
1
E(Q) = <(28, 124)> x
<(28420/289, 4774516/4913)>
R = 20.1994962888
2 integral points
1. (28, 124) = 1 * (28,
124)
2. (28, -124) = -(28,
124)
E_-06575: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06574: r = 1 t = 1 #III =
1
E(Q) =
<(576365461001/5146627600, 436544127056566501/369219064024000)>
R = 27.1823298764
0 integral points
E_-06573: r = 1 t = 1 #III =
1
E(Q) =
<(370334091227479297/17955075679895601, 112884467300191202530913090/2405918214049990574072151)>
R = 40.9593771313
0 integral points
E_-06572: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06571: r = 1 t = 1 #III =
1
E(Q) = <(561169/484,
420377625/10648)>
R = 12.6984060705
0 integral points
E_-06570: r = 2 t = 1 #III =
1
E(Q) = <(19, 17)> x
<(20467009/784996, 73454049953/695506456)>
R = 58.5384973544
2 integral points
1. (19, 17) = 1 * (19,
17)
2. (19, -17) = -(19,
17)
E_-06569: r = 2 t = 1 #III =
1
E(Q) = <(245, 3834)> x
<(1897/36, 80747/216)>
R = 34.4833805186
2 integral points
1. (245, 3834) = 1 * (245, 3834)
2. (245, -3834) = -(245,
3834)
E_-06568: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06567: r = 1 t = 1 #III =
1
E(Q) = <(10756/25,
1115471/125)>
R = 8.8478793371
0 integral points
E_-06566: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06565: r = 1 t = 1 #III =
1
E(Q) = <(2480581/131769,
493515316/47832147)>
R = 15.2708383714
0 integral points
E_-06564: r = 1 t = 1 #III =
1
E(Q) = <(2170/9,
101062/27)>
R = 7.0370356981
0 integral points
E_-06563: r = 2 t = 1 #III = 1
E(Q) = <(2193/4,
102695/8)> x <(13959/625, 1057198/15625)>
R = 76.3668368803
0 integral points
E_-06562: r = 2 t = 1 #III =
1
E(Q) = <(1001/16,
31243/64)> x <(265097/676, 136484581/17576)>
R = 88.2279372117
0 integral points
E_-06561: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06560: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06559: r = 1 t = 1 #III =
1
E(Q) = <(3236/169,
47195/2197)>
R = 8.1589130796
0 integral points
E_-06558: r = 0 t = 1 #III =
9
E(Q) = {O}
R' = 1.0000000000
0 integral points
E_-06557: r = 2 t = 1 #III =
1
E(Q) = <(21, 52)> x
<(94521474964497/4059161149696,
637133571189201096839/8178138098093920256)>
R = 113.4697224209
2 integral points
1. (21, 52) = 1 * (21, 52)
2. (21, -52) = -(21,
52)
E_-06556: r = 2 t = 1 #III =
1
E(Q) = <(20, 38)> x
<(848, 24694)>
R = 14.5671982840
4 integral points
1. (20, 38) = 1 * (20,
38)
2. (20, -38) = -(20, 38)
3. (848, 24694) = 1 * (848,
24694)
4. (848, -24694) = -(848,
24694)
E_-06555: r = 2 t = 1 #III =
1
E(Q) = <(133081/7056,
7360669/592704)> x <(45425809/86436, 306157003993/25412184)>
R = 217.3060981809
0 integral points
E_-06554: r = 1 t = 1 #III =
1
E(Q) =
<(240420950929/5522867856, 113105209247431865/410437447586496)>
R = 26.4622479730
0 integral points
E_-06553: r = 2 t = 1 #III =
1
E(Q) = <(37, 210)> x
<(3429989893064137/40197514702801,
199818955170170230837740/254858313040478462951)>
R = 118.4859365979
2 integral points
1. (37, 210) = 1 * (37,
210)
2. (37, -210) = -(37,
210)
E_-06552: r = 1 t = 1 #III =
1
E(Q) = <(22, 64)>
R = 2.8762570973
2 integral points
1. (22, 64) = 1 * (22,
64)
2. (22, -64) = -(22,
64)
E_-06551: r = 3 t = 1 #III =
1
E(Q) = <(26, 105)> x
<(30, 143)> x <(368, 7059)>
R = 37.7704506209
8 integral points
1. (3788, 233139) = 1 * (26,
105) - 1 * (30, 143)
2. (3788, -233139) = -(3788,
233139)
3. (26, 105) = 1 * (26,
105)
4. (26, -105) = -(26,
105)
5. (30, 143) = 1 * (30,
143)
6. (30, -143) = -(30,
143)
7. (368, 7059) = 1 * (368,
7059)
8. (368, -7059) = -(368,
7059)
E_-06550: r = 1 t = 1 #III =
1
E(Q) = <(20609911/660969,
82843432991/537367797)>
R = 17.1915739930
0 integral points
E_-06549: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06548: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06547: r = 2 t = 1 #III =
1
E(Q) = <(2099/25,
95632/125)> x <(483017/14884, 301832795/1815848)>
R = 90.9060076362
0 integral points
E_-06546: r = 1 t = 1 #III =
4
E(Q) = <(20707/1089,
651763/35937)>
R = 10.4800274968
0 integral points
E_-06545: r = 1 t = 1 #III =
1
E(Q) =
<(39648207953457524582169447394629/600975186910901132796711961, 249652169138387213447647223214869393404513938362/14732783666784966891417659090606718716291)>
R = 72.7577729184
0 integral points
E_-06544: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06543: r = 1 t = 1 #III =
1
E(Q) = <(34, 181)>
R = 3.3876108844
2 integral points
1. (34, 181) = 1 * (34,
181)
2. (34, -181) = -(34,
181)
E_-06542: r = 2 t = 1 #III =
1
E(Q) = <(23, 75)> x
<(84383/3721, 16241985/226981)>
R = 32.6887037429
2 integral points
1. (23, 75) = 1 * (23,
75)
2. (23, -75) = -(23,
75)
E_-06541: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06540: r = 1 t = 1 #III =
1
E(Q) =
<(340114366140709/17623850497929,
1882528292178990729863/73986281426794282533)>
R = 33.9952269139
0 integral points
E_-06539: r = 1 t = 1 #III =
1
E(Q) =
<(56527849900915/8350852689,
425004663761712921628/763125971278887)>
R = 31.6674535533
0 integral points
E_-06538: r = 1 t = 1 #III =
1
E(Q) = <(243707/7921,
105949285/704969)>
R =
12.7581285898
0 integral points
E_-06537: r = 1 t = 1 #III =
1
E(Q) = <(8473/81,
777700/729)>
R = 9.1539001959
0 integral points
E_-06536: r = 1 t = 1 #III =
1
E(Q) = <(808929/33124,
540179375/6028568)>
R = 14.0397088164
0 integral points
E_-06535: r = 1 t = 1 #III =
1
E(Q) = <(19, 18)>
R = 2.9370302875
2 integral points
1. (19, 18) = 1 * (19,
18)
2. (19, -18) = -(19,
18)
E_-06534: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06533: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06532: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06531: r = 1 t = 1 #III =
1
E(Q) = <(140586265/7518564,
53302267619/20615902488)>
R = 19.3105134172
0 integral points
E_-06530: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06529: r = 1 t = 1 #III =
1
E(Q) = <(7973/169,
689434/2197)>
R = 9.2212090064
0 integral points
E_-06528: r = 1 t = 1 #III =
1
E(Q) = <(508/9,
11240/27)>
R = 5.0439942125
0 integral points
E_-06527: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06526: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06525: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06524: r = 1 t = 1 #III =
1
E(Q) = <(32, 162)>
R = 2.3338766489
2 integral points
1. (32, 162) = 1 * (32,
162)
2. (32, -162) = -(32,
162)
E_-06523: r = 1 t = 1 #III =
1
E(Q) = <(16176121/360000,
62677094669/216000000)>
R = 16.8476531181
0 integral points
E_-06522: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06521: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06520: r = 1 t = 1 #III =
1
E(Q) =
<(12362504593791566/111430761629929,
1371261898932006442640096/1176271699934176028533)>
R = 36.4632931068
0 integral points
E_-06519: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06518: r = 1 t = 1 #III =
9
E(Q) = <(673/36,
847/216)>
R = 7.0606889594
0 integral points
E_-06517: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06516: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06515: r = 1 t = 1 #III =
1
E(Q) = <(132001/7056,
3363569/592704)>
R = 12.3391124913
0 integral points
E_-06514: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06513: r = 0 t = 1
#III = 4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06512: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06511: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06510: r = 1 t = 1 #III =
1
E(Q) =
<(266995837486449703681936993380079/10802704540258556506807221429729,
3290347282612893886354439032179867099416119551407/35505754600319200712564691911362423823387300433)>
R = 75.0959197527
0 integral points
E_-06509: r = 1 t = 1 #III =
1
E(Q) = <(18609/961,
816970/29791)>
R = 10.3640739396
0 integral points
E_-06508: r = 1 t = 1 #III =
1
E(Q) = <(32953/1764,
247085/74088)>
R = 10.9518810045
0 integral points
E_-06507: r = 1 t = 1 #III =
1
E(Q) = <(187/9,
1340/27)>
R = 5.7326717284
0 integral points
E_-06506: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06505: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06504: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06503: r = 1 t = 1 #III =
1
E(Q) = <(1668,
68123)>
R = 6.9641645364
2 integral points
1. (1668, 68123) = 1 *
(1668, 68123)
2. (1668, -68123) = -(1668,
68123)
E_-06502: r = 1 t = 1 #III =
1
E(Q) = <(8711/25,
812959/125)>
R = 9.1052661408
0 integral points
E_-06501: r = 1 t = 1 #III =
1
E(Q) =
<(2057765871385/14832316944, 2948252252315000579/1806398215975872)>
R = 28.4350820930
0 integral points
E_-06500: r = 1 t = 1 #III =
1
E(Q) = <(90, 850)>
R = 2.3237265293
2 integral points
1. (90, 850) = 1 * (90,
850)
2. (90, -850) = -(90,
850)
E_-06499: r = 1 t = 1 #III =
1
E(Q) = <(112860745/3111696,
1114341827131/5489031744)>
R = 18.8455298963
0 integral points
E_-06498: r = 1 t = 1 #III =
1
E(Q) = <(19, 19)>
R = 1.5225127432
2 integral points
1. (19, 19) = 1 * (19,
19)
2. (19, -19) = -(19,
19)
E_-06497: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06496: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06495: r = 1 t = 1 #III =
1
E(Q) = <(83986/3481,
17845031/205379)>
R =
11.3164290737
0 integral points
E_-06494: r = 2 t = 1 #III =
1
E(Q) = <(223/9, 2521/27)>
x <(5864946913/299013264, 167709720060719/5170537361088)>
R = 131.7536557020
0 integral points
E_-06493: r = 1 t = 1 #III =
1
E(Q) =
<(548027741449/25769880900, 231244548103796293/4136838980877000)>
R = 27.5209190742
0 integral points
E_-06492: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06491: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06490: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06489: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06488: r = 2 t = 1 #III =
1
E(Q) = <(42, 260)> x
<(417, 8515)>
R = 18.8099352214
4 integral points
1. (42, 260) = 1 * (42, 260)
2. (42, -260) = -(42,
260)
3. (417, 8515) = 1 * (417,
8515)
4. (417, -8515) = -(417,
8515)
E_-06487: r = 1 t = 1 #III =
1
E(Q) = <(1793323/95481,
347331590/29503629)>
R = 14.9456411458
0 integral points
E_-06486: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06485: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06484: r = 1 t = 1 #III =
1
E(Q) =
<(10605199645/43441281, 1091896514311591/286321483071)>
R = 23.1315310258
0 integral points
E_-06483: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06482: r = 1 t = 1 #III =
1
E(Q) =
<(9122961817377/61997016064,
27527171869468942385/15436761023807488)>
R = 29.9194948947
0 integral points
E_-06481: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06480: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06479: r = 3 t = 1 #III =
1
E(Q) = <(20, 39)> x
<(80, 711)> x <(47, 312)>
R = 27.9797388557
12 integral points
1. (20, 39) = 1 * (20,
39)
2. (20, -39) = -(20,
39)
3. (80, 711) = 1 * (80,
711)
4. (80, -711) = -(80,
711)
5. (834, 24085) = -1 * (80, 711) + 1 * (47, 312)
6. (834, -24085) = -(834,
24085)
7. (102, 1027) = 1 * (20,
39) - 1 * (47, 312)
8. (102, -1027) = -(102,
1027)
9. (47, 312) = 1 * (47,
312)
10. (47, -312) = -(47,
312)
11. (6059, 471630) = -1 * (20, 39) + 1 * (80, 711) + 1 * (47,
312)
12. (6059, -471630) = -(6059,
471630)
E_-06478: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-06477: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06476: r = 1 t = 1 #III =
1
E(Q) =
<(3250574452297/31580133264, 5843147219743968827/5612042322078912)>
R = 28.9205267424
0 integral points
E_-06475: r = 1 t = 1 #III =
1
E(Q) = <(6731/361,
18304/6859)>
R = 9.3636160064
0 integral points
E_-06474: r = 3 t = 1 #III =
1
E(Q) = <(121/4, 1165/8)>
x <(547, 12793)> x <(5737/16, 434507/64)>
R = 227.6227316568
2 integral points
1. (547, 12793) = 1 * (547,
12793)
2. (547, -12793) = -(547,
12793)
E_-06473: r = 1 t = 1 #III =
1
E(Q) = <(8589/25,
795938/125)>
R = 9.0915793031
0 integral points
E_-06472: r = 2 t = 1 #III =
1
E(Q) = <(38, 220)> x
<(466/25, 264/125)>
R = 17.6333955061
2 integral points
1. (38, 220) = 1 * (38,
220)
2. (38, -220) = -(38,
220)
E_-06471: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06470: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06469: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06468: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06467: r = 1 t = 1 #III =
1
E(Q) =
<(860641487233/38508567696, 517864936780193345/7556767290392256)>
R = 27.9510164699
0 integral points
E_-06466: r = 1 t = 1 #III =
1
E(Q) =
<(112600292252203/2093806106001,
1169737646965172277031/3029735341577340999)>
R = 32.5635835720
0 integral points
E_-06465: r = 1 t = 1 #III =
1
E(Q) =
<(3747412801/132987024, 193442384111329/1533606360768)>
R = 22.4269209654
0 integral points
E_-06464: r = 1 t = 1 #III =
1
E(Q) = <(6342921/268324,
11415613595/138991832)>
R = 16.1103363687
0 integral points
E_-06463: r = 1 t = 1 #III =
1
E(Q) = <(59, 446)>
R = 4.2683478389
2 integral points
1. (59, 446) = 1 * (59,
446)
2. (59, -446) = -(59,
446)
E_-06462: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06461: r = 2 t = 1 #III =
1
E(Q) = <(393/16,
5851/64)> x <(1145/4, 38739/8)>
R = 41.8548151134
0 integral points
E_-06460: r = 1 t = 1 #III =
1
E(Q) = <(149,
1817)>
R = 5.0805813633
2 integral points
1. (149, 1817) = 1 * (149,
1817)
2. (149, -1817) = -(149,
1817)
E_-06459: r = 1 t = 1 #III =
9
E(Q) = <(19, 20)>
R = 3.4845567588
2 integral points
1. (19, 20) = 1 * (19,
20)
2. (19, -20) = -(19,
20)
E_-06458: r = 2 t = 1 #III =
1
E(Q) = <(27, 115)> x
<(10179648145510299/465655614693025,
634665990131477299813907/10048408120519594591375)>
R = 137.7033837233
2 integral points
1. (27, 115) = 1 * (27,
115)
2. (27, -115) = -(27,
115)
E_-06457: r = 1 t = 1 #III =
1
E(Q) =
<(2790432161154978481/169230698676900, 4661301587425353361772850871/2201500159096964103000)>
R = 42.4734227097
0 integral points
E_-06456: r = 1 t = 1 #III =
1
E(Q) = <(2638/81,
122176/729)>
R = 7.5197061840
0 integral points
E_-06455: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06454: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06453: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-06452: r = 2 t = 1 #III =
1
E(Q) = <(21, 53)> x
<(182, 2454)>
R = 14.0171402292
4 integral points
1. (21, 53) = 1 * (21,
53)
2. (21, -53) = -(21,
53)
3. (182, 2454) = 1 * (182,
2454)
4. (182, -2454) = -(182,
2454)
E_-06451: r = 1 t = 1 #III =
1
E(Q) =
<(6148023505/19027044, 482016330119879/82995965928)>
R = 22.5748043608
0 integral points
E_-06450: r = 1 t = 1 #III =
1
E(Q) =
<(8571178687369/22874142564,
25091937720257912603/3459531069664488)>
R = 29.8099630573
0 integral points
E_-06449: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-06448: r = 1 t = 1 #III =
1
E(Q) = <(113/4,
1015/8)>
R = 5.1088020671
0 integral points
E_-06447: r = 2 t = 1 #III =
1
E(Q) = <(169/4, 2101/8)>
x <(2251, 106798)>
R = 37.9106408078
2 integral points
1. (2251, 106798) = 1 *
(2251, 106798)
2. (2251, -106798) = -(2251,
106798)
E_-06446: r = 1 t = 1 #III =
1
E(Q) =
<(705040007241/24006403600, 511156953827857211/3719552173784000)>
R = 27.6496964977
0 integral points
E_-06445: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06444: r = 2 t = 1 #III =
1
E(Q) = <(45, 291)> x <(117, 1263)>
R = 11.0265089385
4 integral points
1. (45, 291) = 1 * (45,
291)
2. (45, -291) = -(45,
291)
3. (117, 1263) = 1 * (117,
1263)
4. (117, -1263) = -(117,
1263)
E_-06443: r = 1 t = 1 #III =
1
E(Q) = <(259711/11025,
94250834/1157625)>
R = 12.9157608546
0 integral points
E_-06442: r = 2 t = 1 #III =
1
E(Q) = <(89/4, 541/8)> x
<(152078917577/272118016, 59305572842647301/4488858791936)>
R = 127.2242443822
0 integral points
E_-06441: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06440: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06439: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06438: r = 1 t = 1 #III =
1
E(Q) = <(5119646819144599/137314687878225,
342813719148307320603743/1609072050039904110375)>
R = 36.4671291569
0 integral points
E_-06437: r = 1 t = 1 #III =
1
E(Q) = <(108837/4489,
26588480/300763)>
R = 12.0346763790
0 integral points
E_-06436: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06435: r = 1 t = 1 #III =
1
E(Q) = <(1317319/62001,
867333518/15438249)>
R = 14.5815576076
0 integral points
E_-06434: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06433: r = 2 t = 1 #III =
1
E(Q) = <(29, 134)> x
<(4308257/44944, 8909650639/9528128)>
R =
56.3952298180
2 integral points
1. (29, 134) = 1 * (29,
134)
2. (29, -134) = -(29,
134)
E_-06432: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06431: r = 1 t = 1 #III =
1
E(Q) = <(1497/4,
57917/8)>
R = 7.3417625725
0 integral points
E_-06430: r = 1 t = 1 #III =
1
E(Q) = <(724231/8649,
612949139/804357)>
R = 13.6281925967
0 integral points
E_-06429: r = 1 t = 1 #III =
1
E(Q) =
<(2130460263233533058911051846498052581/33124923521097820907494533566670225,
3071838228778893264704828153975718976874006535088912604/6028820123017027748455508803543769968156717972578375)>
R = 83.8245793024
0 integral points
E_-06428: r = 2 t = 1 #III =
1
E(Q) = <(24, 86)> x
<(484668/14161, 309186058/1685159)>
R = 32.9125150843
2 integral points
1. (24, 86) = 1 * (24,
86)
2. (24, -86) = -(24,
86)
E_-06427: r = 1 t = 1 #III =
1
E(Q) =
<(27233848513/966339396, 3794638076569025/30039626464056)>
R = 24.4095912967
0 integral points
E_-06426: r = 1 t = 1 #III =
1
E(Q) = <(773515/16641, 658180027/2146689)>
R = 13.7982652520
0 integral points
E_-06425: r = 1 t = 1 #III =
1
E(Q) = <(2561/121,
73584/1331)>
R = 7.7907033525
0 integral points
E_-06424: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06423: r = 1 t = 1 #III =
1
E(Q) = <(22, 65)>
R = 3.1045609955
2 integral points
1. (22, 65) = 1 * (22,
65)
2. (22, -65) = -(22,
65)
E_-06422: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06421: r = 1 t = 1 #III =
9
E(Q) = <(41, 250)>
R = 3.9833865650
2 integral points
1. (41, 250) = 1 * (41,
250)
2. (41, -250) = -(41,
250)
E_-06420: r = 1 t = 1 #III =
4
E(Q) = <(1654/81,
33362/729)>
R = 7.2249459773
0 integral points
E_-06419: r = 2 t = 1 #III =
1
E(Q) = <(39, 230)> x
<(3523/9, 209096/27)>
R = 31.3407369675
2 integral points
1. (39, 230) = 1 * (39,
230)
2. (39, -230) = -(39,
230)
E_-06418: r = 2 t = 1 #III =
1
E(Q) = <(19, 21)> x
<(353/16, 4207/64)>
R = 18.4771573311
2 integral points
1. (19, 21) = 1 * (19,
21)
2. (19, -21) = -(19,
21)
E_-06417: r = 1 t = 1 #III =
1
E(Q) = <(1273/9,
45368/27)>
R = 7.2296556775
0 integral points
E_-06416: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06415: r = 1 t = 1 #III =
4
E(Q) = <(14714, 1784827)>
R = 9.1352332290
2 integral points
1. (14714, 1784827) = 1 *
(14714, 1784827)
2. (14714, -1784827) =
-(14714, 1784827)
E_-06414: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06413: r = 1 t = 1 #III =
1
E(Q) =
<(711024660721/6277392900, 598227783741686231/497357839467000)>
R = 27.3903271104
0 integral points
E_-06412: r = 2 t = 1 #III =
1
E(Q) = <(533, 12305)> x
<(6904157/29929, 18136460635/5177717)>
R = 94.4944994927
2 integral points
1. (533, 12305) = 1 * (533,
12305)
2. (533, -12305) = -(533,
12305)
E_-06411: r = 2 t = 1 #III =
1
E(Q) = <(2155/9, 100016/27)> x
<(6025/324, 25669/5832)>
R = 61.3303508693
0 integral points
E_-06410: r = 1 t = 1 #III =
1
E(Q) =
<(325071645335241/305713891396,
5860942711895657312069/169033490547327944)>
R =
33.4258103130
0 integral points
E_-06409: r = 2 t = 1 #III =
1
E(Q) = <(25, 96)> x
<(612257/13456, 462487793/1560896)>
R = 40.8955328574
2 integral points
1. (25, 96) = 1 * (25,
96)
2. (25, -96) = -(25, 96)
E_-06408: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06407: r = 1 t = 1 #III =
1
E(Q) = <(68, 555)>
R = 3.3738425691
2 integral points
1. (68, 555) = 1 * (68,
555)
2. (68, -555) = -(68,
555)
E_-06406: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06405: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06404: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06403: r = 0 t = 1 #III =
9
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-06402: r = 1 t = 1 #III =
1
E(Q) =
<(5204897593779739/3061152648225,
375506968606044235614737/5355838590624183375)>
R = 36.1950926110
0 integral points
E_-06401: r = 1 t = 1 #III =
1
E(Q) =
<(28451585399617691341279705/887275765249443483330816,
136235660709630088858202123882070781027/835772215396786983198028995499044864)>
R = 58.9492562926
0 integral points
E_-06400: r = 1 t = 1 #III =
1
E(Q) = <(40, 240)>
R = 0.2630621195
8 integral points
1. (40, 240) = 1 * (40,
240)
2. (40, -240) = -(40,
240)
3. (20, 40) = -2 * (40, 240)
4. (20, -40) = -(20,
40)
5. (136, 1584) = -3 * (40, 240)
6. (136, -1584) = -(136,
1584)
7. (185, 2515) = 4 * (40,
240)
8. (185, -2515) = -(185,
2515)
E_-06399: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06398: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06397: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06396: r = 1 t = 1 #III =
1
E(Q) = <(28609/1024,
4067935/32768)>
R = 10.6457947455
0 integral points
E_-06395: r = 1 t = 1 #III =
1
E(Q) = <(166120081/5992704,
1791073133369/14670139392)>
R = 19.3152506310
0 integral points
E_-06394: r = 1 t = 1 #III =
9
E(Q) = <(35, 191)>
R = 3.8678820506
2 integral points
1. (35, 191) = 1 * (35,
191)
2. (35, -191) = -(35,
191)
E_-06393: r = 1 t = 1 #III =
1
E(Q) = <(28297/1521,
403300/59319)>
R = 10.7987093925
0 integral points
E_-06392: r = 1 t = 1 #III =
1
E(Q) = <
(23083090578/1141155961, 1673462093098460/38549389518541)>
R = 23.6798394798
0 integral points
E_-06391: r = 1 t = 1 #III =
1
E(Q) = <(23, 76)>
R = 3.5923552345
2 integral points
1. (23, 76) = 1 * (23,
76)
2. (23, -76) = -(23,
76)
E_-06390: r = 1 t = 1 #III =
1
E(Q) = <(6111/169,
444261/2197)>
R = 8.2885665484
0 integral points
E_-06389: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06388: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06387: r = 1 t = 1 #III =
1
E(Q) =
<(128076008631849091/6526217032850025, 18043019211842735085201736/527220475629874433875125)>
R = 39.9152534416
0 integral points
E_-06386: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06385: r = 1 t = 1 #III =
1
E(Q) =
<(44418057156664241/138007069064881,
9360472001332224933299356/1621257502836427695721)>
R = 38.3678480426
0 integral points
E_-06384: r = 1 t = 1 #III =
1
E(Q) = <(568/9,
13364/27)>
R = 5.1338512935
0 integral points
E_-06383: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06382: r = 2 t = 1 #III =
1
E(Q) = <(31, 153)> x
<(3061903/289, 5357807937/4913)>
R = 46.5172968214
2 integral points
1. (31, 153) = 1 * (31,
153)
2. (31, -153) = -(31,
153)
E_-06381: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06380: r = 1 t = 1 #III =
1
E(Q) =
<(12312100021/655308801, 266410850730641/16775249996799)>
R = 23.7772125249
0 integral points
E_-06379: r = 1 t = 1 #III =
1
E(Q) = <(172231/9,
71477110/27)>
R = 12.0571879121
0 integral points
E_-06378: r = 2 t = 1 #III =
1
E(Q) = <(1014001/53824,
219263177/12487168)> x <(1886707/69169, 2146014479/18191447)>
R = 209.4246194390
0 integral points
E_-06377: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06376: r = 1 t = 1 #III =
1
E(Q) = <(199097/6889,
76207327/571787)>
R = 12.5739052416
0 integral points
E_-06375: r = 2 t = 1 #III =
1
E(Q) = <(55, 400)> x
<(19, 22)>
R = 7.6017086497
4 integral points
1. (55, 400) = 1 * (55,
400)
2. (55, -400) = -(55,
400)
3. (19, 22) = 1 * (19,
22)
4. (19, -22) = -(19,
22)
E_-06374: r = 1 t = 1 #III =
1
E(Q) = <(8055/121,
715081/1331)>
R = 9.1629740540
0 integral points
E_-06373: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06372: r = 1 t = 1 #III =
1
E(Q) = <(1069/25,
33497/125)>
R = 7.2331474293
0 integral points
E_-06371: r = 1 t = 1 #III =
1
E(Q) =
<(2112001865/31449664, 96033930443451/176369715712)>
R = 21.0890618372
0 integral points
E_-06370: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06369: r = 2 t = 1 #III =
1
E(Q) = <(97, 952)> x
<(5725/289, 184142/4913)>
R = 38.8779209806
2 integral points
1. (97, 952) = 1 * (97,
952)
2. (97, -952) = -(97,
952)
E_-06368: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06367: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06366: r = 3 t = 1 #III =
1
E(Q) = <(385/16,
5567/64)> x <(6055/169, 437341/2197)> x <(10927/529, 601897/12167)>
R = 408.4902330488
0 integral points
E_-06365: r = 1 t = 1 #III =
1
E(Q) = <(6849/289,
409442/4913)>
R = 9.2763310857
0 integral points
E_-06364: r = 1 t = 1 #III =
1
E(Q) = <(16088/49, 2040394/343)>
R = 8.7963226940
0 integral points
E_-06363: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06362: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06361: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06360: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06359: r = 1 t = 1 #III =
1
E(Q) = <(1500/49,
51253/343)>
R = 7.2041683979
0 integral points
E_-06358: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06357: r = 1 t = 1 #III =
1
E(Q) =
<(90232284496541209/669366593294400,
27069402671723372806728323/17317932825703912128000)>
R = 39.1253652937
0 integral points
E_-06356: r = 1 t = 1 #III =
1
E(Q) = <(2118,
97474)>
R = 6.9704591297
2 integral points
1. (2118, 97474) = 1 *
(2118, 97474)
2. (2118, -97474) = -(2118,
97474)
E_-06355: r = 1 t = 1 #III =
1
E(Q) = <(28321/1156,
3591441/39304)>
R = 10.1334793158
0 integral points
E_-06354: r = 2 t = 1 #III =
1
E(Q) = <(3643/9,
219871/27)> x <(2713441/129600, 2479343761/46656000)>
R = 123.3142029555
0 integral points
E_-06353: r = 2 t = 1 #III =
1
E(Q) = <(33, 172)> x
<(449/16, 8031/64)>
R = 21.5887561329
4 integral points
1. (33, 172) = 1 * (33,
172)
2. (33, -172) = -(33,
172)
3. (3569, 213216) = -1 * (33, 172) + 1 * (449/16, 8031/64)
4. (3569, -213216) = -(3569,
213216)
E_-06352: r = 2 t = 1 #III =
1
E(Q) = <(721/36,
8857/216)> x <(287329/13689, 86182199/1601613)>
R = 92.2757988543
0 integral points
E_-06351: r = 1 t = 1 #III =
1
E(Q) = <(1930/9,
84761/27)>
R = 7.1562076397
0 integral points
E_-06350: r = 1 t = 1 #III =
1
E(Q) = <(2769985/54756,
4495676255/12812904)>
R =
13.9814772208
0 integral points
E_-06349: r = 3 t = 1 #III =
1
E(Q) = <(233/4, 3499/8)>
x <(305, 5326)> x <(6029/121, 455960/1331)>
R = 231.6359945340
4 integral points
1. (305, 5326) = 1 * (305,
5326)
2. (305, -5326) = -(305,
5326)
3. (8465, 778826) = -1 * (233/4, 3499/8) + 1 * (6029/121,
455960/1331)
4. (8465, -778826) = -(8465,
778826)
E_-06348: r = 1 t = 1 #III =
1
E(Q) = <(817/36,
15785/216)>
R = 7.1669693030
0 integral points
E_-06347: r = 2 t = 1 #III =
1
E(Q) = <(2457/64,
114755/512)> x <(8463, 778550)>
R = 67.5420730067
2 integral points
1. (8463, 778550) = 1 *
(8463, 778550)
2. (8463, -778550) = -(8463,
778550)
E_-06346: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06345: r = 1 t = 1 #III =
9
E(Q) = <(21, 54)>
R = 1.8900166191
2 integral points
1. (21, 54) = 1 * (21,
54)
2. (21, -54) = -(21,
54)
E_-06344: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06343: r = 1 t = 1 #III =
1
E(Q) =
<(3342047419/20115225, 193071594142322/90216784125)>
R = 21.9982009747
0 integral points
E_-06342: r = 2 t = 1 #III =
1
E(Q) = <(127, 1429)> x
<(3169605247/129709321, 134175243253619/1477259456869)>
R = 107.7913775919
2 integral points
1. (127, 1429) = 1 * (127,
1429)
2. (127, -1429) = -(127,
1429)
E_-06341: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06340: r = 3 t = 1 #III =
1
E(Q) = <(26, 106)> x
<(89/4, 547/8)> x <(1349, 49547)>
R = 101.5774644809
6 integral points
1. (2114, 97198) = -1 * (26, 106) + 1 * (89/4, 547/8)
2. (2114, -97198) = -(2114,
97198)
3. (26, 106) = 1 * (26,
106)
4. (26, -106) = -(26,
106)
5. (1349, 49547) = 1 *
(1349, 49547)
6. (1349, -49547) = -(1349,
49547)
E_-06339: r = 2 t = 1 #III =
1
E(Q) = <(1627/81,
30628/729)> x <(75841/2304, 18939295/110592)>
R = 78.2148248862
0 integral points
E_-06338: r = 1 t = 1 #III =
1
E(Q) =
<(1377131975492456584507990971691/74126395648073338803697475025,
173861526559173085596595080564896357143443239/20181773370214895131443039010741306597062375)>
R = 69.9450727209
0 integral points
E_-06337: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06336: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06335: r = 1 t = 1 #III =
1
E(Q) = <(506/25,
5529/125)>
R = 5.7241876666
0 integral points
E_-06334: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06333: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06332: r = 1 t = 1 #III =
1
E(Q) = <(229/9,
2719/27)>
R = 5.8504293449
0 integral points
E_-06331: r = 2 t = 1 #III =
1
E(Q) = <(2339/49,
109780/343)> x <(375688819/20007729, 1522748557520/89494571817)>
R = 161.7928433641
0 integral points
E_-06330: r = 1 t = 1 #III =
9
E(Q) = <(19, 23)>
R = 3.4814978652
2 integral points
1. (19, 23) = 1 * (19,
23)
2. (19, -23) = -(19,
23)
E_-06329: r = 1 t = 1 #III =
1
E(Q) = <(1435281/77284,
187717145/21484952)>
R = 14.7243346602
0 integral points
E_-06328: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06327: r = 1 t = 1 #III =
1
E(Q) = <(28, 125)>
R = 3.2524097208
2 integral points
1. (28, 125) = 1 * (28,
125)
2. (28, -125) = -(28,
125)
E_-06326: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06325: r = 1 t = 1 #III =
1
E(Q) = <(2493121/101124,
2992605569/32157432)>
R = 15.1574689388
0 integral points
E_-06324: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06323: r = 1 t = 1 #III =
1
E(Q) =
<(21091141657/274432356, 3041614452916835/4546246409496)>
R = 23.9185270738
0 integral points
E_-06322: r = 1 t = 1 #III =
1
E(Q) = <(682651/225,
564024601/3375)>
R = 13.4374872114
0 integral points
E_-06321: r = 1 t = 1 #III =
1
E(Q) = <(8437/9,
774962/27)>
R = 9.0525113847
0 integral points
E_-06320: r = 1 t = 1 #III =
1
E(Q) = <(129,
1463)>
R = 4.9476030748
2 integral points
1. (129, 1463) = 1 * (129,
1463)
2. (129, -1463) = -(129,
1463)
E_-06319: r = 1 t = 1 #III =
1
E(Q) = <(20, 41)>
R = 3.0475372747
2 integral points
1. (20, 41) = 1 * (20,
41)
2. (20, -41) = -(20,
41)
E_-06318: r = 1 t = 1 #III =
1
E(Q) = <(47737/2116,
6994675/97336)>
R = 11.2365542259
0 integral points
E_-06317: r = 2 t = 1 #III =
1
E(Q) = <(273, 4510)> x
<(571387481/30858025, 965783451246/171416328875)>
R = 110.1649539070
2 integral points
1. (273, 4510) = 1 * (273,
4510)
2. (273, -4510) = -(273,
4510)
E_-06316: r = 1 t = 1 #III =
1
E(Q) = <(44568865/338724,
297128606129/197137368)>
R = 17.6986110548
0 integral points
E_-06315: r = 1 t = 1 #III =
4
E(Q) = <(170521/36,
70415261/216)>
R = 12.0490136923
0 integral points
E_-06314: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06313: r = 1 t = 1 #III =
1
E(Q) =
<(163821155439845053/778678030468809,
66283847813889964502987750/21728857040660112789627)>
R = 39.6914949600
0 integral points
E_-06312: r = 1 t = 1 #III =
1
E(Q) = <(24657406/1334025,
2514898196/1540798875)>
R = 16.8766818894
0 integral points
E_-06311: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06310: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06309: r = 1 t = 1 #III =
1
E(Q) = <(297/16,
597/64)>
R = 5.5085252132
0 integral points
E_-06308: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06307: r = 1 t = 1 #III =
1
E(Q) =
<(15700890193/738426276, 1153722004065415/20065995624024)>
R = 23.9642879840
0 integral points
E_-06306: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06305: r = 2 t = 1 #III =
1
E(Q) = <(10209/484,
590897/10648)> x <(55036281/315844, 408051235411/177504328)>
R = 171.9384405634
0 integral points
E_-06304: r = 1 t = 1 #III =
1
E(Q) = <(7673/169,
649091/2197)>
R = 9.1889714692
0 integral points
E_-06303: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06302: r = 1 t = 1 #III =
1
E(Q) =
<(1587296690392137231/85283965208614225,
300128607766086679718160871/24905833273266010177281625)>
R = 42.4543728343
0 integral points
E_-06301: r = 2 t = 1 #III =
1
E(Q) = <(65, 518)> x
<(46302505/4096, 315069765717/262144)>
R = 72.1017287943
2 integral points
1. (65, 518) = 1 * (65,
518)
2. (65, -518) = -(65,
518)
E_-06300: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06299: r = 1 t = 1 #III =
1
E(Q) = <(141060067/1535121,
1668537520532/1902014919)>
R = 18.8873639502
0 integral points
E_-06298: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06297: r = 2 t = 1 #III =
1
E(Q) = <(193/9, 1612/27)>
x <(542677/81, 399771766/729)>
R = 75.5743280113
0 integral points
E_-06296: r = 2 t = 1 #III =
1
E(Q) = <(105, 1073)> x
<(78918/841, 22085296/24389)>
R = 49.4279662951
2 integral points
1. (105, 1073) = 1 * (105,
1073)
2. (105, -1073) = -(105,
1073)
E_-06295: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06294: r = 1 t = 1 #III =
1
E(Q) = <(4445743/56169,
9314134669/13312053)>
R = 15.4494853089
0 integral points
E_-06293: r = 1 t = 1 #III =
1
E(Q) =
<(91524391781113787690217/864695581586266171456,
27615304770834046611521173771994485/25426984584277234932720689552896)>
R = 52.9775407568
0 integral points
E_-06292: r = 1 t = 1
#III = 1
E(Q) = <(22, 66)>
R = 0.7227773480
4 integral points
1. (22, 66) = 1 * (22,
66)
2. (22, -66) = -(22,
66)
3. (77, 671) = -2 * (22, 66)
4. (77, -671) = -(77,
671)
E_-06291: r = 2 t = 1 #III =
1
E(Q) = <(231, 3510)> x
<(217/4, 3133/8)>
R = 18.3722045803
2 integral points
1. (231, 3510) = 1 * (231,
3510)
2. (231, -3510) = -(231,
3510)
E_-06290: r = 2 t = 1 #III =
1
E(Q) = <(81/4, 359/8)> x
<(659, 16917)>
R = 29.0366933653
2 integral points
1. (659, 16917) = 1 * (659,
16917)
2. (659, -16917) = -(659,
16917)
E_-06289: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06288: r = 2 t = 1 #III =
1
E(Q) = <(601/25,
10901/125)> x <(4777/256, 59285/4096)>
R = 60.2386598615
0 integral points
E_-06287: r = 1 t = 1 #III =
1
E(Q) = <(674083/2601,
553339430/132651)>
R = 13.4648615989
0 integral points
E_-06286: r = 1 t = 1 #III =
1
E(Q) =
<(12895400360638326374334442936783/659767737992894990019552934881,
18414693590355637658136946832846075627992891631/535903523788519924260868896033917420852919471)>
R = 72.1577179169
0 integral points
E_-06285: r = 1 t = 1 #III =
1
E(Q) =
<(131801137561/6838959204, 16709932168668829/565568248252392)>
R = 26.1341251823
0 integral points
E_-06284: r = 2 t = 1 #III =
1
E(Q) = <(525, 12029)> x
<(8493/49, 782221/343)>
R = 51.9081189679
2 integral points
1. (525, 12029) = 1 * (525,
12029)
2. (525, -12029) = -(525,
12029)
E_-06283: r = 3 t = 1 #III =
1
E(Q) = <(19, 24)> x
<(83, 752)> x <(239, 3694)>
R = 68.5858550584
6 integral points
1. (19, 24) = 1 * (19,
24)
2. (19, -24) = -(19,
24)
3. (83, 752) = 1 * (83,
752)
4. (83, -752) = -(83,
752)
5. (239, 3694) = 1 * (239,
3694)
6. (239, -3694) = -(239,
3694)
E_-06282: r = 1 t = 1 #III =
4
E(Q) = <(3129/64,
170259/512)>
R = 7.5426860079
0 integral points
E_-06281: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06280: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06279: r = 1 t = 1 #III =
1
E(Q) = <(2272/81,
91603/729)>
R = 7.6471367013
0 integral points
E_-06278: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06277: r = 1 t = 1 #III =
1
E(Q) = <(22661/1225,
313216/42875)>
R = 10.5764051323
0 integral points
E_-06276: r = 1 t = 1 #III =
1
E(Q) = <(8125/81,
730097/729)>
R = 9.1150662117
0 integral points
E_-06275: r = 1 t = 1 #III =
1
E(Q) = <(3921/196,
114169/2744)>
R = 8.7868718524
0 integral points
E_-06274: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06273: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06272: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06271: r = 1 t = 1 #III =
1
E(Q) = <(425/16,
7147/64)>
R = 6.4519156273
0 integral points
E_-06270: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-06269: r = 2 t = 1 #III =
1
E(Q) = <(11665/144,
1252423/1728)> x <(105361/3249, 30896630/185193)>
R = 113.0645278815
0 integral points
E_-06268: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06267: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06266: r = 1 t = 1 #III =
1
E(Q) =
<(15461393768273881/109454992381476,
1920391135267569912535645/1145126229964438141224)>
R = 37.3571189198
0 integral points
E_-06265: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06264: r = 2 t = 1 #III =
1
E(Q) = <(30, 144)> x
<(57, 423)>
R = 4.3413667418
6 integral points
1. (30, 144) = 1 * (30,
144)
2. (30, -144) = -(30,
144)
3. (354, 6660) = 1 * (30,
144) - 1 * (57, 423)
4. (354, -6660) = -(354,
6660)
5. (57, 423) = 1 * (57,
423)
6. (57, -423) = -(57,
423)
E_-06263: r = 1 t = 1 #III =
1
E(Q) = <(48, 323)>
R = 3.6395308729
2 integral points
1. (48, 323) = 1 * (48,
323)
2. (48, -323) = -(48,
323)
E_-06262: r = 2 t = 1 #III =
1
E(Q) = <(71, 593)> x
<(1049561/13456, 1068137117/1560896)>
R = 57.6614743117
2 integral points
1. (71, 593) = 1 * (71,
593)
2. (71, -593) = -(71,
593)
E_-06261: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06260: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06259: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06258: r = 1 t = 1 #III =
1
E(Q) = <(7219/225,
552203/3375)>
R = 9.2209634632
0 integral points
E_-06257: r = 1 t = 1 #III =
1
E(Q) = <(14921301/126025,
57529406326/44738875)>
R = 16.6135668580
0 integral points
E_-06256: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06255: r = 2 t = 1 #III =
1
E(Q) = <(24, 87)> x
<(36, 201)>
R = 6.5150624616
6 integral points
1. (24, 87) = 1 * (24,
87)
2. (24, -87) = -(24,
87)
3. (516, 11721) = 1 * (24,
87) - 1 * (36, 201)
4. (516, -11721) = -(516,
11721)
5. (36, 201) = 1 * (36,
201)
6. (36, -201) = -(36,
201)
E_-06254: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06253: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06252: r = 1 t = 1 #III =
1
E(Q) = <(40289617/736164,
250810656985/631628712)>
R = 17.7146134569
0 integral points
E_-06251: r = 1 t = 1 #III =
1
E(Q) = <(606187/15129,
448447292/1860867)>
R = 13.5883605757
0 integral points
E_-06250: r = 1 t = 1 #III =
1
E(Q) = <(9971/289,
916769/4913)>
R = 9.5219355617
0 integral points
E_-06249: r = 1 t = 1 #III =
1
E(Q) =
<(1485458786145876409/2991023007540516, 1810422058509840989914472845/163579784074050675006936)>
R = 41.8650583515
0 integral points
E_-06248: r = 1 t = 1 #III =
1
E(Q) = <(818778/11449,
734527120/1225043)>
R = 13.0789121987
0 integral points
E_-06247: r = 1 t = 1 #III =
1
E(Q) = <(48622/2601,
2241251/132651)>
R = 10.8721953947
0 integral points
E_-06246: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06245: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06244: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06243: r = 1 t = 1 #III =
1
E(Q) = <(418561/22500,
47089441/3375000)>
R = 13.4891740519
0 integral points
E_-06242: r = 2 t = 1 #III =
1
E(Q) = <(259/9, 3581/27)>
x <(8131/441, 47053/9261)>
R = 55.4539211027
0 integral points
E_-06241: r = 1 t = 1 #III =
1
E(Q) = <(601025/13924,
447505279/1643032)>
R = 13.5610804565
0 integral points
E_-06240: r = 1 t = 1 #III =
1
E(Q) =
<(149484087075508602099601/7177065352130657025,
57795289710641128285210618871540599/19227390698120055603811178625)>
R = 53.3620205280
0 integral points
E_-06239: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06238: r = 2 t = 1 #III =
1
E(Q) = <(23, 77)> x
<(504407/5329, 356917981/389017)>
R = 47.3097046919
2 integral points
1. (23, 77) = 1 * (23,
77)
2. (23, -77) = -(23,
77)
E_-06237: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06236: r = 3 t = 1 #III =
1
E(Q) = <(20, 42)> x
<(60, 458)> x <(128, 1446)>
R = 18.5420811223
12 integral points
1. (20, 42) = 1 * (20,
42)
2. (20, -42) = -(20,
42)
3. (60, 458) = 1 * (60,
458)
4. (60, -458) = -(60,
458)
5. (596, 14550) = 1 * (60,
458) - 1 * (128, 1446)
6. (596, -14550) = -(596,
14550)
7. (128, 1446) = 1 * (128,
1446)
8. (128, -1446) = -(128,
1446)
9. (21, 55) = -1 * (20, 42) - 1 * (128, 1446)
10. (21, -55) = -(21,
55)
11. (9368, 906714) = 2 * (20,
42) + 1 * (128, 1446)
12. (9368, -906714) = -(9368,
906714)
E_-06235: r = 1 t = 1 #III =
1
E(Q) =
<(333244965151/6169002849, 188530607701415206/484531990769007)>
R = 26.7375466248
0 integral points
E_-06234: r = 2 t = 1 #III = 1
E(Q) = <(19, 25)> x
<(162159098285971/5520869220409,
1793051412554503641935/12972126926341668077)>
R = 115.0939765225
2 integral points
1. (19, 25) = 1 * (19,
25)
2. (19, -25) = -(19,
25)
E_-06233: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06232: r = 1 t = 1 #III =
1
E(Q) = <(137014/5625,
38248912/421875)>
R = 11.5658354151
0 integral points
E_-06231: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06230: r = 1 t = 1 #III =
4
E(Q) = <(9039/169,
841693/2197)>
R = 9.3166308254
0 integral points
E_-06229: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06228: r = 1 t = 1 #III =
1
E(Q) = <(462,
9930)>
R = 4.7344936449
2 integral points
1. (462, 9930) = 1 * (462,
9930)
2. (462, -9930) = -(462,
9930)
E_-06227: r = 3 t = 1 #III =
1
E(Q) = <(27, 116)> x
<(107, 1104)> x <(641/16, 15423/64)>
R = 83.7423175387
4 integral points
1. (27, 116) = 1 * (27,
116)
2. (27, -116) = -(27,
116)
3. (107, 1104) = 1 * (107,
1104)
4. (107, -1104) = -(107,
1104)
E_-06226: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06225: r = 1 t = 1 #III =
1
E(Q) = <(29329/400,
4982983/8000)>
R = 10.4388645198
0 integral points
E_-06224: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06223: r = 2 t = 1 #III =
1
E(Q) = <(44, 281)> x
<(226/9, 2647/27)>
R = 19.2064396748
2 integral points
1. (44, 281) = 1 * (44,
281)
2. (44, -281) = -(44,
281)
E_-06222: r = 1 t = 1 #III =
1
E(Q) = <(99924823/1929321,
976249592045/2679826869)>
R = 18.6336888401
0 integral points
E_-06221: r = 1 t = 1 #III =
9
E(Q) = <(489/4,
10795/8)>
R = 6.2844782714
0 integral points
E_-06220: r = 1 t = 1 #III =
1
E(Q) = <(1201/64,
10089/512)>
R = 7.0816503670
0 integral points
E_-06219: r = 1 t = 1 #III =
1
E(Q) =
<(646555132156898689/2930923044000000, 519735654826086861206012863/158674311756072000000000)>
R = 41.0616316403
0 integral points
E_-06218: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06217: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06216: r = 2 t = 1 #III =
1
E(Q) = <(25, 97)> x
<(2305/64, 103039/512)>
R = 28.3415261880
2 integral points
1. (25, 97) = 1 * (25,
97)
2. (25, -97) = -(25,
97)
E_-06215: r = 1 t = 1 #III =
1
E(Q) = <(201/4,
2779/8)>
R = 5.5232903715
0 integral points
E_-06214: r = 3 t = 1 #III =
1
E(Q) = <(335, 6131)> x
<(887, 26417)> x <(6551/169, 501145/2197)>
R = 250.1541140335
4 integral points
1. (335, 6131) = 1 * (335,
6131)
2. (335, -6131) = -(335,
6131)
3. (887, 26417) = 1 * (887,
26417)
4. (887, -26417) = -(887,
26417)
E_-06213: r = 1 t = 1 #III =
1
E(Q) = <(2051113/33489,
2897553230/6128487)>
R = 14.7155749202
0 integral points
E_-06212: r = 1 t = 1 #III =
4
E(Q) = <(1842/49,
74290/343)>
R = 7.1152113788
0 integral points
E_-06211: r = 1 t = 1 #III =
1
E(Q) = <(529273/676,
385049709/17576)>
R = 12.6443910075
0 integral points
E_-06210: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-06209: r = 2 t = 1 #III =
1
E(Q) = <(2993/49,
161496/343)> x <(10565/361, 941886/6859)>
R = 67.0277247932
0 integral points
E_-06208: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06207: r = 1 t = 1 #III =
1
E(Q) = <(2477494/65025,
3674266597/16581375)>
R = 14.5467073620
0 integral points
E_-06206: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06205: r = 1 t = 1 #III =
1
E(Q) =
<(169729337163909569/1291814568679684,
69829752823606601487951617/46430169284491977344248)>
R = 39.7586660460
0 integral points
E_-06204: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06203: r = 2 t = 1 #III =
1
E(Q) = <(2151/25,
99274/125)> x <(165091761/8526400, 809074291991/24897088000)>
R = 150.8696305791
0 integral points
E_-06202: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06201: r = 1 t = 1 #III =
1
E(Q) = <(165,
2118)>
R = 4.4418459162
2 integral points
1. (165, 2118) = 1 * (165,
2118)
2. (165, -2118) = -(165,
2118)
E_-06200: r = 1 t = 1 #III =
1
E(Q) = <(329,
5967)>
R = 5.2810711060
2 integral points
1. (329, 5967) = 1 * (329,
5967)
2. (329, -5967) = -(329,
5967)
E_-06199: r = 3 t = 1 #III =
1
E(Q) = <(32, 163)> x
<(110, 1151)> x <(524/25, 6857/125)>
R = 65.4541779002
6 integral points
1. (32, 163) = 1 * (32,
163)
2. (32, -163) = -(32,
163)
3. (110, 1151) = 1 * (110,
1151)
4. (110, -1151) = -(110,
1151)
5. (599, 14660) = 1 * (32,
163) + 1 * (110, 1151) - 1 * (524/25, 6857/125)
6. (599, -14660) = -(599,
14660)
E_-06198: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06197: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-06196: r = 1 t = 1 #III =
1
E(Q) = <(216070/7569,
86027606/658503)>
R = 11.9635089148
0 integral points
E_-06195: r = 2 t = 1 #III =
1
E(Q) = <(1579/81,
25388/729)> x <(455444719/24651225, 1292655213422/122393332125)>
R = 154.4163542183
0 integral points
E_-06194: r = 1 t = 1 #III =
1
E(Q) = <(131438019/931225,
1505229257147/898632125)>
R = 18.7737999201
0 integral points
E_-06193: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06192: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06191: r = 1 t = 1 #III =
1
E(Q) = <(345878/2401,
203204931/117649)>
R = 11.8205772493
0 integral points
E_-06190: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06189: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06188: r = 1 t = 1 #III =
1
E(Q) =
<(5409115173253/255982366809,
7380161295606737945/129513510539913123)>
R =
29.8063565349
0 integral points
E_-06187: r = 2 t = 1 #III =
1
E(Q) = <(3527/169,
118370/2197)> x <(4574729/36100, 9769827067/6859000)>
R = 116.1745585051
0 integral points
E_-06186: r = 1 t = 1 #III =
1
E(Q) = <(524785/1764,
380120329/74088)>
R = 13.2086636905
0 integral points
E_-06185: r = 1 t = 1 #III =
1
E(Q) =
<(887784542121/13152878596, 828036231649618549/1508451034660856)>
R = 27.6770344336
0 integral points
E_-06184: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06183: r = 2 t = 1 #III =
1
E(Q) = <(19, 26)> x
<(97/4, 719/8)>
R = 16.8285822142
2 integral points
1. (19, 26) = 1 * (19,
26)
2. (19, -26) = -(19,
26)
E_-06182: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06181: r = 2 t = 1
#III = 1
E(Q) = <(1289/49,
37610/343)> x <(557347697225/266570929,
416091812128090246/4352303557783)>
R = 199.9068565422
0 integral points
E_-06180: r = 2 t = 1 #III =
1
E(Q) = <(34, 182)> x
<(2089/100, 54187/1000)>
R = 25.5857297014
2 integral points
1. (34, 182) = 1 * (34,
182)
2. (34, -182) = -(34,
182)
E_-06179: r = 1 t = 1 #III =
1
E(Q) = <(518455/25281,
198794494/4019679)>
R =
13.6583835759
0 integral points
E_-06178: r = 1 t = 1 #III =
1
E(Q) = <(489203/12769,
322821245/1442897)>
R = 13.3846824780
0 integral points
E_-06177: r = 3 t = 1 #III =
1
E(Q) = <(469/25,
2578/125)> x <(4417/64, 290785/512)> x <(5929/100,
449717/1000)>
R = 399.8147490742
0 integral points
E_-06176: r = 1 t = 1 #III =
1
E(Q) = <(34737/1849,
1695577/79507)>
R = 10.9940138124
0 integral points
E_-06175: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06174: r = 1 t = 1 #III =
1
E(Q) = <(1215,
42351)>
R = 6.3793768473
2 integral points
1. (1215, 42351) = 1 *
(1215, 42351)
2. (1215, -42351) = -(1215,
42351)
E_-06173: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06172: r = 1 t = 1 #III =
1
E(Q) = <(18892/9,
2596670/27)>
R = 8.9276718907
0 integral points
E_-06171: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06170: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06169: r = 1 t = 1 #III =
1
E(Q) = <(8669/121,
800350/1331)>
R = 9.2230766974
0 integral points
E_-06168: r = 1 t = 1 #III =
1
E(Q) =
<(34442344143526/1572553620225,
129892004080707579976/1972005828066453375)>
R = 30.9490505633
0 integral points
E_-06167: r = 2 t = 1 #III =
1
E(Q) = <(198, 2785)> x
<(564/25, 9113/125)>
R = 29.2964069340
2 integral points
1. (198, 2785) = 1 * (198,
2785)
2. (198, -2785) = -(198,
2785)
E_-06166: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06165: r = 2 t = 1 #III =
1
E(Q) = <(1249/36,
40753/216)> x <(2246149/47961, 3263755328/10503459)>
R = 109.2642173513
0 integral points
E_-06164: r = 2 t = 1 #III =
1
E(Q) = <(29, 135)> x
<(190/9, 1538/27)>
R = 13.5725616692
4 integral points
1. (29, 135) = 1 * (29,
135)
2. (29, -135) = -(29,
135)
3. (542, 12618) = -1 * (29, 135) + 1 * (190/9, 1538/27)
4. (542, -12618) = -(542,
12618)
E_-06163: r = 1 t = 1 #III =
1
E(Q) =
<(361784795449471/10153368009225,
6395501638632422424394/32353047192474862875)>
R = 33.8259488478
0 integral points
E_-06162: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-06161: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06160: r = 1 t = 1 #III =
1
E(Q) = <(959205809/3759721,
29702098582463/7290099019)>
R = 20.7257593513
0 integral points
E_-06159: r = 2 t = 1 #III =
1
E(Q) = <(22, 67)> x
<(3472, 204583)>
R = 23.4136643885
4 integral points
1. (22, 67) = 1 * (22, 67)
2. (22, -67) = -(22,
67)
3. (3472, 204583) = 1 *
(3472, 204583)
4. (3472, -204583) = -(3472,
204583)
E_-06158: r = 1 t = 1 #III =
1
E(Q) = <(484998031/245025,
10680947754929/121287375)>
R = 20.0053504465
0 integral points
E_-06157: r = 2 t = 1 #III =
1
E(Q) = <(101, 1012)> x
<(337, 6186)>
R = 22.8605547184
4 integral points
1. (101, 1012) = 1 * (101,
1012)
2. (101, -1012) = -(101,
1012)
3. (337, 6186) = 1 * (337,
6186)
4. (337, -6186) = -(337,
6186)
E_-06156: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06155: r = 1 t = 1 #III =
1
E(Q) =
<(20438220504449/925767260224,
60447869421475959873/890743633235205632)>
R = 30.5674673488
0 integral points
E_-06154: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06153: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06152: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06151: r = 2 t = 1 #III =
1
E(Q) = <(20, 43)> x
<(334/9, 5725/27)>
R = 17.1339146504
2 integral points
1. (20, 43) = 1 * (20,
43)
2. (20, -43) = -(20,
43)
E_-06150: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06149: r = 1 t = 1 #III =
1
E(Q) =
<(1714953064203562183890591025/92720954428375394316565881,
11924063356928055392772395299301636979854/892826023119305521178624134239029374029)>
R = 63.2541022116
0 integral points
E_-06148: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06147: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06146: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06145: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06144: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06143: r = 1 t = 1 #III =
1
E(Q) = <(54, 389)>
R = 3.7313795928
2 integral points
1. (54, 389) = 1 * (54,
389)
2. (54, -389) = -(54,
389)
E_-06142: r = 1 t = 1 #III =
1
E(Q) =
<(273182966069826396031971096921410259233/2125212041336654798573018081154973696,
4508702563361966203668104486409630732608628732635143979215/3098156856765288610588701921742329029745363297035616256)>
R = 88.5904763031
0 integral points
E_-06141: r = 1 t = 1 #III =
1
E(Q) = <(119204809/2205225,
1275938286002/3274759125)>
R = 18.8006228783
0 integral points
E_-06140: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06139: r = 1 t = 1 #III =
1
E(Q) = <(2041/4,
92205/8)>
R = 7.0939531568
0 integral points
E_-06138: r = 2 t = 1 #III =
1
E(Q) = <(97/4, 721/8)> x
<(5899/121, 440909/1331)>
R = 44.5677596135
0 integral points
E_-06137: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-06136: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06135: r = 1 t = 1 #III =
1
E(Q) = <(30626239/403225,
168297869612/256047875)>
R = 17.3840235577
0 integral points
E_-06134: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06133: r = 1 t = 1 #III =
1
E(Q) = <(2554006606402082689/89740051974273600,
3496759715006073962084195137/26883107895348113937984000)>
R = 42.7573692136
0 integral points
E_-06132: r = 3 t = 1 #III =
1
E(Q) = <(46, 302)> x
<(37, 211)> x <(2062/9, 93610/27)>
R = 78.8486672593
6 integral points
1. (3166, 178142) = -1 * (46, 302) + 1 * (37, 211)
2. (3166, -178142) = -(3166,
178142)
3. (46, 302) = 1 * (46,
302)
4. (46, -302) = -(46,
302)
5. (37, 211) = 1 * (37, 211)
6. (37, -211) = -(37,
211)
E_-06131: r = 2 t = 1 #III =
1
E(Q) = <(7731/121,
671720/1331)> x <(18303/841, 1576274/24389)>
R = 80.7576458622
0 integral points
E_-06130: r = 2 t = 1 #III =
1
E(Q) = <(19, 27)> x
<(747287346049/19909774404, 607399903650787073/2809308987953208)>
R = 80.7911895904
2 integral points
1. (19, 27) = 1 * (19,
27)
2. (19, -27) = -(19,
27)
E_-06129: r = 1 t = 1 #III =
1
E(Q) = <(14892469/198025,
57055603922/88121125)>
R = 16.6644048089
0 integral points
E_-06128: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06127: r = 1 t = 1 #III =
1
E(Q) = <(26, 107)>
R = 3.2007529195
2 integral points
1. (26, 107) = 1 * (26,
107)
2. (26, -107) = -(26,
107)
E_-06126: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06125: r = 2 t = 1 #III =
1
E(Q) = <(105/4, 875/8)> x
<(21, 56)>
R = 4.7576166289
4 integral points
1. (945, 29050) = -1 * (105/4, 875/8) + 1 * (21, 56)
2. (945, -29050) = -(945,
29050)
3. (21, 56) = 1 * (21,
56)
4. (21, -56) = -(21,
56)
E_-06124: r = 2 t = 1 #III =
1
E(Q) = <(425/16,
7189/64)> x <(23945/676, 3440549/17576)>
R = 57.3892153893
0 integral points
E_-06123: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06122: r = 1 t = 1 #III =
1
E(Q) = <(47142073/1028196,
313229597075/1042590744)>
R = 17.9076843855
0 integral points
E_-06121: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06120: r = 1 t = 1 #III =
1
E(Q) = <(94, 908)>
R = 3.9689661972
2 integral points
1. (94, 908) = 1 * (94,
908)
2. (94, -908) = -(94,
908)
E_-06119: r = 1 t = 1 #III =
1
E(Q) = <(1136/49,
27315/343)>
R = 6.4718106557
0 integral points
E_-06118: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06117: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06116: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06115: r = 2 t = 1 #III =
1
E(Q) = <(2081/16,
94799/64)> x <(504929/5476, 357392207/405224)>
R = 94.9621044329
0 integral points
E_-06114: r = 1 t = 1 #III =
1
E(Q) = <(34449433/345744,
201570425981/203297472)>
R = 17.4671449006
0 integral points
E_-06113: r = 1 t = 1 #III =
4
E(Q) = <(6513/289,
358780/4913)>
R = 9.2406383734
0 integral points
E_-06112: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06111: r = 1 t = 1 #III =
1
E(Q) = <(246649/12544,
54249805/1404928)>
R = 12.9321979147
0 integral points
E_-06110: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06109: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06108: r = 1 t = 1 #III =
1
E(Q) = <(64, 506)>
R = 3.4078053311
2 integral points
1. (64, 506) = 1 * (64,
506)
2. (64, -506) = -(64,
506)
E_-06107: r = 1 t = 1 #III =
1
E(Q) =
<(344435523699058578145613683/15262613108238240277790481,
4376031936733632833819824052163366433520/59627052697168773070781814016861988871)>
R = 61.5623497771
0 integral points
E_-06106: r = 1 t = 1 #III =
1
E(Q) = <(2432825/128164,
1242785581/45882712)>
R = 15.2366165200
0 integral points
E_-06105: r = 1 t = 1 #III =
4
E(Q) = <(659341/9,
535383674/27)>
R = 13.3991495626
0 integral points
E_-06104: r = 1 t = 1 #III =
1
E(Q) = <(189142/4761,
78152192/328509)>
R = 11.7306783100
0 integral points
E_-06103: r = 1 t = 1 #III =
1
E(Q) = <(98, 967)>
R =
4.2367953975
2 integral points
1. (98, 967) = 1 * (98,
967)
2. (98, -967) = -(98,
967)
E_-06102: r = 1 t = 1 #III =
1
E(Q) = <(903,
27135)>
R = 5.1702489071
2 integral points
1. (903, 27135) = 1 * (903,
27135)
2. (903, -27135) = -(903,
27135)
E_-06101: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06100: r = 1 t = 1 #III =
1
E(Q) = <(1694, 69722)>
R = 6.7483341768
2 integral points
1. (1694, 69722) = 1 *
(1694, 69722)
2. (1694, -69722) = -(1694,
69722)
E_-06099: r = 1 t = 1 #III =
1
E(Q) = <(13896640662750331/204426369950625,
1622210991090892374808396/2922842241620797359375)>
R = 37.3335773759
0 integral points
E_-06098: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06097: r = 1 t = 1 #III =
1
E(Q) =
<(27652619121373/723927003921,
137229451080119275870/615945328089139719)>
R = 31.2345104315
0 integral points
E_-06096: r = 1 t = 1 #III =
1
E(Q) =
<(2585632825/62157456, 125786708894483/490049383104)>
R = 21.9350580648
0 integral points
E_-06095: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06094: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06093: r = 1 t = 1 #III =
4
E(Q) = <(49, 334)>
R = 4.1157639548
2 integral points
1. (49, 334) = 1 * (49,
334)
2. (49, -334) = -(49,
334)
E_-06092: r = 1 t = 1 #III =
1
E(Q) = <(45121/900,
9349919/27000)>
R = 10.9361690711
0 integral points
E_-06091: r = 1 t = 1 #III =
9
E(Q) = <(137/4,
1477/8)>
R = 5.2341104038
0 integral points
E_-06090: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06089: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06088: r = 1 t = 1 #III =
1
E(Q) = <(519953/484,
374925575/10648)>
R = 13.1719465603
0 integral points
E_-06087: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06086: r = 1 t = 1 #III =
1
E(Q) = <(612595783/21150801,
13126523470649/97272533799)>
R = 20.5996375855
0 integral points
E_-06085: r = 2 t = 1 #III =
1
E(Q) = <(7381/169,
610524/2197)> x <(12169/529, 949338/12167)>
R = 80.0871174159
0 integral points
E_-06084: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06083: r = 3 t = 1 #III =
1
E(Q) = <(23, 78)> x
<(81/4, 377/8)> x <(5303/289, 47970/4913)>
R = 118.7180827484
4 integral points
1. (2027, 91260) = -1 * (23, 78) + 1 * (81/4, 377/8)
2. (2027, -91260) = -(2027,
91260)
3. (23, 78) = 1 * (23,
78)
4. (23, -78) = -(23,
78)
E_-06082: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06081: r = 2 t = 1 #III =
1
E(Q) = <(61, 470)>
<(1249440986521/25958043225, 1357992167749865056/4182230134195875)>
R = 115.3507185215
2 integral points
1. (61, 470) = 1 * (61,
470)
2. (61, -470) = -(61,
470)
E_-06080: r = 1 t = 1 #III =
1
E(Q) = <(24, 88)>
R =
1.7633235725
2 integral points
1. (24, 88) = 1 * (24,
88)
2. (24, -88) = -(24,
88)
E_-06079: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06078: r = 1 t = 1 #III =
9
E(Q) = <(73/4,
5/8)>
R = 4.8397556972
0 integral points
E_-06077: r = 1 t = 1 #III =
9
E(Q) = <(201429/529,
90398056/12167)>
R = 12.2426529425
0 integral points
E_-06076: r = 1 t = 1 #III =
1
E(Q) = <(28, 126)>
R = 0.9390913323
4 integral points
1. (28, 126) = 1 * (28,
126)
2. (28, -126) = -(28,
126)
3. (8101, 729135) = 3 * (28,
126)
4. (8101, -729135) = -(8101,
729135)
E_-06075: r = 2 t = 1 #III =
1
E(Q) = <(19, 28)> x
<(31, 154)>
R = 12.5018373588
4 integral points
1. (19, 28) = 1 * (19,
28)
2. (19, -28) = -(19,
28)
3. (31, 154) = 1 * (31,
154)
4. (31, -154) = -(31,
154)
E_-06074: r = 2 t = 1 #III =
1
E(Q) = <(1235, 43401)> x
<(8099, 728865)>
R = 54.1941428417
4 integral points
1. (1235, 43401) = 1 *
(1235, 43401)
2. (1235, -43401) = -(1235,
43401)
3. (8099, 728865) = 1 *
(8099, 728865)
4. (8099, -728865) = -(8099,
728865)
E_-06073: r = 2 t = 1 #III =
1
E(Q) = <(89, 836)> x
<(631289/256, 501582349/4096)>
R = 61.2700438113
2 integral points
1. (89, 836) = 1 * (89,
836)
2. (89, -836) = -(89,
836)
E_-06072: r = 2 t = 1 #III =
1
E(Q) = <(553/9,
12833/27)> x <(107842/4761, 24472684/328509)>
R = 65.7328008101
0 integral points
E_-06071: r = 1 t = 1 #III =
1
E(Q) = <(283191/625,
150697136/15625)>
R = 12.5786298617
0 integral points
E_-06070: r = 1 t = 1 #III =
9
E(Q) = <(281/4, 4669/8)>
R = 5.7961080372
0 integral points
E_-06069: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06068: r = 1 t = 1 #III =
1
E(Q) = <(164086/225,
66466666/3375)>
R = 11.3303788166
0 integral points
E_-06067: r = 3 t = 1 #III =
1
E(Q) = <(73/4, 27/8)> x
<(187, 2556)> x <(481/16, 9297/64)>
R = 89.0480716359
4 integral points
1. (187, 2556) = 1 * (187,
2556)
2. (187, -2556) = -(187,
2556)
3. (2023, 90990) = 1 *
(73/4, 27/8) - 1 * (187, 2556) - 1 * (481/16, 9297/64)
4. (2023, -90990) = -(2023,
90990)
E_-06066: r = 1 t = 1 #III =
1
E(Q) = <(43, 271)>
R = 4.0145240799
2 integral points
1. (43, 271) = 1 * (43,
271)
2. (43, -271) = -(43,
271)
E_-06065: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06064: r = 2 t = 1 #III =
1
E(Q) = <(20, 44)> x
<(10225/9, 1033937/27)>
R = 18.8357293326
2 integral points
1. (20, 44) = 1 * (20,
44)
2. (20, -44) = -(20,
44)
E_-06063: r = 1 t = 1 #III =
1
E(Q) = <(367243/16641,
146932478/2146689)>
R = 13.2802356580
0 integral points
E_-06062: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06061: r = 1 t = 1 #III =
1
E(Q) =
<(69530115161/878233225, 18221783158989466/26026441622875)>
R = 25.1052746362
0 integral points
E_-06060: r = 2 t = 1 #III =
1
E(Q) = <(469/9, 9937/27)>
x <(99289/1764, 30749923/74088)>
R = 73.2468268147
0 integral points
E_-06059: r = 2 t = 1 #III =
1
E(Q) = <(1977/16,
87763/64)> x <(23865/1024, 2661997/32768)>
R = 80.7210702039
0 integral points
E_-06058: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06057: r = 2 t = 1 #III =
1
E(Q) = <(73/4, 37/8)> x
<(30631586977/74960964, 5360866222927535/649012026312)>
R = 115.3783221045
0 integral points
E_-06056: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06055: r = 1 t = 1 #III =
1
E(Q) = <(30251/841,
4907314/24389)>
R = 10.6168418396
0 integral points
E_-06054: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06053: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06052: r = 1 t = 1 #III =
1
E(Q) = <(499553/5476,
351669265/405224)>
R = 13.2434015628
0 integral points
E_-06051: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06050: r = 1 t = 1 #III =
1
E(Q) = <(531/25,
7429/125)>
R = 6.7566981390
0 integral points
E_-06049: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06048: r = 1 t = 1 #III =
1
E(Q) = <(897,
26865)>
R = 5.1636283863
2 integral points
1. (897, 26865) = 1 * (897,
26865)
2. (897, -26865) = -(897,
26865)
E_-06047: r = 1 t = 1 #III =
1
E(Q) = <(92, 879)>
R = 3.6312723793
2 integral points
1. (92, 879) = 1 * (92,
879)
2. (92, -879) = -(92,
879)
E_-06046: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06045: r = 2 t = 1 #III =
1
E(Q) = <(9721/25,
958394/125)> x <(88729/196, 26429213/2744)>
R = 92.0670245404
0 integral points
E_-06044: r = 1 t = 1 #III
= 1
E(Q) = <(15360/49,
1903462/343)>
R = 8.7510390356
0 integral points
E_-06043: r = 2 t = 1 #III =
1
E(Q) = <(1931/25,
84296/125)> x <(12431/625, 667546/15625)>
R = 76.6074201465
0 integral points
E_-06042: r = 1 t = 1 #III =
1
E(Q) =
<(1107418941232176677393809/34253640929579872392900,
1056069874615255670000729512984608377/6339574520502615387184165770717000)>
R = 55.6946204279
0 integral points
E_-06041: r = 1 t = 1 #III =
1
E(Q) =
<(170920183393/132158016, 70662568389325039/1519288551936)>
R = 25.8731229699
0 integral points
E_-06040: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06039: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06038: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06037: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06036: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06035: r = 1 t = 1 #III =
1
E(Q) =
<(2220886769451440857472142151/35380300443329548597059009,
103377401574384769623922384537834774601294/210446775020067058314404399309628109473)>
R = 63.1434316617
0 integral points
E_-06034: r = 1 t = 1 #III =
1
E(Q) = <(2246860835/3568321,
106502306369299/6740558369)>
R = 21.5505786535
0 integral points
E_-06033: r = 1 t = 1 #III =
1
E(Q) = <(9169/225,
837928/3375)>
R = 9.3896789663
0 integral points
E_-06032: r = 1 t = 1 #III =
1
E(Q) = <(2108184633/379456,
96797236216045/233744896)>
R = 21.4711081418
0 integral points
E_-06031: r = 1 t = 1 #III =
1
E(Q) = <(38, 221)>
R = 3.4596760850
2 integral points
1. (38, 221) = 1 * (38,
221)
2. (38, -221) = -(38,
221)
E_-06030: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06029: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06028: r = 1 t = 1 #III =
1
E(Q) = <(28404553/374544,
150334952635/229220928)>
R = 17.3080927934
0 integral points
E_-06027: r = 1 t = 1 #III =
1
E(Q) = <(7610479/216225,
19490152058/100544625)>
R = 16.1502905759
0 integral points
E_-06026: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06025: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06024: r = 3 t = 1 #III =
1
E(Q) = <(22, 68)> x
<(73/4, 59/8)> x <(1522/81, 18008/729)>
R = 81.2629171032
4 integral points
1. (22, 68) = 1 * (22,
68)
2. (22, -68) = -(22,
68)
3. (3490, 206176) = 1 *
(73/4, 59/8) - 1 * (1522/81, 18008/729)
4. (3490, -206176) = -(3490,
206176)
E_-06023: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06022: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06021: r = 2 t = 1 #III =
1
E(Q) = <(25, 98)> x
<(865/9, 25354/27)>
R = 22.6012547147
2 integral points
1. (25, 98) = 1 * (25,
98)
2. (25, -98) = -(25,
98)
E_-06020: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06019: r = 1 t = 1 #III =
1
E(Q) =
<(70952092585/873557136, 18792941220309781/25818854711616)>
R = 25.1217278832
0 integral points
E_-06018: r = 2 t = 1 #III =
1
E(Q) = <(19, 29)> x
<(545488721809/1501097536, 402857478588424889/58158522934784)>
R = 93.4278539174
2 integral points
1. (19, 29) = 1 * (19,
29)
2. (19, -29) = -(19,
29)
E_-06017: r = 2 t = 1 #III =
1
E(Q) = <(993/16,
30895/64)> x <(665461/5625, 541867834/421875)>
R = 89.9936032975
0 integral points
E_-06016: r = 1 t = 1 #III =
1
E(Q) = <(46456124/2181529,
194427078280/3222118333)>
R = 16.7477951347
0 integral points
E_-06015: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06014: r = 1 t = 1 #III =
1
E(Q) = <(48757825/1340964,
318451972447/1552836312)>
R = 17.9983015558
0 integral points
E_-06013: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06012: r = 2 t = 1 #III =
1
E(Q) = <(72, 606)> x
<(21, 57)>
R = 6.7408209024
8 integral points
1. (72, 606) = 1 * (72,
606)
2. (72, -606) = -(72,
606)
3. (99708, 31484370) = 2 *
(72, 606) - 1 * (21, 57)
4. (99708, -31484370) =
-(99708, 31484370)
5. (76, 658) = -1 * (72, 606) + 1 * (21, 57)
6. (76, -658) = -(76,
658)
7. (21, 57) = 1 * (21,
57)
8. (21, -57) = -(21,
57)
E_-06011: r = 3 t = 1 #III =
1
E(Q) = <(35, 192)> x
<(63, 494)> x <(1169/64, 4665/512)>
R = 81.4595283074
4 integral points
1. (35, 192) = 1 * (35,
192)
2. (35, -192) = -(35,
192)
3. (63, 494) = 1 * (63,
494)
4. (63, -494) = -(63,
494)
E_-06010: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06009: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06008: r = 2 t = 1 #III =
1
E(Q) = <(33, 173)> x
<(162466/225, 65484764/3375)>
R = 43.0787163360
2 integral points
1. (33, 173) = 1 * (33,
173)
2. (33, -173) = -(33,
173)
E_-06007: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06006: r = 1 t = 1 #III =
1
E(Q) = <(519073/2916,
373775921/157464)>
R = 13.2224698002
0 integral points
E_-06005: r = 1 t = 1 #III =
1
E(Q) = <(8121/49,
731354/343)>
R = 9.0694950391
0 integral points
E_-06004: r = 2 t = 1 #III =
1
E(Q) = <(62, 482)> x
<(73/4, 69/8)>
R = 15.1321926089
2 integral points
1. (62, 482) = 1 * (62,
482)
2. (62, -482) = -(62,
482)
E_-06003: r = 1 t = 1 #III =
1
E(Q) =
<(22833200133367/331233629841,
108102014160584907430/190634559748760889)>
R = 30.9193532550
0 integral points
E_-06002: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06001: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-06000: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05999: r = 1 t = 1 #III =
1
E(Q) = <(345/16,
4061/64)>
R = 6.3180557489
0 integral points
E_-05998: r = 1 t = 1 #III =
1
E(Q) = <(578863/15129,
416169145/1860867)>
R = 13.5506960501
0 integral points
E_-05997: r = 1 t = 1 #III =
1
E(Q) = <(1132033/60516,
348767135/14886936)>
R = 14.4754791692
0 integral points
E_-05996: r = 2 t = 1 #III =
1
E(Q) = <(585/16,
13253/64)> x <(6357/289, 334913/4913)>
R = 55.8289831141
0 integral points
E_-05995: r = 1 t = 1 #III =
1
E(Q) = <(23731009/1254400,
39131914527/1404928000)>
R = 16.9638047379
0 integral points
E_-05994: r = 2 t = 1 #III =
1
E(Q) = <(27, 117)> x
<(87435/1681, 25297389/68921)>
R = 22.1416042568
2 integral points
1. (27, 117) = 1 * (27, 117)
2. (27, -117) = -(27,
117)
E_-05993: r = 2 t = 1 #III =
1
E(Q) = <(53, 378)> x
<(292260690089/11941899841, 121480940055868596/1304998872724639)>
R = 94.2468825682
2 integral points
1. (53, 378) = 1 * (53,
378)
2. (53, -378) = -(53,
378)
E_-05992: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05991: r = 1 t = 1 #III =
1
E(Q) = <(100, 997)>
R = 4.2540679928
2 integral points
1. (100, 997) = 1 * (100,
997)
2. (100, -997) = -(100,
997)
E_-05990: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05989: r = 1 t = 1 #III =
1
E(Q) = <(27309833/1024144,
118046842981/1036433728)>
R = 17.5157325675
0 integral points
E_-05988: r = 1 t = 1 #III =
1
E(Q) = <(185511421/8037225,
1809814234031/22785532875)>
R = 19.4854722020
0 integral points
E_-05987: r = 2 t = 1 #III =
1
E(Q) = <(153457/2304,
59502455/110592)> x <(271393/12996, 82752175/1481544)>
R = 145.9491581968
0 integral points
E_-05986: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05985: r = 1 t = 1 #III =
1
E(Q) = <(35821/625,
6671006/15625)>
R = 10.6777271125
0 integral points
E_-05984: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05983: r = 1 t = 1 #III =
1
E(Q) = <(194,
2701)>
R = 4.8632094879
2 integral points
1. (194, 2701) = 1 * (194,
2701)
2. (194, -2701) = -(194,
2701)
E_-05982: r = 2 t = 1 #III =
1
E(Q) = <(2257/16,
107111/64)> x <(139849/3844, 48942331/238328)>
R = 86.2969342371
0 integral points
E_-05981: r = 2 t = 1 #III =
1
E(Q) = <(23737/324,
3629197/5832)> x <(327676573/15848361,
3372692014484/63092325141)>
R = 199.1137638234
0 integral points
E_-05980: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05979: r = 2 t = 1 #III =
1
E(Q) = <(1507/81,
15652/729)> x <(3014973985/101969604,
145144848371887/1029689061192)>
R = 170.4102363531
0 integral points
E_-05978: r = 1 t = 1 #III =
1
E(Q) = <(963/49,
13775/343)>
R = 7.3835210726
0 integral points
E_-05977: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05976: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05975: r = 2 t = 1 #III =
1
E(Q) = <(20, 45)> x
<(50, 345)>
R = 2.5124374321
10 integral points
1. (20, 45) = 1 * (20, 45)
2. (20, -45) = -(20,
45)
3. (99, 982) = 1 * (20, 45)
- 1 * (50, 345)
4. (99, -982) = -(99,
982)
5. (50, 345) = 1 * (50,
345)
6. (50, -345) = -(50,
345)
7. (30, 145) = -1 * (20, 45) - 1 * (50, 345)
8. (30, -145) = -(30,
145)
9. (311, 5484) = 2 * (20,
45) + 1 * (50, 345)
10. (311, -5484) = -(311,
5484)
E_-05974: r = 0 t = 1 #III =
9
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-05973: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05972: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05971: r = 2 t = 1 #III =
1
E(Q) = <(1649/64,
54025/512)> x <(30935/1681, 1114058/68921)>
R = 74.0504612736
0 integral points
E_-05970: r = 1 t = 1 #III =
1
E(Q) = <(68735690131/3417688521,
9296349527533411/199801488626181)>
R = 25.4567664054
0 integral points
E_-05969: r = 1 t = 1 #III =
1
E(Q) = <(632485/4761,
502367806/328509)>
R = 13.4410816402
0 integral points
E_-05968: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05967: r = 1 t = 1 #III =
1
E(Q) = <(42, 261)>
R = 2.0684550852
2 integral points
1. (42, 261) = 1 * (42,
261)
2. (42, -261) = -(42,
261)
E_-05966: r = 2 t = 1 #III =
1
E(Q) = <(2087/49,
91587/343)> x <(10575/529, 547199/12167)>
R = 67.7392500369
0 integral points
E_-05965: r = 2 t = 1 #III =
1
E(Q) = <(25481/121,
4066174/1331)> x <(516682261/10556001,
11441917496296/34296447249)>
R = 204.3290032037
0 integral points
E_-05964: r = 1 t = 1 #III =
1
E(Q) =
<(6384030966384877/2787500715561,
510084785200996391539357/4653958232187049941)>
R = 36.3974459583
0 integral points
E_-05963: r = 1 t = 1 #III =
1
E(Q) = <(42987817/527076,
280296804725/382657176)>
R = 17.7119147173
0 integral points
E_-05962: r = 1 t = 1 #III =
1
E(Q) = <(433097/14884,
248150725/1815848)>
R = 13.3413175061
0 integral points
E_-05961: r = 1 t = 1 #III =
1
E(Q) = <(694441/12321,
568984580/1367631)>
R = 13.6451752959
0 integral points
E_-05960: r = 1 t = 1 #III =
1
E(Q) =
<(316668997092169/2453972378256,
5627366628675733586107/3844186994096076096)>
R = 33.4749532004
0 integral points
E_-05959: r = 1 t = 1
#III = 1
E(Q) = <(19, 30)>
R = 2.9231123514
2 integral points
1. (19, 30) = 1 * (19,
30)
2. (19, -30) = -(19,
30)
E_-05958: r = 1 t = 1 #III =
1
E(Q) = <(39, 231)>
R =
3.2074231096
2 integral points
1. (39, 231) = 1 * (39,
231)
2. (39, -231) = -(39,
231)
E_-05957: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05956: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05955: r = 1 t = 1 #III =
1
E(Q) =
<(21038077231318783321/15597930234522276,
96495828799702109098141472509/1948051617924699639930024)>
R = 44.5011303722
0 integral points
E_-05954: r = 2 t = 1 #III =
1
E(Q) = <(153/4, 1789/8)>
x <(494155/25281, 156408569/4019679)>
R = 72.2391145904
0 integral points
E_-05953: r = 1 t = 1 #III =
1
E(Q) =
<(1025968009633692117238817/3863204091012938992516,
1039038655554302879865897856342902895/240116209238047801537232390205064)>
R = 55.3296092228
0 integral points
E_-05952: r = 1 t = 1 #III =
1
E(Q) = <(4996/225,
238544/3375)>
R = 7.5915726684
0 integral points
E_-05951: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05950: r = 1 t = 1 #III =
1
E(Q) = <(319, 5697)>
R = 5.2507972401
2 integral points
1. (319, 5697) = 1 * (319,
5697)
2. (319, -5697) = -(319,
5697)
E_-05949: r = 2 t = 1 #III =
1
E(Q) = <(73/4, 91/8)> x
<(1555165/84681, 385714196/24642171)>
R = 68.1885051875
0 integral points
E_-05948: r = 1 t = 1 #III =
1
E(Q) = <(84, 766)>
R = 3.6381266471
2 integral points
1. (84, 766) = 1 * (84,
766)
2. (84, -766) = -(84, 766)
E_-05947: r = 1 t = 1 #III =
1
E(Q) = <(399896323/21986721,
860922464680/103095734769)>
R = 20.3542302440
0 integral points
E_-05946: r = 0 t = 1 #III =
9
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-05945: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05944: r = 1 t = 1 #III =
1
E(Q) =
<(1648210573306817/2900239654081,
66913232605602400851203/4939134233056829729)>
R = 35.0580660007
0 integral points
E_-05943: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05942: r = 1 t = 1 #III =
1
E(Q) = <(11450631/105625,
38657077529/34328125)>
R = 16.3557563391
0 integral points
E_-05941: r = 2 t = 1 #III =
1
E(Q) = <(685, 17928)> x
<(1585/64, 49239/512)>
R = 38.7215198558
2 integral points
1. (685, 17928) = 1 * (685,
17928)
2. (685, -17928) = -(685,
17928)
E_-05940: r = 1 t = 1 #III =
1
E(Q) = <(166/9,
494/27)>
R = 4.9597583767
0 integral points
E_-05939: r = 1 t = 1 #III =
1
E(Q) = <(159667/441,
63796312/9261)>
R = 12.0115917128
0 integral points
E_-05938: r = 2 t = 1 #III =
1
E(Q) = <(248953/4356,
122224013/287496)> x <(492427/25281, 153168895/4019679)>
R = 153.6152876001
0 integral points
E_-05937: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05936: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05935: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05934: r = 1 t = 1 #III =
1
E(Q) =
<(42929013545875040894191/810843866472345293025, 8714955558509425395146382140228239/23089038815144682643445957372625)>
R = 52.3199561693
0 integral points
E_-05933: r = 1 t = 1 #III =
1
E(Q) = <(7869/25,
697972/125)>
R = 9.0060345232
0 integral points
E_-05932: r = 1 t = 1 #III =
1
E(Q) = <(4153/196,
164205/2744)>
R = 8.2624854799
0 integral points
E_-05931: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05930: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05929: r = 1 t = 1 #III =
1
E(Q) = <(3991705/42849,
7945830152/8869743)>
R = 15.3183642409
0 integral points
E_-05928: r = 2 t = 1 #III =
1
E(Q) = <(313, 5537)> x
<(913, 27587)>
R = 33.4209395908
4 integral points
1. (313, 5537) = 1 * (313,
5537)
2. (313, -5537) = -(313,
5537)
3. (913, 27587) = 1 * (913, 27587)
4. (913, -27587) = -(913,
27587)
E_-05927: r = 1 t = 1 #III =
1
E(Q) = <(55322154/1525225,
385078993333/1883652875)>
R = 17.6618441703
0 integral points
E_-05926: r = 1 t = 1 #III =
9
E(Q) = <(23, 79)>
R = 3.5823665485
2 integral points
1. (23, 79) = 1 * (23,
79)
2. (23, -79) = -(23,
79)
E_-05925: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05924: r = 1 t = 1 #III =
1
E(Q) = <(532017/7396,
384950057/636056)>
R = 13.3373535072
0 integral points
E_-05923: r = 1 t = 1 #III =
1
E(Q) = <(162583/1089,
65497670/35937)>
R = 12.0732596463
0 integral points
E_-05922: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05921: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-05920: r = 2 t = 1 #III =
1
E(Q) = <(41, 251)> x
<(1226921/121, 1359017029/1331)>
R = 52.0774471437
2 integral points
1. (41, 251) = 1 * (41,
251)
2. (41, -251) = -(41,
251)
E_-05919: r = 3 t = 1 #III =
1
E(Q) = <(40, 241)> x
<(52, 367)> x <(178/9, 1151/27)>
R = 53.5055686608
6 integral points
1. (40, 241) = 1 * (40,
241)
2. (40, -241) = -(40,
241)
3. (52, 367) = 1 * (52,
367)
4. (52, -367) = -(52,
367)
5. (1270, 45259) = -1 * (40, 241) - 1 * (52, 367) - 1 * (178/9,
1151/27)
6. (1270, -45259) = -(1270,
45259)
E_-05918: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05917: r = 1 t = 1 #III =
1
E(Q) = <(861586001/29376400,
22126441879001/159220088000)>
R = 20.9334511690
0 integral points
E_-05916: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05915: r = 2 t = 1 #III =
1
E(Q) = <(51, 356)> x
<(81/4, 391/8)>
R = 19.1745711118
2 integral points
1. (51, 356) = 1 * (51,
356)
2. (51, -356) = -(51,
356)
E_-05914: r = 2 t = 1 #III =
1
E(Q) = <(67, 543)> x
<(8728577/440896, 12575819777/292754944)>
R = 59.4110715518
2 integral points
1. (67, 543) = 1 * (67,
543)
2. (67, -543) = -(67,
543)
E_-05913: r = 1 t = 1 #III =
1
E(Q) = <(43897/2116,
5344685/97336)>
R = 11.1782259736
0 integral points
E_-05912: r = 2 t = 1 #III
= 1
E(Q) = <(26, 108)> x
<(169/9, 719/27)>
R = 13.0723989736
2 integral points
1. (26, 108) = 1 * (26,
108)
2. (26, -108) = -(26,
108)
E_-05911: r = 1 t = 1 #III =
1
E(Q) = <(227794/5625,
103770053/421875)>
R = 12.1400566080
0 integral points
E_-05910: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05909: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05908: r = 1 t = 1 #III =
1
E(Q) =
<(132298166625566/1227630760225,
1518110142203574307114/1360196467867896625)>
R = 31.9255405543
0 integral points
E_-05907: r = 2 t = 1 #III =
1
E(Q) = <(1483/81,
11060/729)> x <(504073/36, 357882245/216)>
R = 101.5644688016
0 integral points
E_-05906: r = 1 t = 1 #III =
1
E(Q) =
<(3844543753/87721956, 229864305398309/821603839896)>
R = 22.3166012093
0 integral points
E_-05905: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05904: r = 1 t = 1 #III =
1
E(Q) = <(777/16, 21093/64)>
R = 6.1466463860
0 integral points
E_-05903: r = 1 t = 1 #III =
1
E(Q) = <(24, 89)>
R = 3.1458523143
2 integral points
1. (24, 89) = 1 * (24,
89)
2. (24, -89) = -(24,
89)
E_-05902: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05901: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05900: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05899: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05898: r = 3 t = 1 #III = 1
E(Q) = <(19, 31)> x
<(673/16, 16753/64)> x <(6739/225, 488737/3375)>
R = 207.3801208809
2 integral points
1. (19, 31) = 1 * (19,
31)
2. (19, -31) = -(19,
31)
E_-05897: r = 1 t = 1 #III =
9
E(Q) = <(21, 58)>
R = 3.5276394691
2 integral points
1. (21, 58) = 1 * (21,
58)
2. (21, -58) = -(21,
58)
E_-05896: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05895: r = 1 t = 1 #III =
1
E(Q) =
<(3275899099/99780121, 171169974518698/996703628669)>
R = 22.2332719803
0 integral points
E_-05894: r = 2 t = 1 #III =
1
E(Q) = <(617/16, 14517/64)>
x <(7415/121, 630279/1331)>
R = 47.1304735662
0 integral points
E_-05893: r = 2 t = 1 #III =
1
E(Q) = <(29, 136)> x
<(687097/12321, 559783630/1367631)>
R = 47.9490859041
2 integral points
1. (29, 136) = 1 * (29,
136)
2. (29, -136) = -(29,
136)
E_-05892: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05891: r = 1 t = 1 #III =
1
E(Q) = <(224593/9216,
81961561/884736)>
R = 12.7458907414
0 integral points
E_-05890: r = 1 t = 1 #III =
9
E(Q) = <(7739/49,
680303/343)>
R = 9.0241676532
0 integral points
E_-05889: r = 1 t = 1 #III =
1
E(Q) = <(393025/19044,
141548993/2628072)>
R = 13.3718767641
0 integral points
E_-05888: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05887: r = 2 t = 1 #III =
1
E(Q) = <(58, 435)> x
<(116, 1247)>
R = 2.0383472042
8 integral points
1. (58, 435) = 1 * (58,
435)
2. (58, -435) = -(58,
435)
3. (667, 17226) = 1 * (58,
435) - 1 * (116, 1247)
4. (667, -17226) = -(667,
17226)
5. (116, 1247) = 1 * (116,
1247)
6. (116, -1247) = -(116,
1247)
7. (22, 69) = 1 * (58, 435)
+ 1 * (116, 1247)
8. (22, -69) = -(22,
69)
E_-05886: r = 1 t = 1 #III =
1
E(Q) = <(1498705/51076,
1606856167/11543176)>
R = 14.5785538523
0 integral points
E_-05885: r = 2 t = 1 #III =
1
E(Q) = <(69, 568)> x
<(89/4, 573/8)>
R = 19.3181508183
2 integral points
1. (69, 568) = 1 * (69,
568)
2. (69, -568) = -(69,
568)
E_-05884: r = 1 t = 1 #III =
1
E(Q) = <(20, 46)>
R = 2.5750855841
2 integral points
1. (20, 46) = 1 * (20,
46)
2. (20, -46) = -(20,
46)
E_-05883: r = 1 t = 1 #III =
1
E(Q) =
<(8375391576610694974585539153796321530240703/446025543708201038592975731759204400293889,
8093273293096117366252743188606758656697186210430697533265534190/297878800907043125740028228448389502407758314876071618547571713)>
R = 99.3652124529
0 integral points
E_-05882: r = 2 t = 1 #III =
1
E(Q) = <(297/16,
1451/64)> x <(1464311409/784, 56033812068599/21952)>
R = 131.4803109877
0 integral points
E_-05881: r = 1 t = 1 #III =
1
E(Q) = <(37389185/1008016,
215045788993/1012048064)>
R = 17.7253250506
0 integral points
E_-05880: r = 1 t = 1 #III =
1
E(Q) = <(1474/81,
8812/729)>
R = 7.1481265035
0 integral points
E_-05879: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05878: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-05877: r = 1 t = 1 #III =
1
E(Q) = <(5937/16,
457431/64)>
R = 7.9864469469
0 integral points
E_-05876: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05875: r = 1 t = 1 #III =
1
E(Q) = <(137329/4356,
45872983/287496)>
R = 12.1655415367
0 integral points
E_-05874: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-05873: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05872: r = 3 t = 1 #III =
1
E(Q) = <(32, 164)> x
<(56, 412)> x <(184/9, 1396/27)>
R = 23.2086051507
8 integral points
1. (488, 10780) = 1 * (32,
164) - 1 * (56, 412)
2. (488, -10780) = -(488,
10780)
3. (32, 164) = 1 * (32,
164)
4. (32, -164) = -(32, 164)
5. (56, 412) = 1 * (56,
412)
6. (56, -412) = -(56,
412)
7. (296, 5092) = -1 * (32, 164) + 1 * (184/9, 1396/27)
8. (296, -5092) = -(296,
5092)
E_-05871: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05870: r = 1 t = 1 #III =
1
E(Q) =
<(179307813707723079/8148184546617025,
50886298141469794296970483/735514578183920247697375)>
R = 40.1911159262
0 integral points
E_-05869: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05868: r = 1 t = 1 #III =
1
E(Q) = <(22631377/1089936,
63193587175/1137893184)>
R = 17.4220196648
0 integral points
E_-05867: r = 1 t = 1 #III =
1
E(Q) = <(502937/1444,
356648355/54872)>
R = 12.6107441121
0 integral points
E_-05866: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05865: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05864: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05863: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05862: r = 1 t = 1 #III =
9
E(Q) = <(10903/441,
890695/9261)>
R = 9.7146311905
0 integral points
E_-05861: r = 1 t = 1 #III =
9
E(Q) = <(45, 292)>
R = 4.0466244817
2 integral points
1. (45, 292) = 1 * (45,
292)
2. (45, -292) = -(45,
292)
E_-05860: r = 0 t = 1 #III = 4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05859: r = 2 t = 1 #III =
1
E(Q) = <(219, 3240)> x
<(345/16, 4131/64)>
R = 15.7107003927
2 integral points
1. (219, 3240) = 1 * (219,
3240)
2. (219, -3240) = -(219,
3240)
E_-05858: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05857: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05856: r = 2 t = 1 #III =
1
E(Q) = <(73, 619)> x
<(153289/1024, 59963515/32768)>
R = 51.2682845565
2 integral points
1. (73, 619) = 1 * (73,
619)
2. (73, -619) = -(73,
619)
E_-05855: r = 1 t = 1 #III =
1
E(Q) = <(122854/441,
43055153/9261)>
R = 11.2964098668
0 integral points
E_-05854: r = 3 t = 1 #III =
1
E(Q) = <(47, 313)> x
<(649/36, 485/216)> x <(187057/36, 80902313/216)>
R = 295.7741761701
2 integral points
1. (47, 313) = 1 * (47,
313)
2. (47, -313) = -(47,
313)
E_-05853: r = 1 t = 1 #III =
1
E(Q) =
<(24217911122459552919836857/90442474005976417620036,
119162282735129249847322227154989075085/27199357831585557387314023060169784)>
R = 58.4904879986
0 integral points
E_-05852: r = 2 t = 1 #III =
1
E(Q) = <(36, 202)> x
<(12912/121, 1463666/1331)>
R =
25.1413118308
2 integral points
1. (36, 202) = 1 * (36,
202)
2. (36, -202) = -(36,
202)
E_-05851: r = 1 t = 1 #III =
1
E(Q) = <(638767/3249,
510324542/185193)>
R = 13.4235674754
0 integral points
E_-05850: r = 2 t = 1 #III =
1
E(Q) = <(75, 645)> x
<(105/4, 885/8)>
R = 8.4270857126
4 integral points
1. (75, 645) = 1 * (75,
645)
2. (75, -645) = -(75,
645)
3. (139, 1637) = -1 * (75, 645) + 1 * (105/4, 885/8)
4. (139, -1637) = -(139,
1637)
E_-05849: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05848: r = 0 t = 1 #III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05847: r = 1 t = 1 #III =
1
E(Q) = <(7852/81,
693541/729)>
R = 8.6199706066
0 integral points
E_-05846: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05845: r = 1 t = 1 #III =
1
E(Q) =
<(27076081660721/120031759936,
140853653529834817321/41585723420386816)>
R = 30.9787202850
0 integral points
E_-05844: r = 1 t = 1 #III =
1
E(Q) = <(1462/81,
4382/729)>
R = 7.1427717097
0 integral points
E_-05843: r = 2 t = 1 #III =
1
E(Q) = <(30531/1225,
4209304/42875)> x <(126511/5625, 31382866/421875)>
R = 106.9465517863
0 integral points
E_-05842: r = 2 t = 1 #III =
1
E(Q) = <(73/4, 123/8)> x
<(883/49, 1077/343)>
R = 27.7487606695
2 integral points
1. (6467, 520061) = -1 * (73/4, 123/8) + 1 * (883/49,
1077/343)
2. (6467, -520061) = -(6467,
520061)
E_-05841: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05840: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05839: r = 1 t = 1 #III =
1
E(Q) = <(1058/49,
22301/343)>
R = 6.9722865913
0 integral points
E_-05838: r = 0 t = 1 #III =
9
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-05837: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05836: r = 2 t = 1 #III =
1
E(Q) = <(497/4, 11063/8)>
x <(127201/7056, 2819375/592704)>
R = 70.5086255460
0 integral points
E_-05835: r = 4 t = 1 #III =
1
E(Q) = <(19, 32)> x
<(79, 698)> x <(211, 3064)> x <(361/16, 4811/64)>
R = 405.2120790416
6 integral points
1. (19, 32) = 1 * (19,
32)
2. (19, -32) = -(19,
32)
3. (79, 698) = 1 * (79,
698)
4. (79, -698) = -(79,
698)
5. (211, 3064) = 1 * (211,
3064)
6. (211, -3064) = -(211,
3064)
E_-05834: r = 1 t = 1 #III =
4
E(Q) = <(37652745/1073296,
214867974299/1111934656)>
R = 17.7470261122
0 integral points
E_-05833: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05832: r = 0 t = 2 #III =
1
E(Q) = <(18, 0)>
R = 1.0000000000
1 integral point
1. (18, 0) = (18, 0)
E_-05831: r = 1 t = 1 #III =
1
E(Q) = <(18, 1)>
R = 2.9775533956
4 integral points
1. (18, 1) = 1 * (18,
1)
2. (18, -1) = -(18, 1)
3. (236160, 114765013)
= -2 * (18, 1)
4. (236160, -114765013) =
-(236160, 114765013)
E_-05830: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05829: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05828: r = 2 t = 1 #III =
1
E(Q) = <(18, 2)> x
<(3306/169, 89458/2197)>
R = 19.9336096356
4 integral points
1. (18, 2) = 1 * (18,
2)
2. (18, -2) = -(18, 2)
3. (59013, 14335787) = -2 * (18, 2)
4. (59013, -14335787) =
-(59013, 14335787)
E_-05827: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05826: r = 1 t = 1 #III =
1
E(Q) =
<(9938063455057/389548243044, 25241651110993443047/243131861316996072)>
R = 30.3329335377
0 integral points
E_-05825: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05824: r = 1 t = 1 #III =
1
E(Q) = <(25, 99)>
R =
3.0824825764
2 integral points
1. (25, 99) = 1 * (25,
99)
2. (25, -99) = -(25,
99)
E_-05823: r = 2 t = 1 #III =
1
E(Q) = <(18, 3)> x
<(28, 127)>
R = 6.8455704721
8 integral points
1. (18, 3) = 1 * (18,
3)
2. (18, -3) = -(18, 3)
3. (26208, 4242783) = -2 * (18, 3)
4. (26208, -4242783) =
-(26208, 4242783)
5. (123, 1362) = 1 * (18, 3)
- 1 * (28, 127)
6. (123, -1362) = -(123,
1362)
7. (28, 127) = 1 * (28,
127)
8. (28, -127) = -(28,
127)
E_-05822: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05821: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05820: r = 1 t = 1 #III =
1
E(Q) = <(1624/81,
34498/729)>
R = 6.9693655428
0 integral points
E_-05819: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05818: r = 1 t = 1 #III =
1
E(Q) =
<(42928015605918344632328100371/2072900008533723348752227225,
5223697365129364144662012958901835801453919/94377295948204814719481210648172826007875)>
R = 66.4164054766
0 integral points
E_-05817: r = 1 t = 1 #III =
1
E(Q) =
<(1701547658418584327854057/606246129036210414609,
2219556064133402493986715544346365700/14927032138930737927660489489273)>
R = 55.7975213055
0 integral points
E_-05816: r = 3 t = 1 #III =
1
E(Q) = <(18, 4)> x
<(81, 725)> x <(1150/9, 38944/27)>
R = 68.2878674036
6 integral points
1. (18, 4) = 1 * (18,
4)
2. (18, -4) = -(18, 4)
3. (81, 725) = 1 * (81,
725)
4. (81, -725) = -(81,
725)
5. (1938, 85316) = 1 * (81,
725) - 1 * (1150/9, 38944/27)
6. (1938, -85316) = -(1938,
85316)
E_-05815: r = 1 t = 1 #III =
1
E(Q) = <(34, 183)>
R = 2.8267204762
2 integral points
1. (34, 183) = 1 * (34,
183)
2. (34, -183) = -(34,
183)
E_-05814: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05813: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05812: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05811: r = 1 t = 1 #III =
1
E(Q) = <(41937193/527076,
270009699211/382657176)>
R = 17.6893366849
0 integral points
E_-05810: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-05809: r = 1 t = 1 #III =
1
E(Q) = <(7745,
681604)>
R = 8.95623022519
2 integral points
1. (7745, 681604) = 1 *
(7745, 681604)
2. (7745, -681604) = -(7745,
681604)
E_-05808: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05807: r = 2 t = 1 #III =
1
E(Q) = <(18, 5)> x
<(456/25, 2021/125)>
R = 18.4531651419
4 integral points
1. (18, 5) = 1 * (18,
5)
2. (18, -5) = -(18, 5)
3. (7743, 681340) = 1 * (18,
5) - 1 * (456/25, 2021/125)
4. (7743, -681340) = -(7743,
681340)
E_-05806: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05805: r = 1 t = 1 #III =
1
E(Q) = <(3164649/80656,
5352391413/22906304)>
R = 13.5920976165
0 integral points
E_-05804: r = 1 t = 1 #III =
4
E(Q) = <(473/4,
10269/8)>
R = 5.7028357517
0 integral points
E_-05803: r = 1 t = 1 #III =
1
E(Q) =
<(8152510781882329/313418515176900,
602647642236407977795517/5548645427841222147000)>
R =
37.0351751106
0 integral points
E_-05802: r = 2 t = 1 #III =
1
E(Q) = <(73/4, 133/8)> x
<(239137/256, 116941489/4096)>
R = 59.1808762613
0 integral points
E_-05801: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05800: r = 2 t = 1 #III =
1
E(Q) = <(74, 632)> x
<(1934, 85052)>
R = 25.8212876646
4 integral points
1. (74, 632) = 1 * (74, 632)
2. (74, -632) = -(74,
632)
3. (1934, 85052) = 1 *
(1934, 85052)
4. (1934, -85052) = -(1934,
85052)
E_-05799: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05798: r = 1 t = 1 #III =
1
E(Q) =
<(331171051887399/2141817615025,
6021957705110815905607/3134539370501012375)>
R = 33.5049199992
0 integral points
E_-05797: r = 2 t = 1 #III =
1
E(Q) = <(2797, 147924)> x
<(47041/576, 10148257/13824)>
R = 79.5892804107
2 integral points
1. (2797, 147924) = 1 *
(2797, 147924)
2. (2797, -147924) = -(2797,
147924)
E_-05796: r = 1 t = 1 #III =
1
E(Q) = <(18, 6)>
R = 2.0131702870
4 integral points
1. (18, 6) = 1 * (18,
6)
2. (18, -6) = -(18, 6)
3. (6525, 527073) = -2 * (18, 6)
4. (6525, -527073) = -(6525,
527073)
E_-05795: r = 1 t = 1 #III =
1
E(Q) = <(222001/9216,
80031959/884736)>
R = 12.7365971085
0 integral points
E_-05794: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05793: r = 0 t = 1
#III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05792: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05791: r = 2 t = 1 #III =
1
E(Q) = <(20, 47)> x
<(632287/3249, 502574788/185193)>
R = 38.4444002849
2 integral points
1. (20, 47) = 1 * (20,
47)
2. (20, -47) = -(20,
47)
E_-05790: r = 1 t = 1 #III =
1
E(Q) = <(142991393561341711/817800362589681,
54041763978134069981395321/23386807889252888800329)>
R = 39.5645876825
0 integral points
E_-05789: r = 1 t = 1 #III =
1
E(Q) = <(44840377/1028196,
289596459277/1042590744)>
R = 17.8648928930
0 integral points
E_-05788: r = 1 t = 1 #III =
1
E(Q) = <(88, 822)>
R = 3.1283336412
2 integral points
1. (88, 822) = 1 * (88,
822)
2. (88, -822) = -(88,
822)
E_-05787: r = 1 t = 1 #III =
1
E(Q) = <(791371/27225,
615494456/4492125)>
R = 13.9411953517
0 integral points
E_-05786: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05785: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05784: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05783: r = 1 t = 1 #III =
1
E(Q) = <(18, 7)>
R = 2.9762825277
2 integral points
1. (18, 7) = 1 * (18,
7)
2. (18, -7) = -(18, 7)
E_-05782: r = 1 t = 1 #III =
1
E(Q) = <(10361/100,
1051891/1000)>
R = 9.3517290987
0 integral points
E_-05781: r = 1 t = 1 #III =
1
E(Q) = <(7717/9,
677908/27)>
R = 8.9640528914
0 integral points
E_-05780: r = 2 t = 1 #III =
1
E(Q) = <(21, 59)> x
<(574/9, 13598/27)>
R = 19.8559914334
2 integral points
1. (21, 59) = 1 * (21,
59)
2. (21, -59) = -(21,
59)
E_-05779: r = 1 t = 1 #III =
1
E(Q) = <(156031/9,
61633430/27)>
R = 11.9584465917
0 integral points
E_-05778: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05777: r = 2 t = 1 #III =
1
E(Q) = <(89/4, 579/8)> x
<(5241/256, 216883/4096)>
R = 39.6084602345
0 integral points
E_-05776: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05775: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05774: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05773: r = 1 t = 1 #III =
1
E(Q) = <(259098337/3651921,
4136738846570/6978821031)>
R =
19.5264175466
0 integral points
E_-05772: r = 2 t = 1 #III =
1
E(Q) = <(517/9,
11575/27)> x <(7453/81, 641035/729)>
R = 56.7349302275
0 integral points
E_-05771: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05770: r = 2 t = 1 #III =
1
E(Q) = <(19, 33)> x
<(397211/2209, 250216699/103823)>
R = 36.5898829418
2 integral points
1. (19, 33) = 1 * (19,
33)
2. (19, -33) = -(19,
33)
E_-05769: r = 1 t = 1 #III =
1
E(Q) = <(325121553/12588304,
4781066217081/44663302592)>
R = 19.2672202312
0 integral points
E_-05768: r = 2 t = 1 #III =
1
E(Q) = <(18, 8)> x <(401/4,
8007/8)>
R = 14.2862583604
2 integral points
1. (18, 8) = 1 * (18,
8)
2. (18, -8) = -(18, 8)
E_-05767: r = 1 t = 1 #III =
1
E(Q) = <(23, 80)>
R = 3.5788136087
2 integral points
1. (23, 80) = 1 * (23,
80)
2. (23, -80) = -(23,
80)
E_-05766: r = 2 t = 1 #III =
1
E(Q) = <(31, 155)> x
<(9555409/293764, 26949778855/159220088)>
R = 20.8532133764
2 integral points
1. (31, 155) = 1 * (31,
155)
2. (31, -155) = -(31,
155)
E_-05765: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05764: r = 1 t = 1 #III =
1
E(Q) = <(990299402/1301881,
31163550494222/1485446221)>
R = 20.0348656628
0 integral points
E_-05763: r = 2 t = 1 #III =
1
E(Q) = <(1903/9,
82990/27)> x <(473527/25281, 114282170/4019679)>
R = 103.3528079866
0 integral points
E_-05762: r = 1 t = 1 #III =
1
E(Q) =
<(169517266209541974702771/5363907594418211094025,
63103324398753932648548197761191819/392845634395634142971779330001125)>
R = 53.8199042550
0 integral points
E_-05761: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05760: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05759: r = 1 t = 1 #III =
1
E(Q) = <(27, 118)>
R = 3.6798766889
2 integral points
1. (27, 118) = 1 * (27,
118)
2. (27, -118) = -(27,
118)
E_-05758: r = 2 t = 1 #III =
1
E(Q) = <(1217/64, 17119/512)> x
<(2777/4, 146339/8)>
R = 59.3956404351
0 integral points
E_-05757: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05756: r = 1 t = 1 #III =
1
E(Q) = <(623845/1521,
492716303/59319)>
R = 13.3705193607
0 integral points
E_-05755: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05754: r = 1 t = 1 #III =
1
E(Q) =
<(204190819051/4281477489, 89788155519148885/280149916537737)>
R = 26.2679848822
0 integral points
E_-05753: r = 1 t = 1 #III =
1
E(Q) = <(29826361/1664100,
4741795891/2146689000)>
R =
17.7600788559
0 integral points
E_-05752: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05751: r = 1 t = 1 #III =
1
E(Q) = <(18, 9)>
R = 1.5106142592
4 integral points
1. (18, 9) = 1 * (18,
9)
2. (18, -9) = -(18, 9)
3. (2880, 154557) = -2 * (18, 9)
4. (2880, -154557) = -(2880,
154557)
E_-05750: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05749: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05748: r = 2 t = 1 #III =
1
E(Q) = <(22, 70)> x
<(1085926/30625, 1056154826/5359375)>
R = 38.4090956051
2 integral points
1. (22, 70) = 1 * (22,
70)
2. (22, -70) = -(22,
70)
E_-05747: r = 1 t = 1 #III =
1
E(Q) = <(36799057/736164,
218035335545/631628712)>
R = 17.6366023920
0 integral points
E_-05746: r = 1 t = 1 #III =
1
E(Q) = <(3050771/43681,
5283488315/9129329)>
R = 15.0867476587
0 integral points
E_-05745: r = 1 t = 1 #III =
1
E(Q) = <(91009/3969,
19864468/250047)>
R = 11.8627272769
0 integral points
E_-05744: r = 1 t = 1 #III =
1
E(Q) = <(480,
10516)>
R = 4.8104316443
2 integral points
1. (480, 10516) = 1 * (480,
10516)
2. (480, -10516) = -(480,
10516)
E_-05743: r = 1 t = 1 #III =
1
E(Q) = <(295502/14161,
97441835/1685159)>
R = 12.6164122985
0 integral points
E_-05742: r = 1 t = 1 #III =
1
E(Q) = <(111, 1167)>
R = 4.0758382324
2 integral points
1. (111, 1167) = 1 * (111,
1167)
2. (111, -1167) = -(111,
1167)
E_-05741: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05740: r = 1 t = 1 #III =
1
E(Q) =
<(1610348989/89586225, 6998904326987/847933619625)>
R = 21.7472093774
0 integral points
E_-05739: r = 1 t = 1 #III =
1
E(Q) = <(308136265/2585664,
5399787011003/4157747712)>
R = 19.6380430684
0 integral points
E_-05738: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05737: r = 1 t = 1 #III =
1
E(Q) = <(515773/19881,
303521390/2803221)>
R = 13.5510753966
0 integral points
E_-05736: r = 1 t = 1 #III =
1
E(Q) =
<(62791532390440750/91664788633929,
15734311643884869693706364/877614544389669915717)>
R =
38.0015187543
0 integral points
E_-05735: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05734: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05733: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05732: r = 2 t = 1 #III =
1
E(Q) = <(18, 10)> x
<(674/25, 14718/125)>
R = 15.5145138465
2 integral points
1. (18, 10) = 1 * (18,
10)
2. (18, -10) = -(18,
10)
E_-05731: r = 1 t = 1 #III =
1
E(Q) =
<(112628996683/4472800641, 30263951657717956/299136434069439)>
R = 25.8556641117
0 integral points
E_-05730: r = 2 t = 1 #III =
1
E(Q) = <(289/16, 817/64)>
x <(65179/2209, 14667487/103823)>
R = 66.6067619131
0 integral points
E_-05729: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05728: r = 1 t = 1 #III =
1
E(Q) =
<(144286611481/3938817600, 51515267492330371/247200192576000)>
R = 25.9845003387
0 integral points
E_-05727: r = 2 t = 1 #III =
1
E(Q) = <(7828/9,
692587/27)> x <(6511/225, 459116/3375)>
R = 75.0473460322
0 integral points
E_-05726: r = 1 t = 1 #III =
1
E(Q) = <(450114463/641601,
9549504784639/513922401)>
R = 19.9406939893
0 integral points
E_-05725: r = 1 t = 1 #III =
1
E(Q) = <(85, 780)>
R = 2.9487504736
2 integral points
1. (85, 780) = 1 * (85,
780)
2. (85, -780) = -(85,
780)
E_-05724: r = 1 t = 1 #III =
1
E(Q) = <(24, 90)>
R = 1.2150414307
2 integral points
1. (24, 90) = 1 * (24,
90)
2. (24, -90) = -(24,
90)
E_-05723: r = 1 t = 1 #III =
1
E(Q) = <(85241/2500,
23020461/125000)>
R = 11.1133417238
0 integral points
E_-05722: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05721: r = 2 t = 1 #III =
1
E(Q) = <(397/9, 7642/27)>
x <(75830303905/2357005401, 19003412115606448/114430255213149)>
R = 147.9692436302
0 integral points
E_-05720: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05719: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05718: r = 1 t = 1 #III =
1
E(Q) = <(23511529/1299600,
21121827083/1481544000)>
R = 17.5171646681
0 integral points
E_-05717: r = 1 t = 1 #III =
1
E(Q) = <(49734217/1695204,
308490898085/2207155608)>
R = 18.0775287045
0 integral points
E_-05716: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05715: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05714: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05713: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05712: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05711: r = 1 t = 1 #III =
1
E(Q) = <(18, 11)>
R = 2.9743605126
2 integral points
1. (18, 11) = 1 * (18,
11)
2. (18, -11) = -(18,
11)
E_-05710: r = 1 t = 1 #III =
4
E(Q) = <(57239/2809, 7808573/148877)>
R = 11.4462661054
0 integral points
E_-05709: r = 3 t = 1 #III =
1
E(Q) = <(37, 212)> x
<(841/25, 22486/125)> x <(14173/729, 796996/19683)>
R = 233.9576521416
2 integral points
1. (37, 212) = 1 * (37, 212)
2. (37, -212) = -(37,
212)
E_-05708: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05707: r = 1 t = 1 #III =
1
E(Q) = <(170089/3600,
68223563/216000)>
R = 12.2711806647
0 integral points
E_-05706: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05705: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05704: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05703: r = 3 t = 1 #III =
1
E(Q) = <(19, 34)> x
<(73/4, 155/8)> x <(217/4, 3139/8)>
R = 74.4319601599
4 integral points
1. (19, 34) = 1 * (19,
34)
2. (19, -34) = -(19,
34)
3. (343, 6352) = -1 * (19, 34) - 1 * (73/4, 155/8)
4. (343, -6352) = -(343,
6352)
E_-05702: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05701: r = 1 t = 1 #III =
1
E(Q) =
<(95712305366728436139665/205187349400024064836,
29610072316709100507624815398287463/2939177889914038357024596726584)>
R = 52.9391800351
0 integral points
E_-05700: r = 2 t = 1 #III =
1
E(Q) = <(349/9, 6193/27)>
x <(2386/81, 102734/729)>
R = 38.5675216736
0 integral points
E_-05699: r = 2 t = 1 #III =
1
E(Q) = <(38481/1444,
6310535/54872)> x <(2663875/145161, 1213020116/55306341)>
R = 146.9355048942
0 integral points
E_-05698: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05697: r = 1 t = 1 #III =
1
E(Q) = <(11444641/202500,
38101316561/91125000)>
R = 16.4440180814
0 integral points
E_-05696: r = 2 t = 1 #III =
1
E(Q) = <(20, 48)> x
<(153, 1891)>
R = 7.5706880661
6 integral points
1. (20, 48) = 1 * (20,
48)
2. (20, -48) = -(20,
48)
3. (153, 1891) = 1 * (153,
1891)
4. (153, -1891) = -(153,
1891)
5. (7041, 590815) = -2 * (20, 48) - 1 * (153, 1891)
6. (7041, -590815) = -(7041,
590815)
E_-05695: r = 1 t = 1 #III =
1
E(Q) = <(26, 109)>
R = 3.1919955537
2 integral points
1. (26, 109) = 1 * (26,
109)
2. (26, -109) = -(26,
109)
E_-05694: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05693: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05692: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05691: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05690: r = 1 t = 1 #III =
9
E(Q) = <(81/4,
409/8)>
R = 4.8878824785
0 integral points
E_-05689: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05688: r = 1 t = 1 #III =
1
E(Q) = <(18, 12)>
R = 2.0102852508
2 integral points
1. (18, 12) = 1 * (18,
12)
2. (18, -12) = -(18,
12)
E_-05687: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05686: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05685: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05684: r = 2 t = 1 #III =
1
E(Q) = <(30, 146)> x
<(23949/25, 3706207/125)>
R = 30.0824424280
2 integral points
1. (30, 146) = 1 * (30,
146)
2. (30, -146) = -(30,
146)
E_-05683: r = 2 t = 1 #III =
1
E(Q) = <(1553/64,
47495/512)> x <(2123/49, 94340/343)>
R = 50.2008910170
0 integral points
E_-05682: r = 1 t = 1 #III =
1
E(Q) = <(494688337417/27718254144,
7393855665403675/4614756695926272)>
R = 27.4764304177
0 integral points
E_-05681: r = 1 t = 1 #III =
1
E(Q) = <(5937/289,
268592/4913)>
R = 9.1760848239
0 integral points
E_-05680: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05679: r = 1 t = 1 #III =
1
E(Q) = <(328/9,
5581/27)>
R = 5.6209645346
0 integral points
E_-05678: r = 2 t = 1 #III =
1
E(Q) = <(519/25,
7147/125)> x <(16590863/797449, 41077154055/712121957)>
R = 107.4871350777
0 integral points
E_-05677: r = 2 t = 1 #III =
1
E(Q) = <(197, 2764)> x
<(1223101289/14961424, 42552540168139/57870788032)>
R = 108.5261753723
2 integral points
1. (197, 2764) = 1 * (197,
2764)
2. (197, -2764) = -(197,
2764)
E_-05676: r = 1 t = 1 #III =
1
E(Q) = <(2965645/159201,
1783441043/63521199)>
R = 15.4321717229
0 integral points
E_-05675: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05674: r = 1 t = 1 #III =
1
E(Q) = <(1291029734472652477531/70199892733540640625,
13745238416183512023223586553179/588172442538934356943166015625)>
R = 49.1450278201
0 integral points
E_-05673: r = 1 t = 1 #III =
1
E(Q) =
<(30406275023161/99291161025, 167649371462422744784/31287141294782625)>
R = 31.0814632926
0 integral points
E_-05672: r = 1 t = 1 #III =
1
E(Q) = <(7521/25,
652181/125)>
R = 8.9618862104
0 integral points
E_-05671: r = 1 t = 1 #III =
1
E(Q) = <(484/25, 4977/125)>
R = 5.6830309760
0 integral points
E_-05670: r = 1 t = 1 #III =
1
E(Q) = <(190120729/6190144,
2350999308547/15401078272)>
R = 19.4030171704
0 integral points
E_-05669: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05668: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05667: r = 1 t = 1 #III =
1
E(Q) = <(177079561/8294400,
1522810369691/23887872000)>
R = 19.4629037862
0 integral points
E_-05666: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05665: r = 1 t = 1 #III =
1
E(Q) = <(6821/169,
538526/2197)>
R = 9.0910126045
0 integral points
E_-05664: r = 1 t = 1 #III =
1
E(Q) = <(2150065/116964,
936008297/40001688)>
R = 15.1162520770
0 integral points
E_-05663: r = 2 t = 1 #III =
1
E(Q) = <(18, 13)> x
<(316/9, 5237/27)>
R = 16.5715545192
2 integral points
1. (18, 13) = 1 * (18,
13)
2. (18, -13) = -(18,
13)
E_-05662: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05661: r = 3 t = 1 #III =
1
E(Q) = <(21, 60)> x
<(33, 174)> x <(271809/6400, 136371873/512000)>
R = 96.9754842874
4 integral points
1. (21, 60) = 1 * (21,
60)
2. (21, -60) = -(21,
60)
3. (33, 174) = 1 * (33,
174)
4. (33, -174) = -(33,
174)
E_-05660: r = 1 t = 1 #III =
1
E(Q) = <(44, 282)>
R =
2.5531430393
2 integral points
1. (44, 282) = 1 * (44,
282)
2. (44, -282) = -(44,
282)
E_-05659: r = 1 t = 1 #III =
1
E(Q) =
<(245677654406056742075329/3015151100174311402500, 121133693737575835913177348442945983/165563127492984712362904648875000)>
R = 53.9916163813
0 integral points
E_-05658: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05657: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05656: r = 1 t = 1 #III =
1
E(Q) = <(3350/169,
101464/2197)>
R = 7.9252808709
0 integral points
E_-05655: r = 0 t = 1 #III
= 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05654: r = 1 t = 1 #III =
1
E(Q) = <(24423/1369,
247559/50653)>
R = 10.6519382745
0 integral points
E_-05653: r = 2 t = 1 #III =
1
E(Q) = <(73/4, 165/8)> x
<(15017/16, 1840235/64)>
R = 41.1541143022
0 integral points
E_-05652: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05651: r = 1 t = 1 #III =
1
E(Q) = <(2225/64,
97641/512)>
R = 7.4608689416
0 integral points
E_-05650: r = 1 t = 1 #III =
1
E(Q) = <(5315,
387485)>
R = 7.5073906332
2 integral points
1. (5315, 387485) = 1 * (5315,
387485)
2. (5315, -387485) = -(5315,
387485)
E_-05649: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05648: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05647: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05646: r = 1 t = 1 #III =
1
E(Q) = <(540847/15129,
372364073/1860867)>
R = 13.4956856879
0 integral points
E_-05645: r = 1 t = 1 #III =
1
E(Q) =
<(94933624166881798162544938618581/3186015002702124405470700282289,
820376978066229211715441941010551696234903961044/5686849366499507326191950287010374977860335337)>
R = 73.9796920499
0 integral points
E_-05644: r = 1 t = 1 #III =
1
E(Q) = <(2245/121,
36279/1331)>
R = 7.6976773422
0 integral points
E_-05643: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05642: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05641: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05640: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05639: r = 1 t = 1 #III =
1
E(Q) = <(87, 808)>
R = 4.5907433331
2 integral points
1. (87, 808) = 1 * (87,
808)
2. (87, -808) = -(87,
808)
E_-05638: r = 1 t = 1 #III =
1
E(Q) =
<(267933181121/5505640000, 135253565883387169/408518488000000)>
R = 26.5338975060
0 integral points
E_-05637: r = 1 t = 1 #III =
1
E(Q) = <(3982177/191844,
4831916815/84027672)>
R = 15.6790315587
0 integral points
E_-05636: r = 1 t = 1 #III =
9
E(Q) = <(18, 14)>
R = 2.7412889041
2 integral points
1. (18, 14) = 1 * (18,
14)
2. (18, -14) = -(18,
14)
E_-05635: r = 1 t = 1 #III =
1
E(Q) = <(151,
1854)>
R = 4.5402509607
2 integral points
1. (151, 1854) = 1 * (151,
1854)
2. (151, -1854) = -(151,
1854)
E_-05634: r = 1 t = 1 #III =
1
E(Q) = <(19, 35)>
R = 3.4640926775
2 integral points
1. (19, 35) = 1 * (19, 35)
2. (19, -35) = -(19,
35)
E_-05633: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05632: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05631: r = 1 t = 1 #III =
1
E(Q) = <(1414/25,
52337/125)>
R = 6.9822072592
0 integral points
E_-05630: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05629: r = 1 t = 1 #III =
1
E(Q) =
<(181009590409488312386973443849/9553874251184504728035280900,
31967891621059228347421364748511319363911493/933833137809171662295489285525215932373000)>
R = 67.8891264240
0 integral points
E_-05628: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05627: r = 2 t = 1 #III =
1
E(Q) = <(1959/25,
86198/125)> x <(1647/49, 61690/343)>
R = 56.5863709645
0 integral points
E_-05626: r = 2 t = 1 #III =
1
E(Q) = <(35, 193)> x
<(1673/16, 68261/64)>
R = 27.8159107817
2 integral points
1. (35, 193) = 1 * (35, 193)
2. (35, -193) = -(35,
193)
E_-05625: r = 1 t = 1 #III =
1
E(Q) = <(25, 100)>
R = 1.4816177692
2 integral points
1. (25, 100) = 1 * (25,
100)
2. (25, -100) = -(25,
100)
E_-05624: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05623: r = 1 t = 1 #III =
1
E(Q) = <(615257/256,
482597155/4096)>
R = 13.3343458212
0 integral points
E_-05622: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05621: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05620: r = 3 t = 1 #III =
1
E(Q) = <(29, 137)> x
<(86, 794)> x <(494/25, 5722/125)>
R = 83.2510122228
4 integral points
1. (29, 137) = 1 * (29,
137)
2. (29, -137) = -(29,
137)
3. (86, 794) = 1 * (86,
794)
4. (86, -794) = -(86, 794)
E_-05619: r = 2 t = 1 #III =
1
E(Q) = <(7735/81,
678086/729)> x <(8047/441, 197882/9261)>
R = 83.3651537457
0 integral points
E_-05618: r = 2 t = 1 #III =
1
E(Q) = <(153/4, 1795/8)>
x <(163/9, 485/27)>
R = 27.4710825998
0 integral points
E_-05617: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05616: r = 1 t = 1 #III =
1
E(Q) = <(48, 324)>
R = 1.0595282130
2 integral points
1. (48, 324) = 1 * (48,
324)
2. (48, -324) = -(48,
324)
E_-05615: r = 1 t = 1 #III =
1
E(Q) = <(68716/441,
17999659/9261)>
R = 10.7456102215
0 integral points
E_-05614: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05613: r = 2 t = 1 #III =
1
E(Q) = <(133, 1532)> x
<(5036219872537/176438089, 11302044775749220534/2343627136187)>
R = 122.7401818086
2 integral points
1. (133, 1532) = 1 * (133,
1532)
2. (133, -1532) = -(133,
1532)
E_-05612: r = 1 t = 1 #III =
1
E(Q) = <(22715077/927369,
85114963385/893056347)>
R = 17.3544408906
0 integral points
E_-05611: r = 2 t = 1 #III =
1
E(Q) = <(1865/4,
80539/8)> x <(15611/841, 683300/24389)>
R = 72.0892324001
0 integral points
E_-05610: r = 1 t = 1 #III =
1
E(Q) =
<(2788842129270008958910997348468450400126796681/119716631563539058015661242144383165190231104,
109840994810448051676046944838980095552377830243882313445304905050149/1309880669356007986448840942913014082921483609006893404890917064192)>
R = 105.0767632760
0 integral points
E_-05609: r = 1 t = 1 #III =
1
E(Q) =
<(1008995369819181/51222004872025,
16535757542835222642046/366593583878863683875)>
R = 35.0509512014
0 integral points
E_-05608: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05607: r = 2 t = 1 #III =
1
E(Q) = <(18, 15)> x
<(22, 71)>
R = 6.4202473853
6 integral points
1. (18, 15) = 1 * (18,
15)
2. (18, -15) = -(18,
15)
3. (22, 71) = 1 * (22,
71)
4. (22, -71) = -(22,
71)
5. (156, 1947) = -1 * (18, 15) - 1 * (22, 71)
6. (156, -1947) = -(156,
1947)
E_-05606: r = 2 t = 1 #III =
1
E(Q) = <(23, 81)> x
<(8207/169, 725067/2197)>
R = 26.2378639635
2 integral points
1. (23, 81) = 1 * (23,
81)
2. (23, -81) = -(23,
81)
E_-05605: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05604: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05603: r = 1 t = 1 #III =
1
E(Q) =
<(2944801665495958518449861187607/163345718673701978796353440161,
1056881245797168222388706582862019408053380290/66017889133255406556757495275055991214726159)>
R = 70.7000499427
0 integral points
E_-05602: r = 1 t = 1 #III =
1
E(Q) =
<(9516269032553/3736387876, 29356210519712726645/228390445308376)>
R = 29.8883125992
0 integral points
E_-05601: r = 1 t = 1 #III =
1
E(Q) = <(926217793/33246756,
24264190163521/191700795096)>
R = 21.0167908977
0 integral points
E_-05600: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05599: r = 1 t = 1 #III =
1
E(Q) = <(20, 49)>
R = 3.0300723687
2 integral points
1. (20, 49) = 1 * (20,
49)
2. (20, -49) = -(20,
49)
E_-05598: r = 2 t = 1 #III =
1
E(Q) = <(7591/9,
661373/27)> x <(82969/2916, 20792899/157464)>
R = 102.9437788579
0 integral points
E_-05597: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05596: r = 1 t = 1 #III =
1
E(Q) = <(14262185/559504,
43828435691/418508992)>
R = 16.8741068223
0 integral points
E_-05595: r = 1 t = 1 #III =
1
E(Q) =
<(191761886666089/1801774659204,
2649313225633107562667/2418525728598847608)>
R = 32.9893112484
0 integral points
E_-05594: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05593: r = 1 t = 1 #III =
1
E(Q) =
<(1835120148689/37544875225, 2425709829829090988/7274882747972125)>
R = 28.4565442055
0 integral points
E_-05592: r = 1 t = 1 #III =
1
E(Q) = <(1882/9,
81620/27)>
R = 6.8990698196
0 integral points
E_-05591: r = 2 t = 1 #III =
1
E(Q) = <(195, 2722)> x
<(1137/64, 2057/512)>
R = 37.4164080359
2 integral points
1. (195, 2722) = 1 * (195,
2722)
2. (195, -2722) = -(195,
2722)
E_-05590: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05589: r = 1 t = 1 #III =
1
E(Q) =
<(17782786009/659976100, 2004186863537027/16954786009000)>
R = 23.9827917539
0 integral points
E_-05588: r = 2 t = 1 #III =
1
E(Q) = <(38, 222)> x <(174,
2294)>
R = 11.6050279438
4 integral points
1. (38, 222) = 1 * (38,
222)
2. (38, -222) = -(38,
222)
3. (174, 2294) = 1 * (174,
2294)
4. (174, -2294) = -(174,
2294)
E_-05587: r = 1 t = 1 #III =
1
E(Q) =
<(80098687159/77000625, 22669243064099702/675680484375)>
R = 25.1170156626
0 integral points
E_-05586: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05585: r = 2 t = 1 #III =
1
E(Q) = <(369/4, 7063/8)>
x <(16332201/499849, 60489432956/353393243)>
R = 101.6233174865
0 integral points
E_-05584: r = 1 t = 1 #III =
1
E(Q) = <(87731829409625/3080828842441,
715524379679980955531/5407560128288873989)>
R = 32.4678255042
0 integral points
E_-05583: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05582: r = 1 t = 1 #III =
1
E(Q) =
<(1577185139457723681/4347732806275600,
1980608423895414644464528079/286677936276548370904000)>
R = 41.9322328441
0 integral points
E_-05581: r = 2 t = 1 #III =
1
E(Q) = <(349/9, 6200/27)>
x <(7885/121, 693072/1331)>
R = 47.4868217790
0 integral points
E_-05580: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05579: r = 1 t = 1 #III =
1
E(Q) = <(467945/3364,
319772907/195112)>
R = 12.5849621668
0 integral points
E_-05578: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05577: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05576: r = 2 t = 1 #III =
1
E(Q) = <(18, 16)> x
<(897/49, 8107/343)>
R = 19.7579969456
2 integral points
1. (18, 16) = 1 * (18,
16)
2. (18, -16) = -(18,
16)
E_-05575: r = 1 t = 1 #III =
1
E(Q) = <(19601/196,
2736551/2744)>
R = 9.9917255752
0 integral points
E_-05574: r = 3 t = 1 #III =
1
E(Q) = <(55, 401)> x
<(6361/64, 505885/512)> x <(249577/5476, 120956747/405224)>
R = 354.8245729636
2 integral points
1. (55, 401) = 1 * (55,
401)
2. (55, -401) = -(55,
401)
E_-05573: r = 1 t = 1 #III =
1
E(Q) = <(580619210630229/6519826026025,
13935316365654048561308/16647691175722104875)>
R = 34.1166415275
0 integral points
E_-05572: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05571: r = 1 t = 1 #III =
1
E(Q) = <(142225/2304,
52997959/110592)>
R = 12.0392041463
0 integral points
E_-05570: r = 2 t = 1 #III =
1
E(Q) = <(59, 447)> x
<(2563139/112225, 2994378213/37595375)>
R = 51.5760014949
2 integral points
1. (59, 447) = 1 * (59,
447)
2. (59, -447) = -(59,
447)
E_-05569: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05568: r = 1 t = 1 #III =
1
E(Q) = <(28, 128)>
R = 2.3137252573
2 integral points
1. (28, 128) = 1 * (28,
128)
2. (28, -128) = -(28,
128)
E_-05567: r = 1 t = 1 #III =
1
E(Q) = <(92193/1444,
27691823/54872)>
R = 11.6000172541
0 integral points
E_-05566: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05565: r = 1 t = 1 #III =
1
E(Q) = <(5368762480726610029/177212092792754889,
11125503668134886087461743352/74600206842967954615395963)>
R = 43.4693170416
0 integral points
E_-05564: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05563: r = 3 t = 1 #III =
1
E(Q) = <(19, 36)> x
<(187/9, 1576/27)> x <(1771/25, 73944/125)>
R = 110.9272072762
2 integral points
1. (19, 36) = 1 * (19,
36)
2. (19, -36) = -(19,
36)
E_-05562: r = 1 t = 1 #III =
1
E(Q) = <(699/25,
15957/125)>
R = 5.2699056342
0 integral points
E_-05561: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05560: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05559: r = 1 t = 1 #III =
1
E(Q) = <(20974/625,
2805257/15625)>
R = 9.8001446296
0 integral points
E_-05558: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05557: r = 1 t = 1 #III =
1
E(Q) = <(3262673/164836,
3137338105/66923416)>
R = 15.4978680961
0 integral points
E_-05556: r = 1 t = 1 #III =
1
E(Q) = <(364609/19044,
100484065/2628072)>
R = 13.3208196340
0 integral points
E_-05555: r = 2 t = 1 #III =
1
E(Q) = <(1851, 79636)> x
<(1809/16, 76793/64)>
R = 56.5361803314
2 integral points
1. (1851, 79636) = 1 *
(1851, 79636)
2. (1851, -79636) = -(1851,
79636)
E_-05554: r = 2 t = 1 #III =
1
E(Q) = <(3241/100,
168789/1000)> x <(4138057/179776, 6211918533/76225024)>
R = 105.7111963401
0 integral points
E_-05553: r = 1 t = 1 #III =
1
E(Q) = <(18217/144,
2455381/1728)>
R = 9.8958678097
0 integral points
E_-05552: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05551: r = 1 t = 1 #III =
1
E(Q) = <(3110/169,
57329/2197)>
R = 8.1119965035
0 integral points
E_-05550: r = 1 t = 1 #III =
1
E(Q) = <(43188409/1028196,
272990596627/1042590744)>
R = 17.8329188912
0 integral points
E_-05549: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05548: r = 2 t = 1 #III =
1
E(Q) = <(377/16,
5555/64)> x <(7397, 636185)>
R = 56.1816167394
2 integral points
1. (7397, 636185) = 1 *
(7397, 636185)
2. (7397, -636185) = -(7397,
636185)
E_-05547: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05546: r = 1 t = 1 #III =
1
E(Q) = <(7395,
635927)>
R = 8.9100314975
2 integral points
1. (7395, 635927) = 1 *
(7395, 635927)
2. (7395, -635927) = -(7395,
635927)
E_-05545: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05544: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05543: r = 3 t = 1 #III =
1
E(Q) = <(32, 165)> x
<(18, 17)> x <(24, 91)>
R = 23.7624851940
12 integral points
1. (119, 1296) = -1 * (32, 165) + 1 * (18, 17)
2. (119, -1296) = -(119,
1296)
3. (32, 165) = 1 * (32,
165)
4. (32, -165) = -(32,
165)
5. (18, 17) = 1 * (18,
17)
6. (18, -17) = -(18,
17)
7. (282, 4735) = 1 * (18,
17) - 1 * (24, 91)
8. (282, -4735) = -(282,
4735)
9. (968, 30117) = -1 * (32, 165) + 1 * (24, 91)
10. (968, -30117) = -(968,
30117)
11. (24, 91) = 1 * (24,
91)
12. (24, -91) = -(24,
91)
E_-05542: r = 2 t = 1 #III =
1
E(Q) = <(96641/2116,
29155967/97336)> x <(167879/2209, 68349511/103823)>
R = 111.7697852456
0 integral points
E_-05541: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05540: r = 2 t = 1 #III =
1
E(Q) = <(21, 61)> x
<(752829/24649, 586258927/3869893)>
R = 48.8087273396
2 integral points
1. (21, 61) = 1 * (21,
61)
2. (21, -61) = -(21,
61)
E_-05539: r = 2 t = 1 #III =
1
E(Q) = <(1847, 79378)> x
<(4577/256, 54353/4096)>
R = 65.3863221826
2 integral points
1. (1847, 79378) = 1 *
(1847, 79378)
2. (1847, -79378) = -(1847,
79378)
E_-05538: r = 1 t = 1 #III =
4
E(Q) = <(722947/16641,
593573365/2146689)>
R = 13.7348119415
0 integral points
E_-05537: r = 1 t = 1 #III =
1
E(Q) = <(474777/1444,
327115165/54872)>
R = 13.1036726031
0 integral points
E_-05536: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05535: r = 1 t = 1 #III =
1
E(Q) = <(66, 531)>
R = 2.4254479446
2 integral points
1. (66, 531) = 1 * (66,
531)
2. (66, -531) = -(66,
531)
E_-05534: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05533: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05532: r = 1 t = 1 #III =
1
E(Q) = <(73/4,
187/8)>
R = 4.8254139926
0 integral points
E_-05531: r = 1 t = 1 #III =
1
E(Q) =
<(1020210507504449017/46836961948206144,
702549243122861184719216653/10136384487344307996790272)>
R = 41.925899856
0 integral points
E_-05530: r = 1 t = 1 #III =
1
E(Q) = <(9011/289,
773431/4913)>
R = 9.4387989379
0 integral points
E_-05529: r = 1 t = 1 #III =
1
E(Q) = <(7129/81,
599480/729)>
R = 8.9945500977
0 integral points
E_-05528: r = 1 t = 1 #III =
1
E(Q) = <(216378474/354025,
3182847442132/210644875)>
R = 18.5171815635
0 integral points
E_-05527: r = 1 t = 1 #III =
1
E(Q) = <(46, 303)>
R = 3.0478610825
2 integral points
1. (46, 303) = 1 * (46,
303)
2. (46, -303) = -(46,
303)
E_-05526: r = 1 t = 1 #III =
1
E(Q) = <(840981297/56644,
24388186403433/13481272)>
R = 19.8184041501
0 integral points
E_-05525: r = 1 t = 1 #III =
1
E(Q) = <(185/4,
2445/8)>
R = 3.8274951074
0 integral points
E_-05524: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05523: r = 3 t = 1 #III =
1
E(Q) = <(43, 272)> x
<(289/16, 1231/64)> x <(72433/2116, 18102377/97336)>
R = 267.9866550351
2 integral points
1. (43, 272) = -1 * (43, -272)
2. (43, -272) = -(43,
272)
E_-05522: r = 2 t = 1 #III =
1
E(Q) = <(27, 119)> x
<(32758354673966073/1606798566651664,
3499378871283158184600307/64408347009986753060288)>
R = 141.3783537017
2 integral points
1. (27, 119) = 1 * (27,
119)
2. (27, -119) = -(27,
119)
E_-05521: r = 1 t = 1 #III =
1
E(Q) = <(584101/4761,
445740110/328509)>
R = 13.3660690058
0 integral points
E_-05520: r = 1 t = 1 #III =
1
E(Q) = <(7369/9,
632573/27)>
R = 8.9183110185
0 integral points
E_-05519: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05518: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05517: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05516: r = 1 t = 1 #III =
1
E(Q) = <(37237/9,
7185583/27)>
R = 10.5276845861
0 integral points
E_-05515: r = 1 t = 1 #III =
1
E(Q) = <(2031289/86436,
2195427277/25412184)>
R = 14.9534567397
0 integral points
E_-05514: r = 2 t = 1 #III =
1
E(Q) = <(115, 1231)> x
<(446635/25281, 1339901/4019679)>
R = 65.4749408797
2 integral points
1. (115, 1231) = 1 * (115,
1231)
2. (115, -1231) = -(115,
1231)
E_-05513: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05512: r = 1 t = 1 #III =
1
E(Q) = <(21641/1225,
51689/42875)>
R = 10.5316105187
0 integral points
E_-05511: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05510: r = 1 t = 1 #III =
1
E(Q) =
<(1186259543338321/10082085552900,
40788129514534916822119/32012940510134667000)>
R = 34.8014977004
0 integral points
E_-05509: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05508: r = 2 t = 1 #III =
1
E(Q) = <(18, 18)> x
<(81/4, 423/8)>
R = 4.3514906717
8 integral points
1. (18, 18) = 1 * (18,
18)
2. (18, -18) = -(18,
18)
3. (693, 18243) = -2 * (18, 18)
4. (693, -18243) = -(693,
18243)
5. (954, 29466) = 1 * (18,
18) - 1 * (81/4, 423/8)
6. (954, -29466) = -(954,
29466)
7. (202, 2870) = -1 * (18, 18) - 1 * (81/4, 423/8)
8. (202, -2870) = -(202,
2870)
E_-05507: r = 1 t = 1 #III =
1
E(Q) = <(23428559/990025,
86695058502/985074875)>
R = 16.8466107777
0 integral points
E_-05506: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05505: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05504: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05503: r = 2 t = 1 #III =
1
E(Q) = <(512, 11585)> x
<(4636/225, 192241/3375)>
R = 49.0289323032
2 integral points
1. (512, 11585) = 1 * (512,
11585)
2. (512, -11585) = -(512, 11585)
E_-05502: r = 1 t = 1 #III =
1
E(Q) = <(589303/2601,
452277755/132651)>
R = 13.3345574867
0 integral points
E_-05501: r = 1 t = 1 #III =
1
E(Q) = <(5697/289, 228298/4913)>
R = 9.1478093378
0 integral points
E_-05500: r = 1 t = 1 #III =
1
E(Q) = <(20, 50)>
R = 0.9560002256
4 integral points
1. (20, 50) = 1 * (20,
50)
2. (20, -50) = -(20,
50)
3. (104, 1058) = -2 * (20, 50)
4. (104, -1058) = -(104,
1058)
E_-05499: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05498: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05497: r = 2 t = 1 #III =
1
E(Q) = <(4721/16,
324343/64)> x <(58666817/417316, 448909432001/269586136)>
R = 150.6661207553
0 integral points
E_-05496: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05495: r = 1 t = 1 #III =
1
E(Q) = <(39, 232)>
R = 3.9328920674
2 integral points
1. (39, 232) = 1 * (39,
232)
2. (39, -232) = -(39,
232)
E_-05494: r = 1 t = 1 #III =
1
E(Q) = <(469265/484,
321459257/10648)>
R = 13.0701151101
0 integral points
E_-05493: r = 1 t = 1 #III =
1
E(Q) = <(30322537/156816,
166910345675/62099136)>
R = 17.2834264895
0 integral points
E_-05492: r = 1 t = 1 #III =
1
E(Q) = <(197062/7569,
72602470/658503)>
R = 11.8893554618
0 integral points
E_-05491: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05490: r = 2 t = 1 #III =
1
E(Q) = <(19, 37)> x
<(935269826747401/41174500893696, 20853779552535288029669/264205902166611296256)>
R = 118.2835820109
2 integral points
1. (19, 37) = 1 * (19,
37)
2. (19, -37) = -(19,
37)
E_-05489: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05488: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05487: r = 1 t = 1 #III =
1
E(Q) = <(196,
2743)>
R = 4.8712700717
2 integral points
1. (196, 2743) = 1 * (196, 2743)
2. (196, -2743) = -(196,
2743)
E_-05486: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05485: r = 1 t = 1 #III =
1
E(Q) = <(467321/676,
319462099/17576)>
R = 13.0704591221
0 integral points
E_-05484: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05483: r = 2 t = 1 #III =
1
E(Q) = <(1833/4,
78475/8)> x <(5335161/40000, 12308891341/8000000)>
R = 112.0827976544
0 integral points
E_-05482: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05481: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05480: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05479: r = 1 t = 1 #III =
1
E(Q) = <(3650/169,
148933/2197)>
R = 8.2019017227
0 integral points
E_-05478: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05477: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05476: r = 1 t = 1 #III =
1
E(Q) = <(26, 110)>
R = 2.9563152306
2 integral points
1. (26, 110) = 1 * (26,
110)
2. (26, -110) = -(26,
110)
E_-05475: r = 1 t = 1 #III =
1
E(Q) = <(1969/36,
85897/216)>
R = 7.7799122110
0 integral points
E_-05474: r = 1 t = 1 #III =
1
E(Q) =
<(578949054443265/16485597580516, 13020282238747232610239/66935581633899766936)>
R = 34.2891005269
0 integral points
E_-05473: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05472: r = 1 t = 1 #III =
1
E(Q) = <(73/4,
197/8)>
R = 4.8237708509
0 integral points
E_-05471: r = 1 t = 1 #III =
1
E(Q) = <(18, 19)>
R = 2.9678125121
2 integral points
1. (18, 19) = 1 * (18,
19)
2. (18, -19) = -(18,
19)
E_-05470: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05469: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05468: r = 1 t = 1 #III =
1
E(Q) = <(17928/961,
953638/29791)>
R = 9.3932718802
0 integral points
E_-05467: r = 2 t = 1 #III =
1
E(Q) = <(2489/100,
99763/1000)> x <(658331/15625, 514262104/1953125)>
R = 100.0233088668
0 integral points
E_-05466: r = 1 t = 1 #III =
1
E(Q) =
<(1078885475683/2099601, 1120632000140237311/3042321849)>
R = 27.7069707407
0 integral points
E_-05465: r = 1 t = 1 #III =
4
E(Q) = <(7401/49,
636196/343)>
R = 8.9808980376
0 integral points
E_-05464: r = 2 t = 1 #III =
1
E(Q) = <(22, 72)> x
<(250/9, 3412/27)>
R = 11.7097156225
4 integral points
1. (22, 72) = 1 * (22, 72)
2. (22, -72) = -(22,
72)
3. (1129, 37935) = 1 * (22,
72) - 1 * (250/9, 3412/27)
4. (1129, -37935) = -(1129,
37935)
E_-05463: r = 1 t = 1 #III =
1
E(Q) = <(3204322/108241,
5096368495/35611289)>
R = 14.8654653615
0 integral points
E_-05462: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05461: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05460: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05459: r = 1 t = 1 #III =
1
E(Q) = <(87302926915/111576969,
25795308816188288/1178587523547)>
R = 25.2064884306
0 integral points
E_-05458: r = 1 t = 1 #III =
1
E(Q) =
<(20858764562587/1174494555081,
15253377386462980145/1272847903618038021)>
R = 31.2141157312
0 integral points
E_-05457: r = 1 t = 1 #III =
1
E(Q) = <(2963857/42849,
5060289880/8869743)>
R = 15.0567010664
0 integral points
E_-05456: r = 1 t = 1 #III =
1
E(Q) = <(258465/8281, 119030423/753571)>
R = 12.7934255266
0 integral points
E_-05455: r = 1 t = 1 #III =
1
E(Q) = <(31, 156)>
R = 3.2176580001
2 integral points
1. (31, 156) = 1 * (31,
156)
2. (31, -156) = -(31,
156)
E_-05454: r = 1 t = 1 #III =
1
E(Q) =
<(2952566075575/34796052369, 5050707960312656117/6490751220756153)>
R = 28.8402474883
0 integral points
E_-05453: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05452: r = 1 t = 1 #III =
1
E(Q) = <(545941/11025,
394223761/1157625)>
R = 13.4242049804
0 integral points
E_-05451: r = 1 t = 1 #III =
1
E(Q) = <(436481593/3261636,
9108658875149/5890514616)>
R = 19.9748613448
0 integral points
E_-05450: r = 1 t = 1 #III =
1
E(Q) = <(566674771/18584721,
12123826083919/80118732231)>
R = 20.4932920891
0 integral points
E_-05449: r = 1 t = 1 #III =
1
E(Q) =
<(23963534637602921/11885931969604,
3709592214168069558678805/40977915286542811192)>
R = 37.7206775661
0 integral points
E_-05448: r = 3 t = 1 #III =
1
E(Q) = <(34, 184)> x
<(97/4, 751/8)> x <(4066/225, 71864/3375)>
R = 117.6043240763
4 integral points
1. (754, 20704) = -1 * (34, 184) + 1 * (97/4, 751/8)
2. (754, -20704) = -(754,
20704)
3. (34, 184) = 1 * (34, 184)
4. (34, -184) = -(34,
184)
E_-05447: r = 2 t = 1 #III =
1
E(Q) = <(36, 203)> x
<(305358/16129, 74951527/2048383)>
R = 41.7977789370
2 integral points
1. (36, 203) = 1 * (36,
203)
2. (36, -203) = -(36,
203)
E_-05446: r = 2 t = 1 #III =
1
E(Q) = <(95, 923)> x
<(583255/2601, 445330873/132651)>
R = 60.9337608160
2 integral points
1. (95, 923) = 1 * (95, 923)
2. (95, -923) = -(95,
923)
E_-05445: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05444: r = 2 t = 1 #III =
1
E(Q) = <(42, 262)> x
<(1586/49, 57870/343)>
R =
19.3869819278
4 integral points
1. (42, 262) = 1 * (42,
262)
2. (42, -262) = -(42,
262)
3. (1925, 84459) = -1 * (42, 262) + 1 * (1586/49,
57870/343)
4. (1925, -84459) = -(1925,
84459)
E_-05443: r = 3 t = 1 #III =
1
E(Q) = <(23, 82)> x
<(929/16, 27919/64)> x <(4121/4, 264547/8)>
R = 191.9524353119
2 integral points
1. (23, 82) = 1 * (23,
82)
2. (23, -82) = -(23,
82)
E_-05442: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05441: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05440: r = 1 t = 1 #III =
1
E(Q) = <(6210404/27889,
15472937648/4657463)>
R = 14.4463717653
0 integral points
E_-05439: r = 2 t = 1 #III =
1
E(Q) = <(70, 581)> x
<(112, 1183)>
R = 8.0697783120
6 integral points
1. (70, 581) = 1 * (70,
581)
2. (70, -581) = -(70,
581)
3. (1582, 62923) = 1 * (70,
581) - 1 * (112, 1183)
4. (1582, -62923) = -(1582,
62923)
5. (112, 1183) = 1 * (112,
1183)
6. (112, -1183) = -(112, 1183)
E_-05438: r = 1 t = 1 #III =
1
E(Q) = <(6807/121,
552965/1331)>
R = 9.0146880299
0 integral points
E_-05437: r = 2 t = 1 #III =
1
E(Q) = <(2821, 149832)> x
<(3913/4, 244773/8)>
R = 56.3986582970
2 integral points
1. (2821, 149832) = 1 *
(2821, 149832)
2. (2821, -149832) = -(2821,
149832)
E_-05436: r = 1 t = 1 #III =
1
E(Q) = <(40, 242)>
R = 3.0267479755
2 integral points
1. (40, 242) = 1 * (40,
242)
2. (40, -242) = -(40,
242)
E_-05435: r = 1 t = 1 #III =
1
E(Q) =
<(43736722121/14500864, 9146802548937339/55219290112)
R = 23.9557328555
0 integral points
E_-05434: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05433: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05432: r = 2 t = 1 #III =
1
E(Q) = <(18, 20)> x
<(2358217/131769, 828574865/47832147)>
R = 41.5761049074
2 integral points
1. (18, 20) = 1 * (18,
20)
2. (18, -20) = -(18,
20)
E_-05431: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05430: r = 1 t = 1 #III =
1
E(Q) = <(60362911/1375929,
453650397931/1613964717)>
R = 18.1558374285
0 integral points
E_-05429: r = 1 t = 1 #III =
1
E(Q) = <(9525/361,
780224/6859)>
R = 9.5468859859
0 integral points
E_-05428: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05427: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05426: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05425: r = 1 t = 1 #III =
1
E(Q) = <(368041/15129,
176257936/1860867)>
R = 13.2302055473
0 integral points
E_-05424: r = 2 t = 1 #III =
1
E(Q) = <(25, 101)> x
<(49, 335)>
R = 14.3636673093
4 integral points
1. (25, 101) = 1 * (25,
101)
2. (25, -101) = -(25,
101)
3. (49, 335) = 1 * (49,
335)
4. (49, -335) = -(49,
335)
E_-05423: r = 1 t = 1 #III =
1
E(Q) = <(202/9, 2071/27)>
R = 5.2910342403
0 integral points
E_-05422: r = 1 t = 1 #III =
1
E(Q) = <(7271/25,
619931/125)>
R = 8.9287705570
0 integral points
E_-05421: r = 1 t = 1 #III =
1
E(Q) = <(1272904465933/11965953321,
1432892537364195116/1308943667830869)>
R = 27.9733490165
0 integral points
E_-05420: r = 2 t = 1 #III =
1
E(Q) = <(5589/289,
209183/4913)> x <(489009/7396, 338738647/636056)>
R = 103.6123870803
0 integral points
E_-05419: r = 1 t = 1 #III =
1
E(Q) = <(1465/64,
41517/512)>
R = 7.1774166804
0 integral points
E_-05418: r = 1 t = 1 #III =
1
E(Q) = <(4657/144,
291241/1728)>
R =
8.7656505611
0 integral points
E_-05417: r = 4 t = 1 #III =
1
E(Q) = <(41, 252)> x
<(21, 62)> x <(57, 424)> x <(749/25, 18318/125)>
R = 209.6648815684
6 integral points
1. (41, 252) = 1 * (41,
252)
2. (41, -252) = -(41,
252)
3. (21, 62) = 1 * (21,
62)
4. (21, -62) = -(21,
62)
5. (57, 424) = 1 * (57,
424)
6. (57, -424) = -(57,
424)
E_-05416: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05415: r = 1 t = 1 #III =
1
E(Q) = <(19, 38)>
R = 1.4953084327
2 integral points
1. (19, 38) = 1 * (19,
38)
2. (19, -38) = -(19,
38)
E_-05414: r = 0 t = 1 #III = 36
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05413: r = 1 t = 1 #III =
1
E(Q) =
<(9860233213/361646289, 838226545788140/6877427477913)>
R =
23.3853823062
0 integral points
E_-05412: r = 1 t = 1 #III =
1
E(Q) = <(1904617177/7354944,
83108196843805/19946608128)>
R = 21.4092049928
0 integral points
E_-05411: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05410: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05409: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-05408: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05407: r = 1 t = 1 #III =
1
E(Q) = <(358768/3969,
214104113/250047)>
R =
12.4468992026
0 integral points
E_-05406: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05405: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05404: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05403: r = 2 t = 1 #III =
1
E(Q) = <(1657/36,
65555/216)> x <(6079/225, 403858/3375)>
R =
58.4379538884
0 integral points
E_-05402: r = 1 t = 1 #III =
1
E(Q) =
<(1924117674572705913/6252458042220196,
2668745681838413910668624755/494397401009043857127256)>
R = 42.1360419616
0 integral points
E_-05401: r = 2 t = 1 #III =
1
E(Q) = <(97/4, 753/8)> x
<(6317/169, 475402/2197)>
R = 39.2216527285
0 integral points
E_-05400: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05399: r = 1 t = 1 #III =
1
E(Q) = <(20, 51)>
R = 2.4756059945
2 integral points
1. (20, 51) = 1 * (20,
51)
2. (20, -51) = -(20,
51)
E_-05398: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05397: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05396: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05395: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05394: r = 1 t = 1 #III =
1
E(Q) =
<(1376276298601054033/59392820124042084,
1215222509899239539300749081/14474411684919892469063448)>
R = 42.1977307719
0 integral points
E_-05393: r = 1 t = 1 #III =
1
E(Q) =
<(185631677414498505457/4799253566338575876, 2408435120386475626039908105385/10513820168143295584410159624)>
R = 46.9401388440
0 integral points
E_-05392: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05391: r = 2 t = 1 #III =
1
E(Q) = <(18, 21)> x <(30,
147)>
R = 5.6839638073
6 integral points
1. (18, 21) = 1 * (18,
21)
2. (18, -21) = -(18,
21)
3. (148, 1799) = 1 * (18,
21) - 1 * (30, 147)
4. (148, -1799) = -(148,
1799)
5. (30, 147) = 1 * (30,
147)
6. (30, -147) = -(30,
147)
E_-05390: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05389: r = 2 t = 1 #III =
1
E(Q) = <(977, 30538)> x
<(638390825/17073424, 15275827842517/70547387968)>
R = 139.5488708466
2 integral points
1. (977, 30538) = 1 * (977,
30538)
2. (977, -30538) = -(977,
30538)
E_-05388: r = 1 t = 1 #III =
1
E(Q) =
<(3639004904269/206338520025,
924938728084708397/93728241028756125)>
R = 29.4692861738
0 integral points
E_-05387: r = 1 t = 1 #III =
1
E(Q) = <(114199/5625,
23033582/421875)>
R = 12.1303433197
0 integral points
E_-05386: r = 1 t = 1 #III =
1
E(Q) = <(7067/49,
593557/343)>
R = 8.9377200250
0 integral points
E_-05385: r = 1 t = 1 #III =
9
E(Q) = <(181,
2434)>
R =
5.2579415049
2 integral points
1. (181, 2434) = 1 * (181,
2434)
2. (181, -2434) = -(181,
2434)
E_-05384: r = 1 t = 1 #III =
1
E(Q) = <(2186913/34969,
3198261829/6539203)>
R = 14.7679525216
0 integral points
E_-05383: r = 1 t = 1 #III =
1
E(Q) = <(172/9,
1079/27)>
R = 5.1958079208
0 integral points
E_-05382: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05381: r = 2 t = 1 #III =
1
E(Q) = <(1749/25,
72568/125)> x <(6485/361, 139908/6859)>
R = 66.6999637587
0 integral points
E_-05380: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-05379: r = 1 t = 1 #III =
1
E(Q) =
<(98223642595/4246216569, 23147997795518408/276696210285747)>
R = 25.7426427358
0 integral points
E_-05378: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05377: r = 1 t = 1 #III =
1
E(Q) =
<(72389142006497/1323896468449,
605686334989037193920/1523284543872698543)>
R = 32.1066310699
0 integral points
E_-05376: r = 1 t = 1 #III =
1
E(Q) = <(184/9,
1520/27)>
R = 3.6169310790
0 integral points
E_-05375: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05374: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05373: r = 1 t = 1 #III =
1
E(Q) = <(921/25,
26406/125)>
R = 5.4597316571
0 integral points
E_-05372: r = 1 t = 1 #III =
1
E(Q) = <(2548/9,
128602/27)>
R = 6.9568836614
0 integral points
E_-05371: r = 1 t = 1 #III =
1
E(Q) =
<(15561183302690275/716433691505841, 1339057185533089801504028/19176264071845270335639)>
R = 37.7401313747
0 integral points
E_-05370: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05369: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-05368: r = 1 t = 1 #III =
1
E(Q) = <(2018/49,
87100/343)>
R = 7.1706195101
0 integral points
E_-05367: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-05366: r = 1 t = 1 #III =
1
E(Q) =
<(225095084533423/453186122481,
3377065683454785602731/305080818979106871)>
R = 33.0692161945
0 integral points
E_-05365: r = 0 t = 1
#III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05364: r = 1 t = 1 #III =
1
E(Q) = <(54, 390)>
R = 2.7591836974
2 integral points
1. (54, 390) = 1 * (54,
390)
2. (54, -390) = -(54,
390)
E_-05363: r = 1 t = 1 #III =
1
E(Q) =
<(17023833367/14447601, 2221188046758010/54915331401)>
R = 23.5670158841
0 integral points
E_-05362: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05361: r = 2 t = 1 #III =
1
E(Q) = <(217/9, 2512/27)>
x <(78709/2025, 21049802/91125)>
R = 66.7260161981
0 integral points
E_-05360: r = 2 t = 1 #III =
1
E(Q) = <(24, 92)> x
<(129/4, 1343/8)>
R = 10.5200922424
4 integral points
1. (24, 92) = 1 * (24,
92)
2. (24, -92) = -(24,
92)
3. (936, 28636) = 1 * (24,
92) - 1 * (129/4, 1343/8)
4. (936, -28636) = -(936,
28636)
E_-05359: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05358: r = 1 t = 1 #III =
1
E(Q) =
<(15603495335161801/517406446764900,
1748372756820941378042299/11769221959789071393000)>
R = 37.6259353046
0 integral points
E_-05357: r = 1 t = 1 #III =
1
E(Q) =
<(469847647392826199509/24281092503225371025,
5199448237629095580352512430348/119647143681747376914545826375)>
R = 48.1032437612
0 integral points
E_-05356: r = 1 t = 1 #III =
4
E(Q) = <(445,
9387)>
R = 5.5729413405
2 integral points
1. (445, 9387) = 1 * (445,
9387)
2. (445, -9387) = -(445,
9387)
E_-05355: r = 1 t = 1 #III =
1
E(Q) =
<(443047244929/22426260516, 162994114625926753/3358422217313064)>
R = 27.3122857524
0 integral points
E_-05354: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05353: r = 2 t = 1 #III =
1
E(Q) = <(649/36,
4859/216)> x <(44929/1296, 8890559/46656)>
R = 77.1310106199
0 integral points
E_-05352: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05351: r = 1 t = 1 #III =
1
E(Q) = <(150907785/4778596,
1689008743483/10446010856)>
R = 19.1575695624
0 integral points
E_-05350: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05349: r = 1 t = 1 #III =
1
E(Q) =
<(2263975728183386540790933134173/104990013995307897845748177009, 2326764476875581716267204310321387182713193036/34019035029020211360950793552450735510047223)>
R = 70.3536029297
0 integral points
E_-05348: r = 3 t = 1 #III =
1
E(Q) = <(18, 22)> x
<(177/4, 2281/8)> x <(5058/289, 17690/4913)>
R = 112.7057193857
2 integral points
1. (18, 22) = 1 * (18, 22)
2. (18, -22) = -(18,
22)
E_-05347: r = 1 t = 1 #III =
1
E(Q) = <(21643/961,
2322180/29791)>
R = 9.8748224061
0 integral points
E_-05346: r = 2 t = 1 #III =
1
E(Q) = <(91, 865)> x
<(2275/81, 94517/729)>
R = 37.4467401430
2 integral points
1. (91, 865) = 1 * (91,
865)
2. (91, -865) = -(91, 865)
E_-05345: r = 2 t = 1 #III =
1
E(Q) = <(29, 138)> x
<(201/4, 2789/8)>
R = 17.4718748815
2 integral points
1. (29, 138) = 1 * (29,
138)
2. (29, -138) = -(29,
138)
E_-05344: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05343: r = 1 t = 1 #III =
1
E(Q) = <(313/16,
2963/64)>
R = 6.2454326265
0 integral points
E_-05342: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05341: r = 1 t = 1 #III =
1
E(Q) = <(7765885/335241,
16343865908/194104539)>
R = 16.2959325053
0 integral points
E_-05340: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05339: r = 2 t = 1 #III =
1
E(Q) = <(2667/121,
97528/1331)> x <(9891/529, 421060/12167)>
R = 71.5245707640
0 integral points
E_-05338: r = 2 t = 1 #III =
1
E(Q) = <(19, 39)> x
<(17593/196, 2324883/2744)>
R = 26.2723990595
2 integral points
1. (19, 39) = 1 * (19,
39)
2. (19, -39) = -(19,
39)
E_-05337: r = 1 t = 1 #III =
1
E(Q) =
<(3201640959601/130983191056,
4563440848724588297/47404912574223296)>
R = 29.2051771360
0 integral points
E_-05336: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05335: r = 1 t = 1 #III =
1
E(Q) = <(2146/81,
83951/729)>
R = 7.5910295695
0 integral points
E_-05334: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05333: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05332: r = 1 t = 1 #III =
1
E(Q) = <(1694/25,
69122/125)>
R = 6.8983592540
0 integral points
E_-05331: r = 2 t = 1 #III =
1
E(Q) = <(1795/9,
76024/27)> x <(2263/81, 93574/729)>
R = 59.6570396982
0 integral points
E_-05330: r = 1 t = 1 #III =
1
E(Q) =
<(2706520371/154728721, 9040110553291/1924670560519)>
R = 22.2676004306
0 integral points
E_-05329: r = 2 t = 1 #III =
1
E(Q) = <(73/4, 219/8)> x
<(1825, 77964)>
R = 5.7824573973
2 integral points
1. (1825, 77964) = 1 *
(1825, 77964)
2. (1825, -77964) = -(1825,
77964)
E_-05328: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05327: r = 1 t = 1 #III =
1
E(Q) = <(78, 685)>
R =
4.0310365930
2 integral points
1. (78, 685) = 1 * (78,
685)
2. (78, -685) = -(78,
685)
E_-05326: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05325: r = 1 t = 1 #III =
1
E(Q) =
<(6379814146358569/218903683615236,
451457884247284314521803/3238766247138761022984)>
R = 36.7417386562
0 integral points
E_-05324: r = 1 t = 1 #III =
1
E(Q) = <(253/9, 3509/27)>
R = 3.4970327094
0 integral points
E_-05323: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05322: r = 1 t = 1 #III =
1
E(Q) = <(9556235041/379080900,
763397677647089/7380705123000)>
R = 23.3794274302
0 integral points
E_-05321: r = 1 t = 1 #III =
1
E(Q) =
<(3592932897/77651344, 209500331354447/684263643328)>
R = 22.2288054097
0 integral points
E_-05320: r = 2 t = 1 #III =
1
E(Q) = <(121, 1329)> x
<(529/4, 12153/8)>
R = 22.7133609569
2 integral points
1. (121, 1329) = 1 * (121,
1329)
2. (121, -1329) = -(121,
1329)
E_-05319: r = 2 t = 1 #III =
1
E(Q) = <(60, 459)> x
<(114, 1215)>
R = 5.0653874129
8 integral points
1. (60, 459) = 1 * (60,
459)
2. (60, -459) = -(60,
459)
3. (787, 22078) = 1 * (60,
459) - 1 * (114, 1215)
4. (787, -22078) = -(787,
22078)
5. (114, 1215) = 1 * (114,
1215)
6. (114, -1215) = -(114,
1215)
7. (22, 73) = 1 * (60, 459)
+ 1 * (114, 1215)
8. (22, -73) = -(22,
73)
E_-05318: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05317: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05316: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05315: r = 1 t = 1 #III =
1
E(Q) = <(3259639/173889,
2586207878/72511713)>
R = 15.5141543846
0 integral points
E_-05314: r = 1 t = 1 #III =
1
E(Q) =
<(2165135524266882056513/67041191097315835024,
92458335281715135336486271231969/548924458933510875258313064768)>
R = 49.4447923661
0 integral points
E_-05313: r = 1 t = 1 #III =
1
E(Q) =
<(1594346679577/31358743056, 1972028728197658115/5553131655328704)>
R = 28.3043340950
0 integral points
E_-05312: r = 2 t = 1 #III =
1
E(Q) = <(108, 1120)> x
<(33, 175)>
R = 11.9748787405
4 integral points
1. (108, 1120) = 1 * (108,
1120)
2. (108, -1120) = -(108,
1120)
3. (33, 175) = 1 * (33,
175)
4. (33, -175) = -(33,
175)
E_-05311: r = 1 t = 1 #III =
1
E(Q) = <(28, 129)>
R =
2.6833771020
2 integral points
1. (28, 129) = 1 * (28,
129)
2. (28, -129) = -(28,
129)
E_-05310: r = 1 t = 1 #III =
1
E(Q) = <(2439,
120453)>
R = 7.0713343769
2 integral points
1. (2439, 120453) = 1 *
(2439, 120453)
2. (2439, -120453) = -(2439,
120453)
E_-05309: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05308: r = 1 t = 1 #III =
1
E(Q) = <(157/9,
19/27)>
R = 5.6055375952
0 integral points
E_-05307: r = 1 t = 1 #III =
1
E(Q) =
<(42093468001908794840654233/1077388396024827261597156,
260666115245544458302905801814042199075/1118300297727646165087215552080814696)>
R = 59.2678771298
0 integral points
E_-05306: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05305: r = 1 t = 1 #III =
1
E(Q) = <(2445110009/3775249,
120904750438472/7335308807)>
R = 21.6339148366
0 integral points
E_-05304: r = 1 t = 1 #III =
1
E(Q) = <(125230/3249,
42213952/185193)>
R = 11.3140815125
0 integral points
E_-05303: r = 2 t = 1 #III =
1
E(Q) = <(18, 23)> x
<(7803/169, 670450/2197)>
R = 26.3016977850
2 integral points
1. (18, 23) = 1 * (18,
23)
2. (18, -23) = -(18,
23)
E_-05302: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05301: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05300: r = 1 t = 1 #III =
1
E(Q) = <(1766,
74214)>
R = 6.2400908172
2 integral points
1. (1766, 74214) = 1 *
(1766, 74214)
2. (1766, -74214) = -(1766,
74214)
E_-05299: r = 1 t = 1 #III =
1
E(Q) =
<(696991570851115/636751333089,
18400957046429685518512/508106551011030063)>
R = 34.1875894643
0 integral points
E_-05298: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05297: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05296: r = 3 t = 1 #III =
1
E(Q) = <(20, 52)> x
<(68, 556)> x <(172/9, 1108/27)>
R = 23.0865607206
10 integral points
1. (20, 52) = 1 * (20, 52)
2. (20, -52) = -(20,
52)
3. (68, 556) = 1 * (68,
556)
4. (68, -556) = -(68,
556)
5. (10916, 1140500) = -1 * (20, 52) + 1 * (172/9, 1108/27)
6. (10916, -1140500) =
-(10916, 1140500)
7. (113, 1199) = -1 * (20, 52) - 1 * (172/9, 1108/27)
8. (113, -1199) = -(113,
1199)
9. (1340, 49052) = 1 * (20,
52) + 1 * (68, 556) + 1 * (172/9, 1108/27)
10. (1340, -49052) = -(1340,
49052)
E_-05295: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05294: r = 1 t = 1 #III =
1
E(Q) =
<(1930981327415864358690655886703625/72354050314386935077312307619876,
72074685963395942627544920220082203333920520713509/615452119032141503111458950502296853407320156376)>
R = 77.0217072430
0 integral points
E_-05293: r = 2 t = 1 #III =
1
E(Q) = <(121/4, 1197/8)>
x <(2773/81, 136052/729)>
R =
32.6599194463
2 integral points
1. (7057, 592830) = 1 *
(121/4, 1197/8) - 1 * (2773/81, 136052/729)
2. (7057, -592830) = -(7057,
592830)
E_-05292: r = 1 t = 1 #III =
1
E(Q) = <(21, 63)>
R =
0.7506397292
2 integral points
1. (21, 63) = 1 * (21,
63)
2. (21, -63) = -(21,
63)
E_-05291: r = 1 t = 1 #III =
1
E(Q) = <(7055,
592578)>
R = 8.3137047645
2 integral points
1. (7055, 592578) = 1 *
(7055, 592578)
2. (7055, -592578) = -(7055,
592578)
E_-05290: r = 1 t = 1 #III =
1
E(Q) = <(42251/1681,
7091981/68921)>
R = 8.9603620749
0 integral points
E_-05289: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05288: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05287: r = 0 t = 1 #III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05286: r = 1 t = 1 #III =
1
E(Q) =
<(79748432975304622495/4545700597095727689,
103311225330483665261667129229/9691728538968723241516002363)>
R = 46.3714492576
0 integral points
E_-05285: r = 1 t = 1 #III =
1
E(Q) =
<(14448716021057084929/577267444521317124,
44718350190751905130405609057/438596941328525748669560568)>
R = 44.5178345720
0 integral points
E_-05284: r = 2 t = 1 #III =
1
E(Q) = <(37, 213)> x
<(50, 346)>
R = 11.3851911146
6 integral points
1. (37, 213) = 1 * (37,
213)
2. (37, -213) = -(37,
213)
3. (1762, 73962) = 1 * (37,
213) - 1 * (50, 346)
4. (1762, -73962) = -(1762,
73962)
5. (50, 346) = 1 * (50,
346)
6. (50, -346) = -(50,
346)
E_-05283: r = 2 t = 1 #III =
1
E(Q) = <(27, 120)> x
<(531/25, 8196/125)>
R =
15.4892490553
2 integral points
1. (27, 120) = 1 * (27,
120)
2. (27, -120) = -(27,
120)
E_-05282: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05281: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05280: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05279: r = 1 t = 1 #III =
1
E(Q) =
<(13709354955/7711729, 1605185868096538/21415471433)>
R = 23.3473680113
0 integral points
E_-05278: r = 1 t = 1 #III =
9
E(Q) = <(23, 83)>
R = 3.5673969164
2 integral points
1. (23, 83) = 1 * (23,
83)
2. (23, -83) = -(23,
83)
E_-05277: r = 1 t = 1 #III =
1
E(Q) = <(3047486893/4372281,
168232301195140/9142439571)>
R = 21.8529431915
0 integral points
E_-05276: r = 2 t = 1 #III =
1
E(Q) = <(45, 293)> x
<(129/4, 1345/8)>
R = 20.9079112243
2 integral points
1. (45, 293) = 1 * (45,
293)
2. (45, -293) = -(45,
293)
E_-05275: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05274: r = 2 t = 1 #III =
1
E(Q) = <(3073/144,
115201/1728)> x <(7147/81, 601883/729)>
R = 61.5934754210
0 integral points
E_-05273: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05272: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05271: r = 1 t = 1 #III =
1
E(Q) = <(685294/38025,
178973803/7414875)>
R = 13.5088554683
0 integral points
E_-05270: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05269: r = 1 t = 1 #III =
1
E(Q) = <(6293/169,
473056/2197)>
R = 9.0248461794
0 integral points
E_-05268: r = 1 t = 1 #III =
1
E(Q) = <(590161/22500,
381498841/3375000)>
R = 13.6719311365
0 integral points
E_-05267: r = 2 t = 1 #III =
1
E(Q) = <(1527/49,
54230/343)> x <(3512527/127449, 5695028450/45499293)>
R = 110.1013516954
0 integral points
E_-05266: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05265: r = 2 t = 1 #III =
1
E(Q) = <(81/4, 441/8)> x
<(781, 21826)>
R = 21.2493263818
2 integral points
1. (781, 21826) = 1 * (781,
21826)
2. (781, -21826) = -(781,
21826)
E_-05264: r = 2 t = 1 #III =
1
E(Q) = <(65, 519)> x
<(977/16, 30183/64)>
R = 22.4651120165
2 integral points
1. (65, 519) = 1 * (65,
519)
2. (65, -519) = -(65,
519)
E_-05263: r = 1 t = 1 #III =
1
E(Q) = <(4748/169,
285715/2197)>
R = 8.3638468385
0 integral points
E_-05262: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05261: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05260: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05259: r = 2 t = 1 #III =
9
E(Q) = <(19, 40)> x <(73/4,
229/8)>
R = 16.4972601896
4 integral points
1. (19, 40) = 1 * (19,
40)
2. (19, -40) = -(19,
40)
3. (8335, 760954) = -1 * (19, 40) + 1 * (73/4, 229/8)
4. (8335, -760954) = -(8335, 760954)
E_-05258: r = 1 t = 1 #III =
1
E(Q) =
<(21117626417721/12952716100,
97043709833548392019/1474148619341000)>
R = 30.6876886383
0 integral points
E_-05257: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05256: r = 1 t = 1 #III =
1
E(Q) = <(18, 24)>
R = 1.9982942780
2 integral points
1. (18, 24) = 1 * (18,
24)
2. (18, -24) = -(18, 24)
E_-05255: r = 1 t = 1 #III =
1
E(Q) = <(26, 111)>
R = 2.6332418211
2 integral points
1. (26, 111) = 1 * (26,
111)
2. (26, -111) = -(26,
111)
E_-05254: r = 2 t = 1 #III =
1
E(Q) = <(233/4, 3509/8)>
x <(18401/64, 2495825/512)>
R = 54.5283926797
0 integral points
E_-05253: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05252: r = 2 t = 1 #III =
1
E(Q) = <(1314/25,
46762/125)> x <(2337/4, 112975/8)>
R = 47.6801781077
0 integral points
E_-05251: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05250: r = 1 t = 1 #III =
1
E(Q) = <(235/9,
3025/27)>
R = 4.2351012416
0 integral points
E_-05249: r = 1 t = 1 #III =
1
E(Q) =
<(3526695130204631569105/99439780859217888804, 196728930490735344476302190011783/991608493106023130212116936408)>
R = 49.9049635080
0 integral points
E_-05248: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05247: r = 1 t = 1 #III =
1
E(Q) = <(82, 739)>
R = 4.0738561731
2 integral points
1. (82, 739) = 1 * (82,
739)
2. (82, -739) = -(82,
739)
E_-05246: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05245: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05244: r = 1 t = 1 #III =
1
E(Q) = <(316240/529,
177836078/12167)>
R = 11.7579309929
0 integral points
E_-05243: r = 1 t = 1 #III =
1
E(Q) = <(43428673/1340964,
263184695425/1552836312)>
R = 17.9025102860
0 integral points
E_-05242: r = 1 t = 1 #III =
1
E(Q) =
<(160561464584977946246419/2470154124847173363225,
63720203377448182078166812793930303/122768253538382766936526716895875)>
R = 53.5952159908
0 integral points
E_-05241: r = 1 t = 1 #III =
1
E(Q) = <(491449/10404, 335847565/1061208)>
R = 13.3261628249
0 integral points
E_-05240: r = 1 t = 1 #III =
1
E(Q) = <(137086/1521,
50574304/59319)>
R = 11.2529042743
0 integral points
E_-05239: r = 1 t = 1 #III =
1
E(Q) = <(35, 194)>
R = 3.8491052352
2 integral points
1. (35, 194) = 1 * (35,
194)
2. (35, -194) = -(35,
194)
E_-05238: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05237: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05236: r = 2 t = 1 #III =
1
E(Q) = <(53, 379)> x
<(140438/7921, 12947626/704969)>
R = 48.6923649956
2 integral points
1. (53, 379) = 1 * (53,
379)
2. (53, -379) = -(53,
379)
E_-05235: r = 1 t = 1 #III =
1
E(Q) = <(1318951/74529,
356820794/20346417)>
R = 14.6329207777
0 integral points
E_-05234: r = 2 t = 1 #III =
1
E(Q) = <(105/4, 907/8)> x
<(30321/784, 5035255/21952)>
R = 52.3132724778
0 integral points
E_-05233: r = 1 t = 1 #III =
1
E(Q) = <(29696491873850622841/411987751325798400,
160694915606962273962718418611/264439578672660567195648000)>
R = 44.9841185400
0 integral points
E_-05232: r = 1 t = 1 #III =
1
E(Q) = <(36688/441,
6995260/9261)>
R = 9.2512015998
0 integral points
E_-05231: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05230: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05229: r = 1 t = 1 #III =
1
E(Q) = <(585/16,
13371/64)>
R = 5.9209974818
0 integral points
E_-05228: r = 1 t = 1 #III =
1
E(Q) = <(437,
9135)>
R = 5.5550449472
2 integral points
1. (437, 9135) = 1 * (437,
9135)
2. (437, -9135) = -(437,
9135)
E_-05227: r = 3 t = 1 #III =
1
E(Q) = <(47, 314)> x
<(353/4, 6607/8)> x <(44033/4, 9239903/8)>
R = 217.2860920561
2 integral points
1. (47, 314) = 1 * (47,
314)
2. (47, -314) = -(47,
314)
E_-05226: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05225: r = 1 t = 1 #III =
1
E(Q) =
<(4503972025/148498596, 272500243040755/1809603890856)>
R = 21.4905506951
0 integral points
E_-05224: r = 1 t = 1 #III =
1
E(Q) = <(552025/4761,
409457809/328509)>
R = 13.3129824588
0 integral points
E_-05223: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05222: r = 1 t = 1 #III =
1
E(Q) = <(2148420423/3463321,
99580466846785/6445240381)>
R = 21.5051963791
0 integral points
E_-05221: r = 2 t = 1 #III =
1
E(Q) = <(25, 102)> x
<(869/25, 23972/125)>
R = 20.0621961756
2 integral points
1. (25, 102) = 1 * (25,
102)
2. (25, -102) = -(25,
102)
E_-05220: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05219: r = 1 t = 1 #III =
1
E(Q) = <(6515/121,
516996/1331)>
R = 8.4271362573
0 integral points
E_-05218: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05217: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05216: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05215: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05214: r = 1 t = 1 #III =
1
E(Q) = <(592903/8649,
452826829/804357)>
R = 13.4465484535
0 integral points
E_-05213: r = 1 t = 1 #III =
1
E(Q) = <(5313/289,
155390/4913)>
R = 9.1007005759
0 integral points
E_-05212: r = 1 t = 1 #III =
1
E(Q) = <(32, 166)>
R = 2.8603698593
2 integral points
1. (32, 166) = 1 * (32,
166)
2. (32, -166) = -(32,
166)
E_-05211: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05210: r = 2 t = 1 #III =
1
E(Q) = <(2609/100,
112023/1000)> x <(7331/49, 627201/343)>
R = 62.9307918502
0 integral points
E_-05209: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05208: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05207: r = 1 t = 1 #III =
1
E(Q) = <(18, 25)>
R = 2.9603429716
2 integral points
1. (18, 25) = 1 * (18,
25)
2. (18, -25) = -(18,
25)
E_-05206: r = 1 t = 1 #III =
1
E(Q) = <(319359943/16329681,
3146825628881/65988240921)>
R =
20.0774728657
0 integral points
E_-05205: r = 1 t = 1 #III =
1
E(Q) =
<(1258051134115801/12336026503824,
44512213153996746761059/43327431136532912832)>
R = 34.8722717970
0 integral points
E_-05204: r = 1 t = 1 #III =
1
E(Q) = <(7053/49,
591809/343)>
R = 8.9350380898
0 integral points
E_-05203: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05202: r = 2 t = 1 #III =
1
E(Q) = <(51, 357)> x
<(289/4, 4879/8)>
R = 5.4502398074
4 integral points
1. (51, 357) = 1 * (51,
357)
2. (51, -357) = -(51,
357)
3. (1947, 85911) = 1 * (51,
357) - 1 * (289/4, 4879/8)
4. (1947, -85911) = -(1947,
85911)
E_-05201: r = 2 t = 1 #III =
1
E(Q) = <(849/49,
260/343)> x <(16865/961, 425412/29791)>
R = 64.1655383483
0 integral points
E_-05200: r = 1 t = 1 #III =
1
E(Q) = <(23089/225,
3499937/3375)>
R = 10.1503731273
0 integral points
E_-05199: r = 1 t = 1 #III =
1
E(Q) = <(70276/25,
18629899/125)>
R = 10.7018776734
0 integral points
E_-05198: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05197: r = 1 t = 1 #III =
1
E(Q) =
<(10368204892311817106707667034593/68740957980959079429246978436,
33360013898238993460836292084294481349314559665/18022845938766199268662678911667337132034184)>
R = 71.4870545492
0 integral points
E_-05196: r = 2 t = 1 #III =
1
E(Q) = <(397/9, 7667/27)>
x <(43861/1521, 8129935/59319)>
R = 66.0759668052
0 integral points
E_-05195: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05194: r = 2 t = 1 #III =
1
E(Q) = <(281/4, 4675/8)>
x <(1705/16, 70251/64)>
R =
40.4155736109
0 integral points
E_-05193: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05192: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05191: r = 1 t = 1 #III =
1
E(Q) = <(20, 53)>
R = 3.0193857942
2 integral points
1. (20, 53) = 1 * (20,
53)
2. (20, -53) = -(20,
53)
E_-05190: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05189: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05188: r = 1 t = 1 #III =
1
E(Q) = <(135682/1521,
49795550/59319)>
R = 11.2434219023
0 integral points
E_-05187: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05186: r = 1 t = 1 #III =
1
E(Q) = <(392913/11236,
230871641/1191016)>
R = 13.1744120212
0 integral points
E_-05185: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05184: r = 1 t = 1 #III =
1
E(Q) = <(52, 368)>
R = 2.7657573763
2 integral points
1. (52, 368) = 1 * (52,
368)
2. (52, -368) = -(52,
368)
E_-05183: r = 1 t = 1 #III =
1
E(Q) = <(434/25,
873/125)>
R = 5.6095064040
0 integral points
E_-05182: r = 2 t = 1 #III =
1
E(Q) = <(89/4, 611/8)> x
<(525899279/208849, 12060180079561/95443993)>
R = 98.1220028940
0 integral points
E_-05181: r = 0 t = 1 #III = 9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05180: r = 1 t = 1 #III =
1
E(Q) = <(1357449/78400,
71664293/21952000)>
R = 14.6701076858
0 integral points
E_-05179: r = 2 t = 1 #III =
1
E(Q) = <(1385/64,
36043/512)> x <(8543/289, 706034/4913)>
R = 66.5144297462
0 integral points
E_-05178: r = 3 t = 1 #III =
1
E(Q) = <(19, 41)> x
<(1123, 37633)> x <(342649/2116, 200451469/97336)>
R = 246.2827946064
4 integral points
1. (19, 41) = 1 * (19,
41)
2. (19, -41) = -(19,
41)
3. (1123, 37633) = 1 *
(1123, 37633)
4. (1123, -37633) = -(1123,
37633)
E_-05177: r = 1 t = 1 #III =
1
E(Q) =
<(331456300929/19137955600, 11257403503377217/2647544777704000)>
R = 27.0755316738
0 integral points
E_-05176: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05175: r = 1 t = 1 #III =
1
E(Q) = <(24, 93)>
R = 2.3969912753
2 integral points
1. (24, 93) = 1 * (24,
93)
2. (24, -93) = -(24,
93)
E_-05174: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05173: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05172: r = 2 t = 1 #III =
1
E(Q) = <(22, 74)> x
<(138958/441, 51795190/9261)>
R = 31.8046514843
2 integral points
1. (22, 74) = 1 * (22,
74)
2. (22, -74) = -(22,
74)
E_-05171: r = 1 t = 1 #III =
1
E(Q) = <(2389345/97344,
2978401681/30371328)>
R = 15.0916567443
0 integral points
E_-05170: r = 1 t = 1 #III =
1
E(Q) = <(440441/676,
292299149/17576)>
R = 13.0118515124
0 integral points
E_-05169: r = 1 t = 1 #III =
1
E(Q) =
<(1443513985/67765824, 37407644402113/557848263168)>
R = 21.5496052706
0 integral points
E_-05168: r = 1 t = 1 #III =
1
E(Q) = <(6849/25,
566743/125)>
R = 8.8706387207
0 integral points
E_-05167: r = 1 t = 1 #III =
1
E(Q) = <(6931/25,
576954/125)>
R = 8.3327734731
0 integral points
E_-05166: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05165: r = 2 t = 1 #III =
1
E(Q) = <(21, 64)> x
<(33389/1849, 2138472/79507)>
R = 35.2727412935
2 integral points
1. (21, 64) = 1 * (21,
64)
2. (21, -64) = -(21,
64)
E_-05164: r = 1 t = 1 #III =
1
E(Q) = <(509733757/17816841,
10160557940357/75204885861)>
R = 20.4018864256
0 integral points
E_-05163: r = 1 t = 1 #III =
1
E(Q) = <(155401/3600,
59261851/216000)>
R = 12.1935705030
0 integral points
E_-05162: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05161: r = 1 t = 1 #III =
4
E(Q) = <(10937/529,
737732/12167)>
R = 9.7710796390
0 integral points
E_-05160: r = 1 t = 1 #III =
1
E(Q) = <(13441/729,
655109/19683)>
R = 10.0260522738
0 integral points
E_-05159: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05158: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05157: r = 1 t = 1 #III =
1
E(Q) = <(48553/196,
10696715/2744)>
R = 10.8332619388
0 integral points
E_-05156: r = 2 t = 1 #III =
1
E(Q) = <(18, 26)> x
<(290, 4938)>
R = 11.7215034841
4 integral points
1. (18, 26) = 1 * (18,
26)
2. (18, -26) = -(18,
26)
3. (290, 4938) = 1 * (290,
4938)
4. (290, -4938) = -(290,
4938)
E_-05155: r = 1 t = 1 #III =
1
E(Q) =
<(191846577298052379621539502101702449/1332109579551773773943852789117184,
83956825726479187929765821536898958911754227982187223/48619437183044360781969423753775553654095043530752)>
R = 81.3155628149
0 integral points
E_-05154: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05153: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05152: r = 1 t = 1 #III =
1
E(Q) = <(422753/5476,
273328495/405224)>
R = 13.0908568407
0 integral points
E_-05151: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05150: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05149: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05148: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05147: r = 1 t = 1 #III =
1
E(Q) = <(237568223/6964321,
3416060449530/18378843119)>
R = 19.0359036570
0 integral points
E_-05146: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05145: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05144: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05143: r = 2 t = 1 #III =
1
E(Q) = <(38, 223)> x
<(164, 2099)>
R = 16.0646895794
4 integral points
1. (38, 223) = 1 * (38,
223)
2. (38, -223) = -(38,
223)
3. (164, 2099) = 1 * (164,
2099)
4. (164, -2099) = -(164,
2099)
E_-05142: r = 1 t = 1 #III =
9
E(Q) = <(31, 157)>
R = 3.7609623224
2 integral points
1. (31, 157) = 1 * (31,
157)
2. (31, -157) = -(31,
157)
E_-05141: r = 1 t = 1 #III =
1
E(Q) = <(33849433/509796,
195199902269/363994344)>
R = 17.4953440373
0 integral points
E_-05140: r = 2 t = 1 #III =
1
E(Q) = <(61, 471)> x
<(454/25, 3642/125)>
R = 18.8842141926
2 integral points
1. (61, 471) = 1 * (61,
471)
2. (61, -471) = -(61,
471)
E_-05139: r = 1 t = 1 #III =
1
E(Q) =
<(20540492998369/505980036, 93092843193894793585/11381514929784)>
R = 30.6536807615
0 integral points
E_-05138: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05137: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05136: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05135: r = 1 t = 1 #III =
1
E(Q) = <(3006/169,
48751/2197)>
R = 8.0816181116
0 integral points
E_-05134: r = 1 t = 1 #III =
1
E(Q) =
<(1295129336157820843367/4371707286059370481,
46604390217138328341532116514813/9140640176255861904675341129)>
R = 48.6486856099
0 integral points
E_-05133: r = 1 t = 1 #III =
1
E(Q) = <(328513/19044,
985535/2628072)>
R = 13.2516336184
0 integral points
E_-05132: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05131: r = 1 t = 1 #III =
1
E(Q) = <(3175/169, 85086/2197)>
R = 8.0246592388
0 integral points
E_-05130: r = 1 t = 1 #III =
1
E(Q) = <(2091/121,
7371/1331)>
R = 6.5458687395
0 integral points
E_-05129: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05128: r = 2 t = 1 #III =
1
E(Q) = <(466/9, 9872/27)>
x <(241/9, 3203/27)>
R = 33.1081544664
0 integral points
E_-05127: r = 1 t = 1 #III =
1
E(Q) = <(42586293586/1936792081,
6323399052803993/85236282692729)>
R = 24.4582838410
0 integral points
E_-05126: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05125: r = 1 t = 1 #III =
1
E(Q) = <(30982445/388129,
171583105700/241804367)>
R = 15.7711725829
0 integral points
E_-05124: r = 1 t = 1 #III =
1
E(Q) = <(141010/1089,
52888562/35937)>
R = 11.2450364228
0 integral points
E_-05123: r = 2 t = 1 #III =
1
E(Q) = <(3537/196,
75335/2744)> x <(136321/900, 50294881/27000)>
R = 100.8059120374
0 integral points
E_-05122: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05121: r = 1 t = 1 #III =
1
E(Q) = <(93, 894)>
R = 3.9134320654
2 integral points
1. (93, 894) = 1 * (93,
894)
2. (93, -894) = -(93,
894)
E_-05120: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05119: r = 1 t = 1 #III =
1
E(Q) = <(1046503/729,
1070558344/19683)>
R = 13.8683481110
0 integral points
E_-05118: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05117: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05116: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05115: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05114: r = 1 t = 1 #III =
1
E(Q) = <(27879633/44944,
147206140519/9528128)>
R = 17.1604857303
0 integral points
E_-05113: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05112: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05111: r = 1 t = 1 #III =
1
E(Q) = <(23, 84)>
R = 3.0140075646
2 integral points
1. (23, 84) = 1 * (23,
84)
2. (23, -84) = -(23,
84)
E_-05110: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05109: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05108: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05107: r = 2 t = 1 #III =
1
E(Q) = <(1697/4,
69905/8)> x <(1619/25, 64528/125)>
R = 54.4969714861
0 integral points
E_-05106: r = 1 t = 1 #III =
4
E(Q) = <(28595515/194481,
152791011577/85766121)>
R = 17.2405896923
0 integral points
E_-05105: r = 3 t = 1 #III =
1
E(Q) = <(181/9, 1486/27)>
x <(741/25, 18086/125)> x <(5001/4, 353659/8)>
R = 235.0177301262
0 integral points
E_-05104: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05103: r = 1 t = 1 #III =
1
E(Q) = <(18, 27)>
R = 0.7600939380
4 integral points
1. (18, 27) = 1 * (18,
27)
2. (18, -27) = -(18,
27)
3. (288, 4887) = -2 * (18, 27)
4. (288, -4887) = -(288,
4887)
E_-05102: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05101: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05100: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05099: r = 1 t = 1 #III =
1
E(Q) = <
(210959470923265/6169033932516,
2862062570081581734239/15322362706022345064)>
R = 33.2803716343
0 integral points
E_-05098: r = 1 t = 1 #III =
1
E(Q) =
<(3326016137/177848896, 90085342392155/2371792877056)>
R = 22.4370005458
0 integral points
E_-05097: r = 1 t = 1 #III =
1
E(Q) =
<(50983119609322313313530137/18585185472268377810849,
364031994725133583179679675009259809960/2533671750867798730956521031114993)>
R = 59.1973951351
0 integral points
E_-05096: r = 1 t = 1 #III =
1
E(Q) = <(30, 148)>
R = 3.0441409890
2 integral points
1. (30, 148) = 1 * (30,
148)
2. (30, -148) = -(30,
148)
E_-05095: r = 3 t = 1 #III =
1
E(Q) = <(19, 42)> x
<(64, 507)> x <(44, 283)>
R = 26.9946369082
10 integral points
1. (19, 42) = 1 * (19,
42)
2. (19, -42) = -(19,
42)
3. (64, 507) = 1 * (64,
507)
4. (64, -507) = -(64,
507)
5. (106, 1089) = 1 * (19,
42) - 1 * (44, 283)
6. (106, -1089) = -(106,
1089)
7. (44, 283) = 1 * (44,
283)
8. (44, -283) = -(44,
283)
9. (1274, 45473) = -1 * (19, 42) + 1 * (64, 507) + 1 * (44,
283)
10. (1274, -45473) = -(1274,
45473)
E_-05094: r = 1 t = 1 #III =
1
E(Q) = <(73/4,
251/8)>
R = 4.8130803593
0 integral points
E_-05093: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05092: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05091: r = 1 t = 1 #III =
1
E(Q) =
<(917341673713/535274496, 878610654617510089/12384110739456)>
R = 27.5509192643
0 integral points
E_-05090: r = 0 t = 1 #III = 25
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05089: r = 1 t = 1 #III =
1
E(Q) =
<(5209229685270694653876588465857/236436998874473483668100975236, 8607824906951440510852696702932321657823701503/114966988987040830961555400305822295620782984)>
R = 71.1718116610
0 integral points
E_-05088: r = 1 t = 1 #III =
1
E(Q) = <(667153/21609,
495586295/3176523)>
R = 13.7379187026
0 integral points
E_-05087: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05086: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05085: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05084: r = 1 t = 1 #III =
1
E(Q) = <(20, 54)>
R = 2.0050715897
2 integral points
1. (20, 54) = 1 * (20,
54)
2. (20, -54) = -(20,
54)
E_-05083: r = 1 t = 1 #III =
4
E(Q) = <(123523/3249,
41356700/185193)>
R = 11.9933865525
0 integral points
E_-05082: r = 1 t = 1 #III =
1
E(Q) = <(531825739/1334025,
12264126195763/1540798875)>
R = 20.1183394112
0 integral points
E_-05081: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05080: r = 1 t = 1 #III =
1
E(Q) = <(6041/169,
442649/2197)>
R = 8.9915718362
0 integral points
E_-05079: r = 2 t = 1 #III =
1
E(Q) = <(34, 185)> x
<(232, 3533)>
R = 16.8322081752
4 integral points
1. (34, 185) = 1 * (34,
185)
2. (34, -185) = -(34,
185)
3. (232, 3533) = 1 * (232,
3533)
4. (232, -3533) = -(232,
3533)
E_-05078: r = 1 t = 1 #III =
1
E(Q) = <(265810833358628284934929/9268797182221466612100,
121397777463951291289637648678368967/892349672703087632876644396581000)>
R = 54.2869911237
0 integral points
E_-05077: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05076: r = 1 t = 1 #III =
1
E(Q) = <(190,
2618)>
R = 4.6094141211
2 integral points
1. (190, 2618) = 1 * (190,
2618)
2. (190, -2618) = -(190,
2618)
E_-05075: r = 2 t = 1 #III =
1
E(Q) = <(71, 594)> x
<(1649/16, 66807/64)>
R = 26.7035673903
2 integral points
1. (71, 594) = 1 * (71,
594)
2. (71, -594) = -(71,
594)
E_-05074: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05073: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05072: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-05071: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05070: r = 1 t = 1 #III =
1
E(Q) = <(6751/9,
554689/27)>
R = 8.8315296490
0 integral points
E_-05069: r = 1 t = 1 #III =
9
E(Q) = <(81/4,
455/8)>
R = 4.8717100658
0 integral points
E_-05068: r = 3 t = 1 #III =
1
E(Q) = <(29, 139)> x
<(121/4, 1203/8)> x <(137/4, 1499/8)>
R = 62.1518680090
6 integral points
1. (53533, 12386037) = 1 *
(29, 139) - 1 * (121/4, 1203/8)
2. (53533, -12386037) =
-(53533, 12386037)
3. (29, 139) = 1 * (29,
139)
4. (29, -139) = -(29, 139)
5. (613, 15177) = -1 * (29, 139) - 1 * (121/4, 1203/8) - 1 *
(137/4, 1499/8)
6. (613, -15177) = -(613,
15177)
E_-05067: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05066: r = 2 t = 1 #III =
1
E(Q) = <(185/4, 2451/8)>
x <(20891/961, 2149755/29791)>
R = 47.6611085124
0 integral points
E_-05065: r = 2 t = 1 #III =
1
E(Q) = <(449/16,
8353/64)> x <(44489/961, 9141148/29791)>
R = 66.2978699725
0 integral points
E_-05064: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05063: r = 1 t = 1 #III =
1
E(Q) = <(3269697/12544,
5911520159/1404928)>
R = 15.0406868288
0 integral points
E_-05062: r = 1 t = 1 #III =
1
E(Q) =
<(23070085451798273076871/1072037751671133884025,
2458027752091705877717478180247919/35100646766587956150330718669875)>
R = 51.9452235679
0 integral points
E_-05061: r = 1 t = 1 #III =
1
E(Q) = <(6505/81,
522082/729)>
R = 8.9106870554
0 integral points
E_-05060: r = 1 t = 1 #III = 1
E(Q) = <(5109/289,
105917/4913)>
R = 9.0746668540
0 integral points
E_-05059: r = 1 t = 1 #III =
1
E(Q) = <(1915/49,
80172/343)>
R = 7.2700500805
0 integral points
E_-05058: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05057: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05056: r = 1 t = 1 #III =
1
E(Q) = <(80, 712)>
R = 2.6644472927
2 integral points
1. (80, 712) = 1 * (80,
712)
2. (80, -712) = -(80,
712)
E_-05055: r = 1 t = 1 #III =
1
E(Q) = <(379,
7378)>
R = 5.9653740945
2 integral points
1. (379, 7378) = 1 * (379,
7378)
2. (379, -7378) = -(379,
7378)
E_-05054: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05053: r = 1 t = 1 #III =
1
E(Q) = <(431633/484,
283576615/10648)>
R = 12.9871641603
0 integral points
E_-05052: r = 2 t = 1 #III =
1
E(Q) = <(28, 130)> x
<(1072/49, 25250/343)>
R = 17.9696849994
2 integral points
1. (28, 130) = 1 * (28,
130)
2. (28, -130) = -(28,
130)
E_-05051: r = 2 t = 1 #III =
1
E(Q) = <(1683, 69044)> x
<(3825243/32041, 7470385456/5735339)>
R = 105.9226075413
2 integral points
1. (1683, 69044) = 1 *
(1683, 69044)
2. (1683, -69044) = -(1683,
69044)
E_-05050: r = 1 t = 1 #III =
1
E(Q) =
<(323652795841/18785443600, 20622483357299361/2574732899816000)>
R = 26.5009971334
0 integral points
E_-05049: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05048: r = 2 t = 1 #III =
1
E(Q) = <(18, 28)> x
<(37214/121, 7178304/1331)>
R = 23.0005748095
2 integral points
1. (18, 28) = 1 * (18,
28)
2. (18, -28) = -(18,
28)
E_-05047: r = 1 t = 1 #III =
1
E(Q) = <(56, 413)>
R = 2.4512756336
2 integral points
1. (56, 413) = 1 * (56, 413)
2. (56, -413) = -(56,
413)
E_-05046: r = 1 t = 1 #III =
1
E(Q) = <(319/9,
5365/27)>
R = 3.8072451632
0 integral points
E_-05045: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05044: r = 1 t = 1 #III =
1
E(Q) = <(6725,
551491)>
R = 8.8151555955
2 integral points
1. (6725, 551491) = 1 *
(6725, 551491)
2. (6725, -551491) = -(6725, 551491)
E_-05043: r = 1 t = 1 #III =
1
E(Q) =
<(208123324777/292204836, 94946312415586645/4994949466584)>
R = 26.0762024434
0 integral points
E_-05042: r = 3 t = 1 #III =
1
E(Q) = <(27, 121)> x <(3153/64,
173273/512)> x <(6723, 551245)>
R = 254.1695800448
4 integral points
1. (27, 121) = 1 * (27,
121)
2. (27, -121) = -(27,
121)
3. (6723, 551245) = -1 * (6723, -551245)
4. (6723, -551245) = -(6723,
551245)
E_-05041: r = 1 t = 1 #III =
1
E(Q) = <(57457/2704,
9487863/140608)>
R = 10.8663846590
0 integral points
E_-05040: r = 1 t = 1 #III =
1
E(Q) = <(36, 204)>
R = 1.7474680236
2 integral points
1. (36, 204) = 1 * (36,
204)
2. (36, -204) = -(36,
204)
E_-05039: r = 1 t = 1 #III =
1
E(Q) = <(62, 483)>
R = 3.2834715527
2 integral points
1. (62, 483) = 1 * (62,
483)
2. (62, -483) = -(62,
483)
E_-05038: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05037: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05036: r = 1 t = 1 #III =
9
E(Q) = <(21, 65)>
R = 3.5060228072
2 integral points
1. (21, 65) = 1 * (21,
65)
2. (21, -65) = -(21,
65)
E_-05035: r = 2 t = 1 #III =
1
E(Q) = <(1679, 68798)> x
<(1721/16, 71251/64)>
R = 55.4041439136
2 integral points
1. (1679, 68798) = 1 *
(1679, 68798)
2. (1679, -68798) = -(1679,
68798)
E_-05034: r = 1 t = 1 #III =
9
E(Q) = <(4411/169,
248045/2197)>
R = 8.7721052747
0 integral points
E_-05033: r = 1 t = 1 #III =
1
E(Q) = <(2216499769/6656400,
104345069635603/17173512000)>
R = 21.5508296954
0 integral points
E_-05032: r = 2 t = 1 #III =
1
E(Q) = <(26, 112)> x
<(761, 20993)>
R = 18.0272697341
4 integral points
1. (26, 112) = 1 * (26,
112)
2. (26, -112) = -(26, 112)
3. (761, 20993) = 1 * (761,
20993)
4. (761, -20993) = -(761,
20993)
E_-05031: r = 1 t = 1 #III =
1
E(Q) = <(238,
3671)>
R = 5.0544040650
2 integral points
1. (238, 3671) = 1 * (238, 3671)
2. (238, -3671) = -(238,
3671)
E_-05030: r = 2 t = 1 #III =
1
E(Q) = <(39, 233)> x
<(1809/16, 76807/64)>
R = 27.7792658685
2 integral points
1. (39, 233) = 1 * (39,
233)
2. (39, -233) = -(39,
233)
E_-05029: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05028: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05027: r = 1 t = 1 #III =
1
E(Q) =
<(16025126371/41024025, 2028541421209456/262758880125)>
R = 23.5243837140
0 integral points
E_-05026: r = 1 t = 1 #III =
1
E(Q) = <(29675/1681,
1502647/68921)>
R = 10.8335915580
0 integral points
E_-05025: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05024: r = 1 t = 1 #III =
1
E(Q) =
<(183865996472433/5233882421824,
2344267476538213066231/11973908720411448832)>
R = 33.1341604935
0 integral points
E_-05023: r = 1 t = 1 #III =
1
E(Q) = <(22, 75)>
R = 2.5223368909
2 integral points
1. (22, 75) = 1 * (22,
75)
2. (22, -75) = -(22,
75)
E_-05022: r = 2 t = 1 #III =
1
E(Q) = <(63, 495)> x
<(1087/49, 26335/343)>
R = 20.9294033386
2 integral points
1. (63, 495) = 1 * (63,
495)
2. (63, -495) = -(63,
495)
E_-05021: r = 2 t = 1 #III =
1
E(Q) = <(4133, 265704)> x
<(5057/289, 90162/4913)>
R = 66.1360267391
2 integral points
1. (4133, 265704) = 1 *
(4133, 265704)
2. (4133, -265704) = -(4133,
265704)
E_-05020: r = 1 t = 1 #III =
1
E(Q) = <(124541/7225,
6196589/614125)>
R = 12.2786131682
0 integral points
E_-05019: r = 1 t = 1 #III =
1
E(Q) = <(184291/7569,
63896300/658503)>
R = 12.5287176876
0 integral points
E_-05018: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05017: r = 1 t = 1 #III =
1
E(Q) = <(7133/121,
595010/1331)>
R = 9.0484249853
0 integral points
E_-05016: r = 3 t = 1 #III =
1
E(Q) = <(58, 436)> x
<(25, 103)> x <(586/25, 11084/125)>
R = 66.1269194083
4 integral points
1. (58, 436) = 1 * (58, 436)
2. (58, -436) = -(58,
436)
3. (25, 103) = 1 * (25,
103)
4. (25, -103) = -(25,
103)
E_-05015: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05014: r = 2 t = 1 #III =
1
E(Q) = <(73/4, 261/8)> x
<(14815/841, 518859/24389)>
R = 38.9463725248
0 integral points
E_-05013: r = 1 t = 1 #III =
1
E(Q) = <(4729/16,
325171/64)>
R = 8.4970569089
0 integral points
E_-05012: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05011: r = 1 t = 1 #III =
1
E(Q) =
<(9263016991/195021225, 870420045329414/2723471407125)>
R = 23.1660411850
0 integral points
E_-05010: r = 2 t = 1 #III =
1
E(Q) = <(19, 43)> x
<(547939/3249, 405388477/185193)>
R = 44.6070923740
2 integral points
1. (19, 43) = 1 * (19, 43)
2. (19, -43) = -(19,
43)
E_-05009: r = 2 t = 1 #III =
1
E(Q) = <(2005/9,
89758/27)> x <(60757/2601, 11667878/132651)>
R = 82.9176425366
0 integral points
E_-05008: r = 1 t = 1 #III =
1
E(Q) =
<(241783861512562217/639740199403396,
118883291018712550180367915/16181003881167243720056)>
R = 40.0546497212
0 integral points
E_-05007: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05006: r = 3 t = 1 #III =
1
E(Q) = <(2745/64,
139181/512)> x <(5343, 390551)> x <(7407/169,
618233/2197)>
R = 447.5010106917
2 integral points
1. (5343, 390551) = 1 *
(5343, 390551)
2. (5343, -390551) = -(5343,
390551)
E_-05005: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05004: r = 1 t = 1 #III =
1
E(Q) = <(591085/12321,
444020941/1367631)>
R = 13.5042947671
0 integral points
E_-05003: r = 1 t = 1 #III =
1
E(Q) = <(540667/441,
397552240/9261)>
R = 13.2091382343
0 integral points
E_-05002: r = 0 t = 1 #III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05001: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-05000: r = 1 t = 1 #III =
1
E(Q) = <(166/9,
964/27)>
R = 4.9340300992
0 integral points
E_-04999: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04998: r = 1 t = 1 #III =
1
E(Q) = <(37039/2025, 3051413/91125)>
R = 11.0385442593
0 integral points
E_-04997: r = 1 t = 1 #III =
1
E(Q) = <(555301/5625,
412726076/421875)>
R = 13.3331599748
0 integral points
E_-04996: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04995: r = 1 t = 1 #III =
1
E(Q) = <(169/4,
2123/8)>
R = 5.3721057178
0 integral points
E_-04994: r = 2 t = 1 #III =
1
E(Q) = <(5691/169, 400265/2197)> x
<(45171/289, 9594125/4913)>
R = 82.3061378900
0 integral points
E_-04993: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04992: r = 0 t = 1
#III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04991: r = 1 t = 1 #III =
1
E(Q) = <(18, 29)>
R = 2.9540067980
2 integral points
1. (18, 29) = 1 * (18, 29)
2. (18, -29) = -(18,
29)
E_-04990: r = 1 t = 1 #III =
1
E(Q) = <(237380639/797449,
3657015981353/712121957)>
R = 19.3204570838
0 integral points
E_-04989: r = 1 t = 1 #III =
1
E(Q) = <(541009/1521,
397907990/59319)>
R = 13.2307219501
0 integral points
E_-04988: r = 2 t = 1 #III =
1
E(Q) = <(24, 94)> x
<(228, 3442)>
R = 11.2649297097
4 integral points
1. (24, 94) = 1 * (24,
94)
2. (24, -94) = -(24,
94)
3. (228, 3442) = 1 * (228,
3442)
4. (228, -3442) = -(228,
3442)
E_-04987: r = 1 t = 1 #III =
1
E(Q) =
<(8219439559/75951225, 743716135566998/661914925875)>
R = 22.9263916983
0 integral points
E_-04986: r = 1 t = 1 #III =
4
E(Q) = <(171,
2235)>
R = 4.4705747850
2 integral points
1. (171, 2235) = 1 * (171,
2235)
2. (171, -2235) = -(171, 2235)
E_-04985: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04984: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04983: r = 1 t = 1 #III =
1
E(Q) = <(124,
1379)>
R = 4.4425821114
2 integral points
1. (124, 1379) = 1 * (124,
1379)
2. (124, -1379) = -(124,
1379)
E_-04982: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-04981: r = 1 t = 1 #III =
1
E(Q) = <(1174409/68644,
93172475/17984728)>
R = 14.5247552506
0 integral points
E_-04980: r = 1 t = 1 #III =
1
E(Q) = <(13186514254/354832569,
1438902854767162/6683981102253)>
R = 22.8826013558
0 integral points
E_-04979: r = 2 t = 1 #III =
1
E(Q) = <(1665/4,
67937/8)> x <(2001/64, 81895/512)>
R = 57.7294602037
0 integral points
E_-04978: r = 2 t = 1 #III =
1
E(Q) = <(43, 273)> x
<(21413816089/475501636, 3046989378386499/10368788674616)>
R = 79.9065373663
2 integral points
1. (43, 273) = 1 * (43,
273)
2. (43, -273) = -(43,
273)
E_-04977: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04976: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04975: r = 2 t = 1 #III =
1
E(Q) = <(20, 55)> x
<(140, 1655)>
R = 6.2993391134
4 integral points
1. (20, 55) = 1 * (20,
55)
2. (20, -55) = -(20,
55)
3. (140, 1655) = 1 * (140, 1655)
4. (140, -1655) = -(140,
1655)
E_-04974: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04973: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04972: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04971: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04970: r = 1 t = 1 #III =
1
E(Q) =
<(34624418859/671276281, 6325041271378747/17392097164429)>
R = 24.4674834581
0 integral points
E_-04969: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04968: r = 1 t = 1 #III =
1
E(Q) = <(238/9,
3140/27)>
R = 5.1533941543
0 integral points
E_-04967: r = 1 t = 1 #III =
1
E(Q) = <(48, 325)>
R = 3.6230599980
2 integral points
1. (48, 325) = 1 * (48,
325)
2. (48, -325) = -(48,
325)
E_-04966: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04965: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04964: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04963: r = 2 t = 1 #III =
1
E(Q) = <(1313/64,
31025/512)> x <(64892321/211600, 522700112369/97336000)>
R = 136.0439159313
0 integral points
E_-04962: r = 3 t = 1 #III =
1
E(Q) = <(259/9, 3709/27)>
x <(379/9, 7129/27)> x <(7123/9, 601163/27)>
R = 215.8821387142
0 integral points
E_-04961: r = 2 t = 1 #III =
1
E(Q) = <(33, 176)> x
<(8305/144, 746999/1728)>
R = 16.6134475500
2 integral points
1. (33, 176) = 1 * (33,
176)
2. (33, -176) = -(33,
176)
E_-04960: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04959: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04958: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04957: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04956: r = 1 t = 1 #III =
1
E(Q) = <(2188,
102346)>
R = 6.7713392512
2 integral points
1. (2188, 102346) = 1 *
(2188, 102346)
2. (2188, -102346) = -(2188,
102346)
E_-04955: r = 1 t = 1 #III =
1
E(Q) = <(431539/25281,
17370892/4019679)>
R = 13.5238406430
0 integral points
E_-04954: r = 1 t = 1 #III =
1
E(Q) =
<(310775219699/58049161, 173248533136786705/442276557659)>
R = 26.4642940691
0 integral points
E_-04953: r = 1 t = 1 #III =
1
E(Q) = <(429217/2916,
280981585/157464)>
R = 13.0407498846
0 integral points
E_-04952: r = 1 t = 1 #III =
1
E(Q) =
<(295434566998/16957508841, 40482046042520480/2208223758783861)>
R = 26.2578370567
0 integral points
E_-04951: r = 1 t = 1 #III =
1
E(Q) = <(40, 243)>
R = 2.9319123627
2 integral points
1. (40, 243) = 1 * (40,
243)
2. (40, -243) = -(40,
243)
E_-04950: r = 1 t = 1 #III =
1
E(Q) =
<(5081684558335148569/91189249708434084,
11290415180664481931186580547/27536926388090713990800552)>
R = 43.2571864170
0 integral points
E_-04949: r = 2 t = 1 #III =
1
E(Q) = <(77, 672)> x
<(105/4, 917/8)>
R = 8.9058568889
4 integral points
1. (77, 672) = 1 * (77,
672)
2. (77, -672) = -(77,
672)
3. (137, 1602) = -1 * (77, 672) + 1 * (105/4, 917/8)
4. (137, -1602) = -(137,
1602)
E_-04948: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04947: r = 1 t = 1 #III =
1
E(Q) =
<(10195987986919/504348530625,
20622958101355318678/358175717736609375)>
R = 30.4276105640
0 integral points
E_-04946: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04945: r = 1 t = 1 #III =
1
E(Q) = <(23346443134145441/133200128407696,
3565591399096445549921551/1537294117183523752256)>
R = 37.7488872097
0 integral points
E_-04944: r = 1 t = 1 #III =
1
E(Q) = <(33815017/181476,
196561477387/77308776)>
R = 17.3925484937
0 integral points
E_-04943: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04942: r = 2 t = 1 #III =
1
E(Q) = <(23, 85)> x
<(490177/13924, 323164575/1643032)>
R = 42.3622712563
2 integral points
1. (23, 85) = 1 * (23,
85)
2. (23, -85) = -(23,
85)
E_-04941: r = 1 t = 1 #III =
1
E(Q) = <(429805/19881,
201425588/2803221)>
R =
13.4184836448
0 integral points
E_-04940: r = 1 t = 1 #III =
1
E(Q) = <(4949/289,
44433/4913)>
R = 8.5044180757
0 integral points
E_-04939: r = 1 t = 1 #III =
1
E(Q) = <(278935255681/8379937764,
137098807166511775/767116262792088)>
R = 26.6565132636
0 integral points
E_-04938: r = 2 t = 1 #III =
1
E(Q) = <(1603/81,
38663/729)> x <(365066498827/459716481,
220574767378735405/9856781069121)>
R = 205.5989662629
0 integral points
E_-04937: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04936: r = 1 t = 1 #III =
1
E(Q) = <(119554/3249,
39236680/185193)>
R =
11.2734545427
0 integral points
E_-04935: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04934: r = 1 t = 1 #III =
1
E(Q) =
<(1599389689311/4634205625, 2022578441578655059/315473547921875)>
R = 28.1309650174
0 integral points
E_-04933: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04932: r = 1 t = 1 #III =
1
E(Q) = <(18, 30)>
R = 1.9887814772
2 integral points
1. (18, 30) = 1 * (18,
30)
2. (18, -30) = -(18,
30)
E_-04931: r = 1 t = 1 #III =
1
E(Q) = <(1415/49,
47466/343)>
R = 7.0501710418
0 integral points
E_-04930: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04929: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04928: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04927: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04926: r = 1 t = 1 #III =
1
E(Q) =
<(62705710495/104591529, 15702025404436631/1069657567083)>
R = 24.8791699713
0 integral points
E_-04925: r = 2 t = 1 #III =
1
E(Q) = <(261, 4216)> x
<(4929/289, 29542/4913)>
R = 49.6744853231
2 integral points
1. (261, 4216) = 1 * (261,
4216)
2. (261, -4216) = -(261,
4216)
E_-04924: r = 1 t = 1 #III =
1
E(Q) = <(637,
16077)>
R = 5.9238866595
2 integral points
1. (637, 16077) = 1 * (637,
16077)
2. (637, -16077) = -(637,
16077)
E_-04923: r = 3 t = 1 #III =
1
E(Q) = <(19, 44)> x
<(601/4, 14723/8)> x <(1273/16, 45197/64)>
R = 150.3667174812
2 integral points
1. (19, 44) = 1 * (19,
44)
2. (19, -44) = -(19,
44)
E_-04922: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04921: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04920: r = 2 t = 1 #III =
1
E(Q) = <(46, 304)> x
<(1284889/13924, 1451892733/1643032)>
R = 44.9810766850
2 integral points
1. (46, 304) = 1 * (46,
304)
2. (46, -304) = -(46,
304)
E_-04919: r = 1 t = 1 #III =
1
E(Q) = <(42, 263)>
R = 3.5179688485
2 integral points
1. (42, 263) = 1 * (42,
263)
2. (42, -263) = -(42,
263)
E_-04918: r = 1 t = 1 #III =
1
E(Q) = <(6599/25,
535993/125)>
R = 8.8342622433
0 integral points
E_-04917: r = 1 t = 1 #III =
1
E(Q) = <(34103953/86436,
199154304665/25412184)>
R = 17.3714195879
0 integral points
E_-04916: r = 1 t = 1 #III =
1
E(Q) = <(4917/289,
14747/4913)>
R = 9.0494782890
0 integral points
E_-04915: r = 1 t = 1 #III =
1
E(Q) = <(171150786470689/197928891664,
2239064982930468904497/88056980470180288)>
R = 32.2363517427
0 integral points
E_-04914: r = 1 t = 1 #III =
1
E(Q) =
<(376597573507/4221230841, 230307640402412357/274257588970611)>
R = 26.7708346074
0 integral points
E_-04913: r = 0 t = 2 #III =
1
E(Q) = <(17, 0)>
R = 1.0000000000
1 integral point
1. (17, 0) = (17, 0)
E_-04912: r = 2 t = 1 #III =
1
E(Q) = <(17, 1)> x <(41,
253)>
R = 12.5849887906
4 integral points
1. (17, 1) = 1 * (17,
1)
2. (17, -1) = -(17, 1)
3. (41, 253) = 1 * (41,
253)
4. (41, -253) = -(41,
253)
E_-04911: r = 1 t = 1 #III =
1
E(Q) = <(208,
2999)>
R = 4.9256303249
2 integral points
1. (208, 2999) = 1 * (208,
2999)
2. (208, -2999) = -(208,
2999)
E_-04910: r = 0 t = 1 #III = 16 ( 2 x 2 x 2 x 2 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04909: r = 1 t = 1 #III =
9
E(Q) = <(17, 2)>
R = 3.3823941587
2 integral points
1. (17, 2) = 1 * (17,
2)
2. (17, -2) = -(17, 2)
E_-04908: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04907: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04906: r = 2 t = 1 #III =
1
E(Q) = <(515, 11687)> x
<(2137/4, 98787/8)>
R = 38.2005503019
2 integral points
1. (515, 11687) = 1 * (515,
11687)
2. (515, -11687) = -(515,
11687)
E_-04905: r = 1 t = 1 #III =
1
E(Q) = <(21, 66)>
R = 2.7700808641
2 integral points
1. (21, 66) = 1 * (21,
66)
2. (21, -66) = -(21,
66)
E_-04904: r = 2 t = 1 #III =
1
E(Q) = <(17, 3)> x
<(270, 4436)>
R = 13.8742393979
4 integral points
1. (17, 3) = 1 * (17,
3)
2. (17, -3) = -(17, 3)
3. (270, 4436) = 1 * (270,
4436)
4. (270, -4436) = -(270,
4436)
E_-04903: r = 1 t = 1 #III =
1
E(Q) = <(197537/784,
87782129/21952)>
R = 12.2351099028
0 integral points
E_-04902: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04901: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04900: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04899: r = 2 t = 1 #III =
1
E(Q) = <(1777/36,
73367/216)> x <(2785/144, 83503/1728)>
R = 60.5534923473
0 integral points
E_-04898: r = 1 t = 1 #III =
1
E(Q) =
<(1189641669312979/69489812963025,
6331655026725740743933/579270902799489366375)>
R = 35.2580354587
0 integral points
E_-04897: r = 2 t = 1 #III =
1
E(Q) = <(17, 4)> x
<(289/4, 4881/8)>
R = 17.7764934377
2 integral points
1. (17, 4) = 1 * (17,
4)
2. (17, -4) = -(17, 4)
E_-04896: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04895: r = 1 t = 1 #III =
1
E(Q) = <(566/25,
10239/125)>
R = 5.7555341953
0 integral points
E_-04894: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04893: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04892: r = 1 t = 1 #III =
1
E(Q) = <(96, 938)>
R = 3.7482537075
2 integral points
1. (96, 938) = 1 * (96,
938)
2. (96, -938) = -(96,
938)
E_-04891: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04890: r = 1 t = 1 #III =
1
E(Q) = <(417289/36,
269559973/216)>
R = 12.9424348901
0 integral points
E_-04889: r = 1 t = 1 #III =
1
E(Q) =
<(705193083262191969/41528155453345561, 23357631492073751515819240/8462797758762890196594941)>
R = 41.6463146285
0 integral points
E_-04888: r = 2 t = 1 #III =
1
E(Q) = <(17, 5)> x
<(1546/25, 60156/125)>
R = 20.8458226624
2 integral points
1. (17, 5) = 1 * (17, 5)
2. (17, -5) = -(17, 5)
E_-04887: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04886: r = 2 t = 1 #III =
1
E(Q) = <(135, 1567)> x
<(417/4, 8497/8)>
R = 29.2896907908
4 integral points
1. (135, 1567) = 1 * (135,
1567)
2. (135, -1567) = -(135,
1567)
3. (7071, 594595) = -1 * (135, 1567) + 1 * (417/4, 8497/8)
4. (7071, -594595) = -(7071,
594595)
E_-04885: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04884: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04883: r = 1 t = 1 #III =
1
E(Q) = <(34140313/191844,
199394431325/84027672)>
R = 17.4045127932
0 integral points
E_-04882: r = 1 t = 1 #III =
1
E(Q) =
<(65414080882467602035638033673/1791873684611835862539087936,
15868807060839116748350064016182736495362715/75850960953696529276515514036325088738816)>
R = 66.6267247107
0 integral points
E_-04881: r = 1 t = 1 #III =
1
E(Q) =
<(562540445998482061/1893637991434401,
421881223670241847120154170/82403458046997813630351)>
R = 40.9063339843
0 integral points
E_-04880: r = 1 t = 1 #III =
1
E(Q) =
<(680029219521/15032231236, 545798623188497441/1843041742921016)>
R = 27.4706120823
0 integral points
E_-04879: r = 1 t = 1 #III =
1
E(Q) = <(32, 167)>
R = 3.3160184599
2 integral points
1. (32, 167) = 1 * (32,
167)
2. (32, -167) = -(32,
167)
E_-04878: r = 1 t = 1 #III =
1
E(Q) = <(103,
1043)>
R = 4.7354640309
2 integral points
1. (103, 1043) = 1 * (103,
1043)
2. (103, -1043) = -(103,
1043)
E_-04877: r = 2 t = 1 #III =
1
E(Q) = <(17, 6)> x
<(483841/11025, 326699486/1157625)>
R = 36.9632211477
2 integral points
1. (17, 6) = 1 * (17,
6)
2. (17, -6) = -(17, 6)
E_-04876: r = 1 t = 1 #III =
1
E(Q) = <(525277/1089,
380691467/35937)>
R = 13.1932967322
0 integral points
E_-04875: r = 1 t = 1 #III =
1
E(Q) = <(130939/441,
47376512/9261)>
R = 11.8175852970
0 integral points
E_-04874: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04873: r = 1 t = 1 #III =
1
E(Q) =
<(4686293399189417/63688476016036,
318839215721845583712395/508266264976831394216)>
R = 36.2237343598
0 integral points
E_-04872: r = 1 t = 1 #III =
9
E(Q) = <(22, 76)>
R = 2.8366383243
2 integral points
1. (22, 76) = 1 * (22,
76)
2. (22, -76) = -(22,
76)
E_-04871: r = 2 t = 1 #III =
1
E(Q) = <(18, 31)> x
<(772/9, 21367/27)>
R = 17.0524685053
2 integral points
1. (18, 31) = 1 * (18,
31)
2. (18, -31) = -(18,
31)
E_-04870: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04869: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04868: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04867: r = 1 t = 1 #III =
1
E(Q) = <(110113/4356,
30542255/287496)>
R = 11.9967117251
0 integral points
E_-04866: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04865: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04864: r = 2 t = 1 #III =
1
E(Q) = <(20, 56)> x
<(17, 7)>
R = 6.8825507099
6 integral points
1. (20, 56) = 1 * (20,
56)
2. (20, -56) = -(20,
56)
3. (404, 8120) = -1 * (20, 56) + 1 * (17, 7)
4. (404, -8120) = -(404,
8120)
5. (17, 7) = 1 * (17,
7)
6. (17, -7) = -(17, 7)
E_-04863: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04862: r = 1 t = 1 #III =
1
E(Q) =
<(31147137519/96334225, 5496623270740103/945520418375)>
R = 24.1941944439
0 integral points
E_-04861: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04860: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04859: r = 1 t = 1 #III =
1
E(Q) =
<(2022202585/36433296, 89634890153501/219911374656)>
R = 21.6120734458
0 integral points
E_-04858: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04857: r = 2 t = 1 #III =
1
E(Q) = <(37, 214)> x
<(77281/676, 21448753/17576)>
R = 44.0517000168
2 integral points
1. (37, 214) = 1 * (37,
214)
2. (37, -214) = -(37,
214)
E_-04856: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04855: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04854: r = 1 t = 1
#III = 1
E(Q) =
<(43836260085883613528812376047/1671684250254842305682316081,
7846065134351917379440609616593942485351797/68348875874051461174058449438026205266729)>
R = 66.3247598972
0 integral points
E_-04853: r = 1 t = 1 #III =
1
E(Q) =
<(707766300393603195369/10152869720633376100,
18693972550370432492722480911403/32350665575382955449526241000)>
R = 48.1564013763
0 integral points
E_-04852: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04851: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04850: r = 1 t = 1 #III =
1
E(Q) = <(35, 195)>
R =
2.2198431501
2 integral points
1. (35, 195) = 1 * (35,
195)
2. (35, -195) = -(35,
195)
E_-04849: r = 2 t = 1 #III =
1
E(Q) = <(17, 8)> x
<(2639027073993257/53643231815716, 132781398723785426574133/392891290876003604264)>
R = 120.7389457428
2 integral points
1. (17, 8) = 1 * (17,
8)
2. (17, -8) = -(17, 8)
E_-04848: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04847: r = 1 t = 1 #III =
1
E(Q) = <(43918/729,
9101143/19683)>
R = 10.3983228155
0 integral points
E_-04846: r = 1 t = 1 #III =
1
E(Q) =
<(788804573609/43288963600, 312559416662892523/9006701766616000)>
R = 27.9097281863
0 integral points
E_-04845: r = 1 t = 1 #III =
1
E(Q) =
<(628047234028557169/35086636869518529,
196094983807667874090521402/6572227877228859119664417)>
R = 41.5051984184
0 integral points
E_-04844: r = 2 t = 1 #III =
1
E(Q) = <(393/4, 7771/8)>
x <(415641/1444, 267937475/54872)>
R = 74.9336988389
0 integral points
E_-04843: r = 1 t = 1 #III =
1
E(Q) = <(1043827/53361,
633626540/12326391)>
R = 14.3437497112
0 integral points
E_-04842: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04841: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04840: r = 1 t = 1 #III =
1
E(Q) = <(154/9,
352/27)>
R = 3.2892226837
0 integral points
E_-04839: r = 1 t = 1 #III =
1
E(Q) = <(11342656/308025,
36302591071/170953875)>
R = 16.0551640465
0 integral points
E_-04838: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04837: r = 1 t = 1 #III =
1
E(Q) = <(3932858144881/1171692900,
7799421570905415529/40107047967000)>
R = 29.0034862749
0 integral points
E_-04836: r = 1 t = 1 #III =
1
E(Q) = <(6205/81,
486143/729)>
R = 8.8676474242
0 integral points
E_-04835: r = 2 t = 1 #III =
1
E(Q) = <(23331/1369,
542776/50653)> x <(512841/17956, 326938469/2406104)>
R = 123.2216208678
0 integral points
E_-04834: r = 2 t = 1 #III =
1
E(Q) = <(19, 45)> x
<(1585/36, 61289/216)>
R = 21.2655613371
2 integral points
1. (19, 45) = 1 * (19,
45)
2. (19, -45) = -(19,
45)
E_-04833: r = 1 t = 1 #III =
1
E(Q) = <(479089/11025,
321693688/1157625)>
R =
13.3129716851
0 integral points
E_-04832: r = 2 t = 1 #III =
1
E(Q) = <(17, 9)> x
<(1417/81, 16651/729)>
R = 21.2746270267
2 integral points
1. (17, 9) = 1 * (17,
9)
2. (17, -9) = -(17, 9)
E_-04831: r = 1 t = 1 #III =
1
E(Q) = <(16499345/45796,
67015864153/9800344)>
R = 16.6476756338
0 integral points
E_-04830: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04829: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04828: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04827: r = 4 t = 1 #III =
1
E(Q) = <(31, 158)> x
<(67, 544)> x <(73/4, 283/8)> x <(193/4, 2623/8)>
R = 336.2927803642
6 integral points
1. (31, 158) = 1 * (31,
158)
2. (31, -158) = -(31, 158)
3. (67, 544) = 1 * (67,
544)
4. (67, -544) = -(67,
544)
5. (2047, 92614) = -1 * (67,
544) + 1 * (193/4, 2623/8)
6. (2047, -92614) = -(2047,
92614)
E_-04826: r = 1 t = 1 #III =
9
E(Q) = <(273/16,
761/64)>
R = 6.1543477679
0 integral points
E_-04825: r = 1 t = 1 #III =
1
E(Q) = <(1299721/12996,
1478172869/1481544)>
R = 14.1810033553
0 integral points
E_-04824: r = 1 t = 1 #III =
1
E(Q) = <(561/25,
10059/125)>
R = 6.0271799790
0 integral points
E_-04823: r = 1 t = 1 #III =
1
E(Q) = <(113/4,
1065/8)>
R = 4.5273167219
0 integral points
E_-04822: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04821: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04820: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04819: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04818: r = 1 t = 1 #III =
4
E(Q) = <(6667/81, 542015/729)>
R = 8.9301278748
0 integral points
E_-04817: r = 1 t = 1 #III =
4
E(Q) = <(6640593/73441,
17056533200/19902511)>
R = 15.8228199199
0 integral points
E_-04816: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04815: r = 1 t = 1 #III =
1
E(Q) = <(154/9,
377/27)>
R = 5.1180778633
0 integral points
E_-04814: r = 2 t = 1 #III =
1
E(Q) = <(167, 2157)> x
<(353/4, 6609/8)>
R = 22.7515397663
2 integral points
1. (167, 2157) = 1 * (167,
2157)
2. (167, -2157) = -(167,
2157)
E_-04813: r = 2 t = 1 #III =
1
E(Q) = <(17, 10)> x
<(70665739433/1945427449, 17816913585351350/85806968493043)>
R = 84.6081545998
2 integral points
1. (17, 10) = 1 * (17,
10)
2. (17, -10) = -(17,
10)
E_-04812: r = 1 t = 1 #III =
1
E(Q) = <(28050658057/789497604,
4438849314722075/22183303677192)>
R = 24.3393236211
0 integral points
E_-04811: r = 1 t = 1 #III =
1
E(Q) =
<(13963196710534543/39061887502401,
1649887802166128807513114/244134882857518632351)>
R = 37.2042327105
0 integral points
E_-04810: r = 1 t = 1 #III =
1
E(Q) =
<(3778975224643001199167849/13023144098641513649296,
7345448427141509234028920940459716917/1486188063715740820819292888961344)>
R = 56.6272475740
0 integral points
E_-04809: r = 1 t = 1 #III =
9
E(Q) = <(25, 104)>
R = 3.6088073487
2 integral points
1. (25, 104) = 1 * (25,
104)
2. (25, -104) = -(25,
104)
E_-04808: r = 3 t = 1 #III =
1
E(Q) = <(18, 32)> x
<(81/4, 473/8)> x <(217/9, 2591/27)>
R = 63.6449109926
6 integral points
1. (1602, 64120) = 1 * (18,
32) - 1 * (81/4, 473/8)
2. (1602, -64120) = -(1602,
64120)
3. (18, 32) = 1 * (18, 32)
4. (18, -32) = -(18,
32)
5. (1569, 62149) = 1 * (81/4,
473/8) - 1 * (217/9, 2591/27)
6. (1569, -62149) = -(1569,
62149)
E_-04807: r = 1 t = 1 #III =
1
E(Q) = <(26, 113)>
R = 3.1723002633
2 integral points
1. (26, 113) = 1 * (26,
113)
2. (26, -113) = -(26,
113)
E_-04806: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04805: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04804: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04803: r = 1 t = 1 #III =
1
E(Q) =
<(12949669639792033/679085657169984,
816974969313404568440305/17696477851491363291648)>
R = 37.5948072873
0 integral points
E_-04802: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04801: r = 1 t = 1 #III =
1
E(Q) = <(6401,
512120)>
R = 8.7658303885
2 integral points
1. (6401, 512120) = 1 *
(6401, 512120)
2. (6401, -512120) = -(6401,
512120)
E_-04800: r = 1 t = 1 #III =
1
E(Q) = <(364/9,
6688/27)>
R = 4.7601807881
0 integral points
E_-04799: r = 4 t = 1 #III =
1
E(Q) = <(24, 95)> x
<(30, 149)> x <(72, 607)> x <(90, 851)>
R = 117.2231165320
14 integral points
1. (222, 3307) = 1 * (30,
149) - 1 * (72, 607)
2. (222, -3307) = -(222,
3307)
3. (24, 95) = 1 * (24,
95)
4. (24, -95) = -(24,
95)
5. (30, 149) = 1 * (30,
149)
6. (30, -149) = -(30,
149)
7. (27, 122) = -1 * (24, 95)
- 1 * (30, 149)
8. (27, -122) = -(27,
122)
9. (72, 607) = 1 * (72,
607)
10. (72, -607) = -(72,
607)
11. (6399, 511880) = 1 * (72,
607) - 1 * (90, 851)
12. (6399, -511880) = -(6399,
511880)
13. (90, 851) = 1 * (90,
851)
14. (90, -851) = -(90,
851)
E_-04798: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04797: r = 1 t = 1 #III =
1
E(Q) = <(2029/9,
91376/27)>
R = 7.6612539160
0 integral points
E_-04796: r = 1 t = 1 #III =
1
E(Q) = <(884/49,
11250/343)>
R = 5.8297780299
0 integral points
E_-04795: r = 1 t = 1 #III =
1
E(Q) = <(9911791/400689,
25793439146/253636137)>
R = 16.5025569284
0 integral points
E_-04794: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04793: r = 2 t = 1 #III =
1
E(Q) = <(2569/36,
129349/216)> x <(9457/9, 919664/27)>
R = 57.9962992122
0 integral points
E_-04792: r = 3 t = 1 #III =
1
E(Q) = <(17, 11)> x
<(242, 3764)> x <(1598, 63880)>
R = 86.0670725672
6 integral points
1. (17, 11) = 1 * (17,
11)
2. (17, -11) = -(17,
11)
3. (242, 3764) = 1 * (242,
3764)
4. (242, -3764) = -(242,
3764)
5. (1598, 63880) = 1 * (1598,
63880)
6. (1598, -63880) = -(1598,
63880)
E_-04791: r = 2 t = 1 #III =
1
E(Q) = <(28, 131)> x
<(114978931/3186225, 1168360576046/5687411625)>
R = 58.4875662399
2 integral points
1. (28, 131) = 1 * (28,
131)
2. (28, -131) = -(28,
131)
E_-04790: r = 1 t = 1 #III =
9
E(Q) = <(271/9,
4051/27)>
R = 5.9307468315
0 integral points
E_-04789: r = 2 t = 1 #III =
1
E(Q) = <(29, 140)> x
<(60103513/3489424, 116821263069/6518244032)>
R = 58.0673911490
2 integral points
1. (29, 140) = 1 * (29,
140)
2. (29, -140) = -(29,
140)
E_-04788: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04787: r = 1 t = 1 #III =
1
E(Q) = <(76224697/3504384,
486689056595/6560206848)>
R = 18.5900757748
0 integral points
E_-04786: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04785: r = 2 t = 1 #III =
1
E(Q) = <(17869/289,
2364338/4913)> x <(1848169/3136, 2512507957/175616)>
R = 112.4698628271
0 integral points
E_-04784: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04783: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04782: r = 1 t = 1 #III =
1
E(Q) =
<(1038485768177969617/6688608262023744,
1057604295570312787617649895/547020549503822821206528)>
R = 41.5508731967
0 integral points
E_-04781: r = 1 t = 1 #III =
1
E(Q) =
<(325574214427141498494741/11929639242308195289025,
162460164325903216149888147926364664/1302989649709717147516026651742625)>
R = 54.4993576119
0 integral points
E_-04780: r = 1 t = 1 #III =
1
E(Q) = <(409/4,
8253/8)>
R = 5.5651982519
0 integral points
E_-04779: r = 1 t = 1 #III =
1
E(Q) = <(175,
2314)>
R = 5.2238711861
2 integral points
1. (175, 2314) = 1 * (175,
2314)
2. (175, -2314) = -(175, 2314)
E_-04778: r = 2 t = 1 #III =
1
E(Q) = <(83, 753)> x
<(16753073/132496, 68490110697/48228544)>
R = 52.3028741775
2 integral points
1. (83, 753) = 1 * (83,
753)
2. (83, -753) = -(83,
753)
E_-04777: r = 0 t = 1 #III = 25
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04776: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04775: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04774: r = 1 t = 1 #III =
1
E(Q) =
<(106580942335777793/1464567794987584,
34579021099799506996308481/56048529135938083752448)>
R = 39.3485779215
0 integral points
E_-04773: r = 1 t = 1 #III =
1
E(Q) = <(6373/9,
508760/27)>
R = 8.7744473384
0 integral points
E_-04772: r = 3 t = 1 #III =
1
E(Q) = <(21, 67)> x
<(546, 12758)> x <(1362/49, 44330/343)>
R = 99.5405165246
4 integral points
1. (21, 67) = 1 * (21,
67)
2. (21, -67) = -(21,
67)
3. (546, 12758) = 1 * (546,
12758)
4. (546, -12758) = -(546,
12758)
E_-04771: r = 3 t = 1 #III =
1
E(Q) = <(23, 86)> x
<(55, 402)> x <(985/4, 30909/8)>
R = 72.2667430383
4 integral points
1. (23, 86) = 1 * (23,
86)
2. (23, -86) = -(23,
86)
3. (55, 402) = 1 * (55,
402)
4. (55, -402) = -(55,
402)
E_-04770: r = 1 t = 1 #III =
1
E(Q) = <(38409/400,
7507173/8000)>
R = 9.9308197278
0 integral points
E_-04769: r = 2 t = 1 #III =
1
E(Q) = <(17, 12)> x
<(367305/9604, 212907547/941192)>
R = 36.5327454861
2 integral points
1. (17, 12) = 1 * (17,
12)
2. (17, -12) = -(17,
12)
E_-04768: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04767: r = 1 t = 1 #III =
1
E(Q) = <(674734/11449,
547749439/1225043)>
R = 13.1330671400
0 integral points
E_-04766: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04765: r = 1 t = 1 #III =
1
E(Q) =
<(439091787141469/24223140733401,
4114824366811159999288/119219055970720435101)>
R = 34.2314981950
0 integral points
E_-04764: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04763: r = 2 t = 1 #III =
1
E(Q) = <(45567/2401,
5356030/117649)> x <(5616601/176400, 12289759901/74088000)>
R = 152.6828546048
0 integral points
E_-04762: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04761: r = 1 t = 1 #III =
1
E(Q) =
<(23456496505/9678321, 3592482374517848/30109256631)>
R = 23.8826822783
0 integral points
E_-04760: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04759: r = 1 t = 1 #III =
1
E(Q) = <(196/9, 2015/27)>
R = 5.2556629527
0 integral points
E_-04758: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04757: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04756: r = 1 t = 1 #III =
1
E(Q) = <(1814/49,
73550/343)>
R = 7.0804790151
0 integral points
E_-04755: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04754: r = 1 t = 1 #III =
1
E(Q) = <(310563/9409,
161225491/912673)>
R = 12.9471971241
0 integral points
E_-04753: r = 2 t = 1 #III =
1
E(Q) = <(49, 336)> x
<(161/4, 1967/8)>
R = 9.0694618084
4 integral points
1. (49, 336) = 1 * (49,
336)
2. (49, -336) = -(49,
336)
3. (4333, 285222) = -1 * (49, 336) + 1 * (161/4, 1967/8)
4. (4333, -285222) = -(4333,
285222)
E_-04752: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04751: r = 1 t = 1 #III =
1
E(Q) = <(20, 57)>
R = 2.4577998341
2 integral points
1. (20, 57) = 1 * (20, 57)
2. (20, -57) = -(20,
57)
E_-04750: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04749: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04748: r = 1 t = 1 #III =
9
E(Q) = <(69, 569)>
R = 4.3822914803
2 integral points
1. (69, 569) = 1 * (69,
569)
2. (69, -569) = -(69,
569)
E_-04747: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04746: r = 1 t = 1 #III =
1
E(Q) = <(98886979/27225,
983351178433/4492125)>
R = 18.4123336291
0 integral points
E_-04745: r = 1 t = 1 #III =
1
E(Q) = <(7959969/320356,
18664103983/181321496)>
R = 16.2804518681
0 integral points
E_-04744: r = 2 t = 1 #III =
1
E(Q) = <(17, 13)> x
<(745/16, 19851/64)>
R = 20.8490122940
2 integral points
1. (17, 13) = 1 * (17,
13)
2. (17, -13) = -(17,
13)
E_-04743: r = 2 t = 1 #III =
1
E(Q) = <(18, 33)> x
<(19, 46)>
R = 6.7244027396
8 integral points
1. (18, 33) = 1 * (18,
33)
2. (18, -33) = -(18,
33)
3. (6204, 488661) = 1 * (18,
33) - 1 * (19, 46)
4. (6204, -488661) = -(6204,
488661)
5. (19, 46) = 1 * (19,
46)
6. (19, -46) = -(19, 46)
7. (132, 1515) = -1 * (18, 33) - 1 * (19, 46)
8. (132, -1515) = -(132,
1515)
E_-04742: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04741: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04740: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04739: r = 1 t = 1 #III =
1
E(Q) =
<(9108846915728695/532272102266529,
202805702442386648415602/12280061913649442689167)>
R = 37.2887679486
0 integral points
E_-04738: r = 1 t = 1 #III =
1
E(Q) =
<(6010277561/94672900, 461618297676691/921167317000)>
R = 22.6773965648
0 integral points
E_-04737: r = 3 t = 1 #III =
1
E(Q) = <(73/4, 293/8)> x
<(157, 1966)> x <(4441/256, 90077/4096)>
R = 209.1845397159
2 integral points
1. (157, 1966) = 1 * (157,
1966)
2. (157, -1966) = -(157,
1966)
E_-04736: r = 1 t = 1 #III =
1
E(Q) = <(396,
7880)>
R = 4.6211913828
2 integral points
1. (396, 7880) = 1 * (396,
7880)
2. (396, -7880) = -(396, 7880)
E_-04735: r = 1 t = 1 #III =
1
E(Q) = <(329/16,
4027/64)>
R = 6.2577638935
0 integral points
E_-04734: r = 2 t = 1 #III =
1
E(Q) = <(145/4, 1657/8)>
x <(823/49, 701/343)>
R = 37.9606755102
0 integral points
E_-04733: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04732: r = 1 t = 1 #III =
1
E(Q) = <(212,
3086)>
R = 4.4810316601
2 integral points
1. (212, 3086) = 1 * (212,
3086)
2. (212, -3086) = -(212,
3086)
E_-04731: r = 1 t = 1 #III =
1
E(Q) = <(102257359/1238769,
1029692950910/1378749897)>
R = 18.5671038970
0 integral points
E_-04730: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04729: r = 1 t = 1 #III =
1
E(Q) =
<(4300858993145/237510997201, 4024162335409697864/115751221996904551)>
R = 29.6049516663
0 integral points
E_-04728: r = 1 t = 1 #III =
1
E(Q) =
<(2052839566/52490025, 89259217784864/380290231125)>
R = 21.0055150812
0 integral points
E_-04727: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04726: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04725: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04724: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04723: r = 1 t = 1 #III =
1
E(Q) = <(7049287/314721,
14250148370/176558481)>
R = 16.1963256152
0 integral points
E_-04722: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04721: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04720: r = 1 t = 1 #III =
1
E(Q) = <(5561/169,
386251/2197)>
R = 8.9247831657
0 integral points
E_-04719: r = 1 t = 1 #III =
1
E(Q) = <(22, 77)>
R = 1.4649860924
2 integral points
1. (22, 77) = 1 * (22,
77)
2. (22, -77) = -(22,
77)
E_-04718: r = 1 t = 1 #III =
1
E(Q) =
<(5273670734486385807/7250283911662801, 12110633293335200346662722705/617351517430327265565799)>
R = 43.1234380536
0 integral points
E_-04717: r = 2 t = 1 #III =
1
E(Q) = <(17, 14)> x
<(3037/121, 140196/1331)>
R = 26.1134381968
2 integral points
1. (17, 14) = 1 * (17,
14)
2. (17, -14) = -(17,
14)
E_-04716: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04715: r = 1 t = 1 #III =
1
E(Q) = <(7019/169,
568368/2197)>
R = 8.5487918484
0 integral points
E_-04714: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04713: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-04712: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04711: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04710: r = 1 t = 1 #III =
1
E(Q) = <(401929/36,
254814427/216)>
R = 12.9049541192
0 integral points
E_-04709: r = 1 t = 1 #III =
1
E(Q) = <(653025/33124,
327620047/6028568)>
R = 13.8675610543
0 integral points
E_-04708: r = 2 t = 1 #III =
1
E(Q) = <(34, 186)> x
<(218, 3218)>
R = 11.3396433282
4 integral points
1. (34, 186) = 1 * (34,
186)
2. (34, -186) = -(34,
186)
3. (218, 3218) = 1 * (218,
3218)
4. (218, -3218) = -(218,
3218)
E_-04707: r = 1 t = 1 #III =
1
E(Q) =
<(233623423579471/1327509225,
3570874408547471345606/48367798612875)>
R = 33.0847902018
0 integral points
E_-04706: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04705: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04704: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04703: r = 1 t = 1 #III =
1
E(Q) = <(393/16,
6437/64)>
R = 6.3673491282
0 integral points
E_-04702: r = 1 t = 1 #III =
1
E(Q) = <(325577/14884,
137867195/1815848)>
R = 13.1297361578
0 integral points
E_-04701: r = 1 t = 1 #III =
1
E(Q) = <(403885/19881,
170124328/2803221)>
R = 13.3745202086
0 integral points
E_-04700: r = 1 t = 1 #III =
1
E(Q) = <(6381/49,
509179/343)>
R = 8.8399297776
0 integral points
E_-04699: r = 1 t = 1 #III =
1
E(Q) = <(32868505/191844,
188350570403/84027672)>
R = 17.3680344420
0 integral points
E_-04698: r = 1 t = 1 #III =
4
E(Q) = <(571/25,
10619/125)>
R = 6.7672600515
0 integral points
E_-04697: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04696: r = 2 t = 1 #III =
1
E(Q) = <(38, 224)> x
<(147689/4, 56757365/8)>
R = 36.3439035956
2 integral points
1. (38, 224) = 1 * (38,
224)
2. (38, -224) = -(38,
224)
E_-04695: r = 1 t = 1 #III =
1
E(Q) = <(76, 659)>
R = 4.0029162274
2 integral points
1. (76, 659) = 1 * (76,
659)
2. (76, -659) = -(76,
659)
E_-04694: r = 2 t = 1 #III =
1
E(Q) = <(151/9, 145/27)>
x <(43927/81, 9206423/729)>
R = 58.3887610143
0 integral points
E_-04693: r = 1 t = 1 #III =
1
E(Q) = <(268661/1225,
139222784/42875)>
R = 12.5480994994
0 integral points
E_-04692: r = 1 t = 1 #III =
1
E(Q) = <(508933/1521,
363047725/59319)>
R = 13.1708266581
0 integral points
E_-04691: r = 0 t = 1 #III =
9
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-04690: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04689: r = 1 t = 1 #III =
1
E(Q) = <(45, 294)>
R = 3.2977367682
2 integral points
1. (45, 294) = 1 * (45,
294)
2. (45, -294) = -(45,
294)
E_-04688: r = 2 t = 1 #III =
1
E(Q) = <(17, 15)> x
<(297/16, 2645/64)>
R = 17.3535367630
2 integral points
1. (17, 15) = 1 * (17,
15)
2. (17, -15) = -(17,
15)
E_-04687: r = 1 t = 1 #III =
1
E(Q) = <(47384/169,
10313389/2197)>
R = 10.3406238105
0 integral points
E_-04686: r = 0 t = 1 #III = 25
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04685: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04684: r = 2 t = 1 #III =
1
E(Q) = <(305/16,
3031/64)> x <(590297/27556, 328146973/4574296)>
R = 84.2044479859
0 integral points
E_-04683: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04682: r = 1 t = 1 #III =
1
E(Q) = <(906489/52900,
227548237/12167000)>
R = 14.2556371251
0 integral points
E_-04681: r = 2 t = 1 #III =
1
E(Q) = <(97/4, 783/8)> x
<(3265/121, 162828/1331)>
R = 34.4926414376
0 integral points
E_-04680: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04679: r = 1 t = 1 #III =
1
E(Q) = <(546/25,
9469/125)>
R = 6.2768774867
0 integral points
E_-04678: r = 2 t = 1 #III =
1
E(Q) = <(479/25,
6067/125)> x <(671599/27225, 456643493/4492125)>
R = 91.9790835815
0 integral points
E_-04677: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04676: r = 2 t = 1 #III =
1
E(Q) = <(18, 34)> x
<(128914/1089, 46220770/35937)>
R = 29.0629676375
2 integral points
1. (18, 34) = 1 * (18,
34)
2. (18, -34) = -(18,
34)
E_-04675: r = 3 t = 1 #III =
1
E(Q) = <(59, 448)> x
<(89/4, 637/8)> x <(251, 3976)>
R = 108.5427574451
4 integral points
1. (59, 448) = 1 * (59,
448)
2. (59, -448) = -(59, 448)
3. (251, 3976) = 1 * (251,
3976)
4. (251, -3976) = -(251,
3976)
E_-04674: r = 1 t = 1 #III =
1
E(Q) =
<(59015178665552558785/3456781625193559524,
111678601951850851868229067807/6426994335966518288716784232)>
R =
46.0640624767
0 integral points
E_-04673: r = 1 t = 1 #III =
1
E(Q) = <(8517/361,
630850/6859)>
R = 9.4570653839
0 integral points
E_-04672: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-04671: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04670: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04669: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04668: r = 1 t = 1 #III =
1
E(Q) = <(232/9,
3014/27)>
R = 4.8984348207
0 integral points
E_-04667: r = 1 t = 1 #III =
1
E(Q) =
<(183427608049/7997724900, 61514892631384343/715236537807000)>
R = 26.3525866915
0 integral points
E_-04666: r = 1 t = 1 #III =
1
E(Q) = <(25050905/190096,
125254096643/82881856)>
R = 17.1141578477
0 integral points
E_-04665: r = 1 t = 1 #III =
1
E(Q) = <(365599621/1147041,
6990002302186/1228480911)>
R = 19.7492721406
0 integral points
E_-04664: r = 1 t = 1 #III =
1
E(Q) = <(1269502/62001,
966622312/15438249)>
R = 13.8223728325
0 integral points
E_-04663: r = 1 t = 1 #III =
1
E(Q) = <(193/4,
2625/8)>
R = 4.9220013923
0 integral points
E_-04662: r = 1 t = 1 #III =
1
E(Q) = <(249/4,
3891/8)>
R = 4.9479559661
0 integral points
E_-04661: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04660: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04659: r = 1 t = 1 #III =
1
E(Q) = <(117601/2304,
39616145/110592)>
R = 11.8725887084
0 integral points
E_-04658: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04657: r = 1 t = 1 #III =
9
E(Q) = <(17, 16)>
R = 3.3743307081
2 integral points
1. (17, 16) = 1 * (17, 16)
2. (17, -16) = -(17,
16)
E_-04656: r = 1 t = 1 #III =
1
E(Q) = <(673/36,
9359/216)>
R = 7.0107650153
0 integral points
E_-04655: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04654: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04653: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04652: r = 1 t = 1 #III =
1
E(Q) = <(473/16,
9315/64)>
R = 5.9410507549
0 integral points
E_-04651: r = 1 t = 1 #III =
1
E(Q) =
<(1144297043731308791545/583986227716087056,
38708650402946841839200794284147/446276386303513439173327296)>
R = 48.4943166301
0 integral points
E_-04650: r = 1 t = 1 #III =
1
E(Q) = <(19, 47)>
R = 3.4363577960
2 integral points
1. (19, 47) = 1 * (19,
47)
2. (19, -47) = -(19,
47)
E_-04649: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04648: r = 1 t = 1 #III =
1
E(Q) = <(1036944862/49154121,
23727011652980/344619542331)>
R = 20.5154166723
0 integral points
E_-04647: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04646: r = 1 t = 1 #III =
1
E(Q) = <(321633711/19228225,
493293718291/84315766625)>
R = 20.1371013375
0 integral points
E_-04645: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04644: r = 1 t = 1 #III =
1
E(Q) = <(858/49,
9234/343)>
R = 4.9408669559
0 integral points
E_-04643: r = 1 t = 1 #III =
1
E(Q) = <(94111/5625,
2678734/421875)>
R = 12.0002070657
0 integral points
E_-04642: r = 2 t = 1 #III =
1
E(Q) = <(163/9, 973/27)>
x <(17020954492777/379170229824,
68396923029898428875/233480894078264832)>
R = 172.0265531523
0 integral points
E_-04641: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04640: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04639: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-04638: r = 1 t = 1 #III =
1
E(Q) =
<(198493402393/1224860004, 88385767044308675/42867650419992)>
R = 26.0771768729
0 integral points
E_-04637: r = 1 t = 1 #III =
9
E(Q) = <(21, 68)>
R = 3.4950281336
2 integral points
1. (21, 68) = 1 * (21,
68)
2. (21, -68) = -(21,
68)
E_-04636: r = 1 t = 1 #III =
1
E(Q) = <(20, 58)>
R = 2.5416543026
2 integral points
1. (20, 58) = 1 * (20,
58)
2. (20, -58) = -(20,
58)
E_-04635: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04634: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04633: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04632: r = 2 t = 1 #III =
1
E(Q) = <(118, 1280)> x
<(97/4, 785/8)>
R = 19.5224897227
2 integral points
1. (118, 1280) = 1 * (118,
1280)
2. (118, -1280) = -(118,
1280)
E_-04631: r = 1 t = 1 #III =
1
E(Q) = <(36, 205)>
R = 3.3966653958
2 integral points
1. (36, 205) = 1 * (36,
205)
2. (36, -205) = -(36,
205)
E_-04630: r = 1 t = 1 #III =
9
E(Q) = <(161/4,
1969/8)>
R = 5.3290235578
0 integral points
E_-04629: r = 1 t = 1 #III =
4
E(Q) = <(25945/1521,
1084634/59319)>
R = 10.7023872581
0 integral points
E_-04628: r = 1 t = 1 #III =
1
E(Q) = <(386793/3364,
240190475/195112)>
R = 12.9544156668
0 integral points
E_-04627: r = 1 t = 1 #III =
1
E(Q) = <(1537/4,
60255/8)>
R = 6.8149421871
0 integral points
E_-04626: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04625: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04624: r = 1 t = 1 #III =
1
E(Q) = <(17, 17)>
R = 1.4844405639
2 integral points
1. (17, 17) = 1 * (17,
17)
2. (17, -17) = -(17,
17)
E_-04623: r = 1 t = 1 #III =
1
E(Q) = <(1420153/27556,
1663574803/4574296)>
R = 14.3614872044
0 integral points
E_-04622: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04621: r = 1 t = 1 #III =
1
E(Q) =
<(628408621778117415320151145691753/5806412606163395036137961356921,
15724259026424206465183946510784133082029964443114/13991421514346416263216368416002395061940984781)>
R = 75.6149589217
0 integral points
E_-04620: r = 2 t = 1 #III =
1
E(Q) = <(421/9, 8441/27)>
x <(47569/2304, 7150823/110592)>
R = 70.2110166036
0 integral points
E_-04619: r = 2 t = 1 #III =
1
E(Q) = <(1497/16,
57757/64)> x <(1311/49, 41350/343)>
R = 47.1549971671
0 integral points
E_-04618: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04617: r = 2 t = 1 #III =
1
E(Q) = <(73, 620)> x
<(157/9, 710/27)>
R = 24.2583407988
2 integral points
1. (73, 620) = 1 * (73,
620)
2. (73, -620) = -(73,
620)
E_-04616: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04615: r = 1 t = 1 #III =
1
E(Q) = <(8681/196,
787051/2744)>
R = 9.2946538247
0 integral points
E_-04614: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04613: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04612: r = 1 t = 1 #III =
1
E(Q) = <(3002/169,
69230/2197)>
R = 7.8337992413
0 integral points
E_-04611: r = 2 t = 1 #III =
1
E(Q) = <(1393/36,
49879/216)> x <(2023/81, 76346/729)>
R = 51.2124213535
0 integral points
E_-04610: r = 1 t = 1 #III =
1
E(Q) = <(27356481/559504,
140233812449/418508992)>
R = 17.3296753086
0 integral points
E_-04609: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04608: r = 1 t = 1 #III =
1
E(Q) = <(24, 96)>
R = 0.7655758920
4 integral points
1. (24, 96) = 1 * (24,
96)
2. (24, -96) = -(24,
96)
3. (33, 177) = -2 * (24,
96)
4. (33, -177) = -(33,
177)
E_-04607: r = 1 t = 1 #III =
1
E(Q) = <(18, 35)>
R = 2.9421910174
2 integral points
1. (18, 35) = 1 * (18,
35)
2. (18, -35) = -(18,
35)
E_-04606: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04605: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04604: r = 1 t = 1 #III =
1
E(Q) = <(180,
2414)>
R = 4.3255027388
2 integral points
1. (180, 2414) = 1 * (180,
2414)
2. (180, -2414) = -(180,
2414)
E_-04603: r = 2 t = 1 #III =
1
E(Q) = <(1193/64,
22165/512)> x <(8633/484, 348595/10648)>
R = 65.4301283681
0 integral points
E_-04602: r = 1 t = 1 #III =
1
E(Q) =
<(475264095604199624276017/17878882392597622619664,
284692833265564047532911731308690775/2390620015919224273068453591755712)>
R = 54.8821219336
0 integral points
E_-04601: r = 1 t = 1 #III =
1
E(Q) = <(1153785/22801,
1217128432/3442951)>
R = 14.1569510363
0 integral points
E_-04600: r = 1 t = 1 #III =
1
E(Q) = <(25, 105)>
R = 1.9813658089
2 integral points
1. (25, 105) = 1 * (25,
105)
2. (25, -105) = -(25,
105)
E_-04599: r = 1 t = 1 #III =
1
E(Q) = <(274, 4535)>
R = 5.1883286502
2 integral points
1. (274, 4535) = 1 * (274,
4535)
2. (274, -4535) = -(274,
4535)
E_-04598: r = 3 t = 1 #III =
1
E(Q) = <(23, 87)> x
<(47, 315)> x <(137/4, 1509/8)>
R = 43.2956913594
8 integral points
1. (23, 87) = 1 * (23,
87)
2. (23, -87) = -(23,
87)
3. (47, 315) = 1 * (47,
315)
4. (47, -315) = -(47,
315)
5. (1479, 56879) = -1 * (47,
315) + 1 * (137/4, 1509/8)
6. (1479, -56879) = -(1479,
56879)
7. (543, 12653) = 1 * (23,
87) - 1 * (137/4, 1509/8)
8. (543, -12653) = -(543,
12653)
E_-04597: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04596: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04595: r = 1 t = 1 #III =
4
E(Q) = <(30075481/509796,
163081303939/363994344)>
R =
17.3900864630
0 integral points
E_-04594: r = 1 t = 1 #III =
1
E(Q) =
<(147920010826115/5453154369601,
1578472732954609229491/12734200630737885599)>
R = 32.9848131863
0 integral points
E_-04593: r = 1 t = 1 #III =
1
E(Q) = <(2863561/152100,
2705468059/59319000)>
R = 15.3616393885
0 integral points
E_-04592: r = 1 t = 1 #III =
1
E(Q) = <(3312/169,
119020/2197)>
R = 7.1961925943
0 integral points
E_-04591: r = 1 t = 1 #III =
1
E(Q) = <(50, 347)>
R = 3.6504862430
2 integral points
1. (50, 347) = 1 * (50,
347)
2. (50, -347) = -(50,
347)
E_-04590: r = 1 t = 1 #III = 1
E(Q) = <(679,
17693)>
R = 6.5356722228
2 integral points
1. (679, 17693) = 1 * (679,
17693)
2. (679, -17693) = -(679,
17693)
E_-04589: r = 2 t = 1 #III =
1
E(Q) = <(17, 18)> x
<(3305/196, 39339/2744)>
R = 21.6507424769
2 integral points
1. (17, 18) = 1 * (17,
18)
2. (17, -18) = -(17,
18)
E_-04588: r = 1 t = 1 #III =
1
E(Q) =
<(8806069422949717/45975193811001, 826097552106943199568785/311734847610686091501)>
R = 36.7674900744
0 integral points
E_-04587: r = 1 t = 1 #III =
1
E(Q) =
<(8862184819/242892225, 793908184227128/3785475326625)>
R = 23.1760289856
0 integral points
E_-04586: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04585: r = 1 t = 1 #III =
1
E(Q) =
<(25799109841/700607961, 3949047771095456/18544392119709)>
R = 24.2421906363
0 integral points
E_-04584: r = 1 t = 1 #III =
1
E(Q) = <(1546/9,
60760/27)>
R = 6.7096414678
0 integral points
E_-04583: r = 2 t = 1 #III =
1
E(Q) = <(54, 391)> x
<(23938/81, 3703337/729)>
R = 35.8488995555
2 integral points
1. (54, 391) = 1 * (54,
391)
2. (54, -391) = -(54,
391)
E_-04582: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04581: r = 1 t = 1 #III =
1
E(Q) = <(8029/225,
682208/3375)>
R = 9.2674081091
0 integral points
E_-04580: r = 2 t = 1 #III =
1
E(Q) = <(26, 114)> x
<(1389, 51767)>
R = 17.1844023009
4 integral points
1. (26, 114) = 1 * (26,
114)
2. (26, -114) = -(26,
114)
3. (1389, 51767) = 1 * (1389,
51767)
4. (1389, -51767) = -(1389,
51767)
E_-04579: r = 1 t = 1 #III =
1
E(Q) =
<(46410109928575/538669391481,
315034833464698057606/395351551852956621)>
R = 31.5862404218
0 integral points
E_-04578: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04577: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04576: r = 1 t = 1 #III =
1
E(Q) = <(81676945/1687401,
723112192457/2191933899)>
R = 18.4250050028
0 integral points
E_-04575: r = 1 t = 1 #III =
1
E(Q) = <(199/9,
2132/27)>
R = 5.7220680732
0 integral points
E_-04574: r = 1 t = 1 #III =
9
E(Q) = <(175/9,
1423/27)>
R = 5.6446801711
0 integral points
E_-04573: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04572: r = 1 t = 1 #III =
1
E(Q) = <(17224/729,
1827154/19683)>
R = 9.2339384190
0 integral points
E_-04571: r = 1 t = 1 #III =
1
E(Q) = <(1523,
59436)>
R = 6.7858328607
2 integral points
1. (1523, 59436) = 1 * (1523,
59436)
2. (1523, -59436) = -(1523,
59436)
E_-04570: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04569: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04568: r = 2 t = 1 #III = 1
E(Q) = <(57, 425)> x
<(1473/64, 44705/512)>
R = 29.1988316641
2 integral points
1. (57, 425) = 1 * (57,
425)
2. (57, -425) = -(57,
425)
E_-04567: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-04566: r = 1 t = 1 #III =
1
E(Q) =
<(26255896550857/1407682585764,
73236480068466840133/1670156265340383912)>
R = 31.3961208573
0 integral points
E_-04565: r = 1 t = 1 #III =
1
E(Q) =
<(221072869902045040770494307421/11933321833618661222444390625,
55199520081571166836706678878943438363578844/1303593031155429490589797188653209494140625)>
R = 68.068378486
0 integral points
E_-04564: r = 2 t = 1 #III =
1
E(Q) = <(22, 78)> x
<(6085, 474669)>
R = 18.6096549545
4 integral points
1. (22, 78) = 1 * (22,
78)
2. (22, -78) = -(22,
78)
3. (6085, 474669) = 1 *
(6085, 474669)
4. (6085, -474669) = -(6085,
474669)
E_-04563: r = 1 t = 1 #III =
1
E(Q) = <(39, 234)>
R = 0.7427611330
2 integral points
1. (39, 234) = 1 * (39,
234)
2. (39, -234) = -(39,
234)
E_-04562: r = 2 t = 1 #III =
1
E(Q) = <(147, 1781)> x
<(6083, 474435)>
R = 35.5028736017
4 integral points
1. (147, 1781) = 1 * (147,
1781)
2. (147, -1781) = -(147,
1781)
3. (6083, 474435) = 1 *
(6083, 474435)
4. (6083, -474435) = -(6083,
474435)
E_-04561: r = 2 t = 1 #III =
1
E(Q) = <(305/16,
3113/64)> x <(569/25, 10628/125)>
R = 33.5113969833
2 integral points
1. (1265, 44992) = 1 *
(305/16, 3113/64) - 1 * (569/25, 10628/125)
2. (1265, -44992) = -(1265,
44992)
E_-04560: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04559: r = 1 t = 1 #III =
1
E(Q) = <(75, 646)>
R = 4.4522249638
2 integral points
1. (75, 646) = 1 * (75,
646)
2. (75, -646) = -(75,
646)
E_-04558: r = 1 t = 1 #III =
1
E(Q) = <(499005345210732298914052751/323243915849519094529225,
11146987843641488517817181768184494030249/183778853938922058045402211178069125)>
R = 61.4812643761
0 integral points
E_-04557: r = 1 t = 1 #III =
1
E(Q) =
<(310808588179621108033/8729467244769689856,
5195510708128837518721179853855/25791797455199421286395285504)>
R = 47.4624297425
0 integral points
E_-04556: r = 2 t = 1 #III =
1
E(Q) = <(837/49,
7097/343)> x <(16005/961, 237433/29791)>
R = 61.5340034854
0 integral points
E_-04555: r = 3 t = 1 #III =
1
E(Q) = <(19, 48)> x
<(89/4, 643/8)> x <(2161/100, 74409/1000)>
R = 94.9991997158
6 integral points
1. (1519, 59202) = 1 * (19, 48)
- 1 * (89/4, 643/8)
2. (1519, -59202) = -(1519,
59202)
3. (19, 48) = 1 * (19,
48)
4. (19, -48) = -(19,
48)
5. (2159, 100318) = 1 * (19,
48) - 1 * (2161/100, 74409/1000)
6. (2159, -100318) = -(2159,
100318)
E_-04554: r = 1 t = 1 #III =
1
E(Q) = <(27, 123)>
R = 2.9211124341
2 integral points
1. (27, 123) = 1 * (27,
123)
2. (27, -123) = -(27,
123)
E_-04553: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04552: r = 2 t = 1 #III =
1
E(Q) = <(17, 19)> x
<(998/49, 21412/343)>
R = 22.2418697879
2 integral points
1. (17, 19) = 1 * (17,
19)
2. (17, -19) = -(17,
19)
E_-04551: r = 1 t = 1 #III =
1
E(Q) = <(194254/1225,
85567133/42875)>
R = 11.7789543402
0 integral points
E_-04550: r = 1 t = 1 #III =
1
E(Q) = <(6994327159/174636225,
563855801754673/2307817713375)>
R = 22.9157843428
0 integral points
E_-04549: r = 1 t = 1 #III =
1
E(Q) = <(5333/169,
360164/2197)>
R = 8.8913364550
0 integral points
E_-04548: r = 1 t = 1 #III =
1
E(Q) = <(1498/9,
57950/27)>
R = 6.6798360586
0 integral points
E_-04547: r = 2 t = 1 #III =
1
E(Q) = <(1599/25,
63382/125)> x <(11271/625, 567194/15625)>
R = 74.1405986022
0 integral points
E_-04546: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04545: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04544: r = 1 t = 1 #III =
1
E(Q) = <(32, 168)>
R = 1.3735982877
2 integral points
1. (32, 168) = 1 * (32,
168)
2. (32, -168) = -(32,
168)
E_-04543: r = 1 t = 1 #III =
1
E(Q) = <(1402256/24649,
1639893403/3869893)>
R = 13.8678634075
0 integral points
E_-04542: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04541: r = 2 t = 1 #III =
1
E(Q) = <(157/9, 748/27)> x
<(38125/9, 7444144/27)>
R = 51.2009423438
0 integral points
E_-04540: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04539: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04538: r = 1 t = 1 #III =
1
E(Q) =
<(50833828287370131/2979208369515625,
3370828202605103908884529/162611523625948033203125)>
R = 39.0028542149
0 integral points
E_-04537: r = 2 t = 1 #III =
1
E(Q) = <(289/9, 4564/27)>
x <(4114777/133956, 7665712579/49027896)>
R = 75.1243011988
0 integral points
E_-04536: r = 2 t = 1 #III =
1
E(Q) = <(18, 36)> x <(414/25,
288/125)>
R = 5.3076399024
6 integral points
1. (18, 36) = 1 * (18,
36)
2. (18, -36) = -(18,
36)
3. (673, 17459) = -1 * (18, 36) + 1 * (414/25, 288/125)
4. (673, -17459) = -(673, 17459)
5. (513, 11619) = -1 * (18, 36) - 1 * (414/25, 288/125)
6. (513, -11619) = -(513,
11619)
E_-04535: r = 1 t = 1 #III =
1
E(Q) = <(74, 633)>
R = 3.4289512816
2 integral points
1. (74, 633) = 1 * (74,
633)
2. (74, -633) = -(74,
633)
E_-04534: r = 2 t = 1 #III =
1
E(Q) = <(68831/3025,
14163229/166375)> x <(698777/38416, 290095037/7529536)>
R = 143.7404727034
0 integral points
E_-04533: r = 2 t = 1 #III =
1
E(Q) = <(109, 1136)> x
<(433/16, 7913/64)>
R = 29.7836366197
2 integral points
1. (109, 1136) = 1 * (109,
1136)
2. (109, -1136) = -(109, 1136)
E_-04532: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04531: r = 2 t = 1 #III =
1
E(Q) = <(1553/16,
61049/64)> x <(23601689/6400, 114660704387/512000)>
R = 124.4127303912
0 integral points
E_-04530: r = 1 t = 1 #III =
1
E(Q) =
<(847029141256762518733763780964312268229839867531/376444899454611489752698464948435634529529,
779556376253502638104707906029421584962574798234918280830708255133471239/230968165934655908071862349942106652448648258534833094671112333)>
R = 110.3580688067
0 integral points
E_-04529: r = 1 t = 1 #III =
1
E(Q) =
<(2055082857/80712256, 79360125854773/725118907904)>
R = 21.8202449595
0 integral points
E_-04528: r = 2 t = 1 #III =
1
E(Q) = <(28, 132)> x
<(44, 284)>
R = 4.5668727335
6 integral points
1. (28, 132) = 1 * (28,
132)
2. (28, -132) = -(28,
132)
3. (604, 14844) = 1 * (28, 132) - 1 *
(44, 284)
4. (604, -14844) = -(604,
14844)
5. (44, 284) = 1 * (44,
284)
6. (44, -284) = -(44,
284)
E_-04527: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04526: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04525: r = 1 t = 1 #III =
1
E(Q) = <(20465/196,
2921815/2744)>
R = 8.9504629968
0 integral points
E_-04524: r = 1 t = 1 #III =
1
E(Q) = <(45980437/2653641,
112580748593/4322781189)>
R = 18.1718496023
0 integral points
E_-04523: r = 1 t = 1 #III =
1
E(Q) = <(2227727014629493339/12232093455452025,
3323764958239623200417347688/1352854796500380145309875)>
R = 42.3032670462
0 integral points
E_-04522: r = 1 t = 1 #III =
1
E(Q) = <(567883/16641,
402863005/2146689)>
R = 13.5369587247
0 integral points
E_-04521: r = 1 t = 1 #III =
1
E(Q) = <(337755925/5602689,
6142945211074/13261564863)>
R = 19.8042555350
0 integral points
E_-04520: r = 1 t = 1 #III =
1
E(Q) = <(106281/4489,
28136119/300763)>
R = 11.9757915016
0 integral points
E_-04519: r = 1 t = 1 #III =
1
E(Q) = <(20, 59)>
R = 3.0002741623
2 integral points
1. (20, 59) = 1 * (20, 59)
2. (20, -59) = -(20,
59)
E_-04518: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04517: r = 2 t = 1 #III =
1
E(Q) = <(593/16,
13785/64)> x <(9917/529, 553740/12167)>
R = 54.9609297081
0 integral points
E_-04516: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04515: r = 1 t = 1 #III =
1
E(Q) = <(117511/1521,
40084946/59319)>
R = 11.8047326275
0 integral points
E_-04514: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04513: r = 3 t = 1 #III =
1
E(Q) = <(17, 20)> x
<(1697/16, 69775/64)> x <(82781/4225, 15063446/274625)>
R = 278.2877217914
2 integral points
1. (17, 20) = 1 * (17,
20)
2. (17, -20) = -(17,
20)
E_-04512: r = 1 t = 1 #III =
1
E(Q) = <(146641/5625, 48479561/421875)>
R = 12.2640062341
0 integral points
E_-04511: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04510: r = 2 t = 1 #III =
1
E(Q) = <(31, 159)> x <(384121/676,
238065651/17576)>
R = 37.3778042074
2 integral points
1. (31, 159) = 1 * (31,
159)
2. (31, -159) = -(31,
159)
E_-04509: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04508: r = 1 t = 1 #III =
1
E(Q) = <(29, 141)>
R = 3.1519296702
2 integral points
1. (29, 141) = 1 * (29,
141)
2. (29, -141) = -(29,
141)
E_-04507: r = 1 t = 1 #III =
1
E(Q) = <(127177/1764,
45080155/74088)>
R = 11.8928777805
0 integral points
E_-04506: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04505: r = 0 t = 1
#III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04504: r = 1 t = 1 #III =
1
E(Q) =
<(134465910737/2880361561, 48204331152400123/154586124617309)>
R = 25.8375455253
0 integral points
E_-04503: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04502: r = 1 t = 1 #III =
1
E(Q) =
<(104187430729/4694990400, 25788341995434683/321700742208000)>
R =
25.7948186840
0 integral points
E_-04501: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04500: r = 1 t = 1 #III =
1
E(Q) = <(30, 150)>
R = 0.6896694507
4 integral points
1. (30, 150) = 1 * (30,
150)
2. (30, -150) = -(30,
150)
3. (21, 69) = -2 * (21,
69)
4. (21, -69) = -(21,
69)
E_-04499: r = 1 t = 1 #III =
1
E(Q) = <(1505/4,
58383/8)>
R = 6.7942158191
0 integral points
E_-04498: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04497: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04496: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04495: r = 2 t = 1 #III =
1
E(Q) = <(484/9,
10493/27)> x <(12854/49, 1457147/343)>
R = 45.4223486293
0 integral points
E_-04494: r = 1 t = 1 #III =
1
E(Q) = <(26405065/1004004,
117737580997/1006012008)>
R = 17.4539517824
0 integral points
E_-04493: r = 1 t = 1 #III =
1
E(Q) = <(333777/11236,
175532665/1191016)>
R = 13.0444977507
0 integral points
E_-04492: r = 1 t = 1 #III =
1
E(Q) = <(24997/1089,
3133385/35937)>
R = 10.5389880093
0 integral points
E_-04491: r = 1 t = 1 #III =
1
E(Q) = <(369650665/17489124,
5146412153579/73139516568)>
R = 20.1718401829
0 integral points
E_-04490: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04489: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04488: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04487: r = 1 t = 1 #III =
1
E(Q) = <(51, 358)>
R = 4.1271360601
2 integral points
1. (51, 358) = 1 * (51,
358)
2. (51, -358) = -(51,
358)
E_-04486: r = 1 t = 1 #III =
1
E(Q) = <(9293105/357604,
24442211689/213847192)>
R = 16.4134617694
0 integral points
E_-04485: r = 1 t = 1 #III =
1
E(Q) =
<(31855876129/361532196, 5667036899027473/6874173174744)>
R = 24.2988263269
0 integral points
E_-04484: r = 1 t = 1 #III =
1
E(Q) = <(688362/10201,
566934862/1030301)>
R = 12.8975745173
0 integral points
E_-04483: r = 1 t = 1 #III =
1
E(Q) =
<(10320225787/104878081, 1045947098977920/1074056427521)>
R = 22.6105625711
0 integral points
E_-04482: r = 1 t = 1 #III =
1
E(Q) =
<(1966278248233/14851321956, 2754531208862887445/1809871201489896)>
R = 28.3835161582
0 integral points
E_-04481: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04480: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04479: r = 1 t = 1 #III =
1
E(Q) = <(184,
2495)>
R = 4.8078448793
2 integral points
1. (184, 2495) = 1 * (184,
2495)
2. (184, -2495) = -(184,
2495)
E_-04478: r = 2 t = 1 #III =
1
E(Q) = <(769/36, 15679/216)>
x <(5842999/275625, 10281969307/144703125)>
R = 111.9001625318
0 integral points
E_-04477: r = 2 t = 1 #III =
1
E(Q) = <(53, 380)> x
<(40577/2209, 4307110/103823)>
R = 42.4677434122
2 integral points
1. (53, 380) = 1 * (53,
380)
2. (53, -380) = -(53,
380)
E_-04476: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04475: r = 1 t = 1 #III =
1
E(Q) = <(2379/121, 74408/1331)>
R = 8.2467299750
0 integral points
E_-04474: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04473: r = 1 t = 1 #III =
1
E(Q) = <(39481/529,
7802488/12167)>
R = 10.7181202285
0 integral points
E_-04472: r = 2 t = 1 #III =
1
E(Q) = <(17, 21)> x
<(66, 532)>
R = 10.2743196147
4 integral points
1. (17, 21) = 1 * (17,
21)
2. (17, -21) = -(17,
21)
3. (66, 532) = 1 * (66,
532)
4. (66, -532) = -(66,
532)
E_-04471: r = 1 t = 1 #III =
1
E(Q) = <(1256/25,
43721/125)>
R = 6.8715284644
0 integral points
E_-04470: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04469: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04468: r = 1 t = 1 #III =
1
E(Q) = <(1406/25,
52054/125)>
R = 6.7327447122
0 integral points
E_-04467: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04466: r = 1 t = 1 #III =
1
E(Q) =
<(1093051020139017/14903908071364,
35932565886774382285403/57537401536168861112)>
R = 34.7645563232
0 integral points
E_-04465: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04464: r = 2 t = 1 #III =
1
E(Q) = <(40, 244)> x
<(304, 5300)>
R = 9.8750322265
6 integral points
1. (40, 244) = 1 * (40,
244)
2. (40, -244) = -(40,
244)
3. (97, 953) = 1 * (40, 244)
- 1 * (304, 5300)
4. (97, -953) = -(97,
953)
5. (304, 5300) = 1 * (304,
5300)
6. (304, -5300) = -(304,
5300)
E_-04463: r = 1 t = 1 #III =
1
E(Q) = <(18, 37)>
R = 2.9375611222
2 integral points
1. (18, 37) = 1 * (18,
37)
2. (18, -37) = -(18,
37)
E_-04462: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04461: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04460: r = 1 t = 1 #III =
1
E(Q) =
<(270893449381/13911023025, 88728040448326279/1640735610683625)>
R = 26.8007814720
0 integral points
E_-04459: r = 2 t = 1 #III =
1
E(Q) = <(35, 196)> x
<(329/16, 4165/64)>
R = 8.1063007281
2 integral points
1. (35, 196) = 1 * (35,
196)
2. (35, -196) = -(35,
196)
E_-04458: r = 3 t = 1 #III =
1
E(Q) = <(19, 49)> x
<(241/4, 3703/8)> x <(1058137/31684, 1021250461/5639752)>
R = 271.7650798055
2 integral points
1. (19, 49) = 1 * (19,
49)
2. (19, -49) = -(19,
49)
E_-04457: r = 3 t = 1 #III =
1
E(Q) = <(433/9, 8828/27)>
x <(633/4, 15917/8)> x <(5361/16, 392503/64)>
R = 235.9013572080
2 integral points
1. (9141, 873958) = 1 *
(433/9, 8828/27) - 1 * (633/4, 15917/8) - 1 * (5361/16, 392503/64)
2. (9141, -873958) = -(9141,
873958)
E_-04456: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04455: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04454: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04453: r = 2 t = 1 #III =
1
E(Q) = <(13217/169, 1512406/2197)>
x <(7404535261/51624225, 636676415563384/370920056625)>
R = 199.4651601922
0 integral points
E_-04452: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04451: r = 1 t = 1 #III =
1
E(Q) = <(125665/1764,
44272241/74088)>
R = 11.8819894027
0 integral points
E_-04450: r = 2 t = 1 #III =
1
E(Q) = <(3899/169,
194407/2197)> x <(5819/49, 443297/343)>
R = 72.9989797262
0 integral points
E_-04449: r = 1 t = 1 #III =
1
E(Q) = <(423865/10404,
266724467/1061208)>
R = 13.1988683055
0 integral points
E_-04448: r = 1 t = 1 #III =
1
E(Q) = <(33516047217/2033468836,
498932454384265/91697243690584)>
R = 24.7835761779
0 integral points
E_-04447: r = 1 t = 1 #III =
1
E(Q) = <(52, 369)>
R = 3.1309592571
2 integral points
1. (52, 369) = 1 * (52, 369)
2. (52, -369) = -(52,
369)
E_-04446: r = 1 t = 1 #III =
1
E(Q) = <(180441/676,
76639395/17576)>
R = 11.4086080524
0 integral points
E_-04445: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04444: r = 1 t = 1 #III =
1
E(Q) = <(148/9,
46/27)>
R = 4.6222217057
0 integral points
E_-04443: r = 1 t = 1 #III =
1
E(Q) =
<(461700332283967/5718990056481,
9878679155752805595410/13676627299660979121)>
R = 33.8901986851
0 integral points
E_-04442: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04441: r = 1 t = 1 #III =
1
E(Q) =
<(37028587145/1437319744, 6130550688748891/54491666134528)>
R = 24.7054254558
0 integral points
E_-04440: r = 1 t = 1 #III =
1
E(Q) = <(89914/2601,
25471252/132651)>
R = 10.9956648601
0 integral points
E_-04439: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04438: r = 2 t = 1 #III =
1
E(Q) = <(79, 699)> x
<(5959/25, 459927/125)>
R = 31.4354104019
2 integral points
1. (79, 699) = 1 * (79,
699)
2. (79, -699) = -(79,
699)
E_-04437: r = 2 t = 1 #III =
1
E(Q) = <(457/4, 9755/8)>
x <(5833, 445490)>
R = 53.1948895675
2 integral points
1. (5833, 445490) = 1 *
(5833, 445490)
2. (5833, -445490) = -(5833,
445490)
E_-04436: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04435: r = 1 t = 1 #III
= 1
E(Q) =
<(1832517961/16160400, 783268883047090/649648080000)>
R = 21.4176991094
0 integral points
E_-04434: r = 2 t = 1 #III =
1
E(Q) = <(3283/9,
188099/27)> x <(21816543385/1224440064, 1498044828125123/42845606719488)>
R = 191.9697177912
0 integral points
E_-04433: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04432: r = 1 t = 1 #III =
1
E(Q) = <(43150453458667489/113037191291025,
8963151654441167466182263/1201799548901092242375)>
R = 38.3299231760
0 integral points
E_-04431: r = 2 t = 1 #III =
1
E(Q) = <(43, 274)> x
<(4729/100, 318317/1000)>
R = 33.2544063046
2 integral points
1. (43, 274) = 1 * (43,
274)
2. (43, -274) = -(43,
274)
E_-04430: r = 1 t = 1 #III =
1
E(Q) = <(6639/169,
520807/2197)>
R = 9.0506011055
0 integral points
E_-04429: r = 2 t = 1 #III =
1
E(Q) = <(17, 22)> x
<(6761/4, 555925/8)>
R = 28.1447184767
2 integral points
1. (17, 22) = 1 * (17,
22)
2. (17, -22) = -(17,
22)
E_-04428: r = 2 t = 1 #III =
1
E(Q) = <(37, 215)> x
<(73/4, 325/8)>
R = 17.8528994241
2 integral points
1. (37, 215) = 1 * (37,
215)
2. (37, -215) = -(37,
215)
E_-04427: r = 1 t = 1 #III =
1
E(Q) = <(173156393/379456,
2278492896555/233744896)>
R = 18.4425235647
0 integral points
E_-04426: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04425: r = 1 t = 1 #III =
1
E(Q) =
<(9127939801/451902564, 593438446785149/9606544705512)>
R = 23.3944060724
0 integral points
E_-04424: r = 2 t = 1 #III =
1
E(Q) = <(102, 1028)> x
<(67650/3721, 9037456/226981)>
R = 43.3879910947
2 integral points
1. (102, 1028) = 1 * (102,
1028)
2. (102, -1028) = -(102,
1028)
E_-04423: r = 2 t = 1 #III =
1
E(Q) = <(23, 88)> x
<(3409/36, 198521/216)>
R = 28.4961331879
2 integral points
1. (23, 88) = 1 * (23,
88)
2. (23, -88) = -(23,
88)
E_-04422: r = 1 t = 1 #III =
1
E(Q) =
<(6860695824271/751034025, 17970172501312205819/20582087455125)>
R = 29.5579350464
0 integral points
E_-04421: r = 1 t = 1 #III =
1
E(Q) = <(5304277/257049,
8611045552/130323843)>
R = 15.9351711319
0 integral points
E_-04420: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04419: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04418: r = 1 t = 1 #III =
1
E(Q) = <(6091/225,
419111/3375)>
R = 9.0681109418
0 integral points
E_-04417: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04416: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04415: r = 3 t = 1 #III =
1
E(Q) = <(24, 97)> x
<(84, 767)> x <(1074, 35197)>
R = 71.3104081906
6 integral points
1. (24, 97) = 1 * (24,
97)
2. (24, -97) = -(24,
97)
3. (84, 767) = 1 * (84,
767)
4. (84, -767) = -(84,
767)
5. (1074, 35197) = 1 * (1074,
35197)
6. (1074, -35197) = -(1074,
35197)
E_-04414: r = 1 t = 1 #III =
1
E(Q) = <(24106769/1936,
118360968185/85184)>
R = 16.9988134438
0 integral points
E_-04413: r = 1 t = 1 #III =
1
E(Q) =
<(867157069960820391034921/52850465679626357675625,
24893560865201107144922325451075094/12149914660610146587857386002796875)>
R = 55.6686669223
0 integral points
E_-04412: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04411: r = 1 t = 1 #III =
1
E(Q) = <(407467/15129,
228860128/1860867)>
R = 13.2727466333
0 integral points
E_-04410: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04409: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04408: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04407: r = 1 t = 1 #III =
1
E(Q) = <(22, 79)>
R = 3.0548891492
2 integral points
1. (22, 79) = 1 * (22,
79)
2. (22, -79) = -(22,
79)
E_-04406: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04405: r = 1 t = 1 #III =
9
E(Q) = <(41, 254)>
R = 3.9530530494
2 integral points
1. (41, 254) = 1 * (41,
254)
2. (41, -254) = -(41,
254)
E_-04404: r = 1 t = 1 #III =
1
E(Q) = <(5629/81,
419545/729)>
R = 8.7792662383
0 integral points
E_-04403: r = 2 t = 1 #III =
1
E(Q) = <(5427/121,
389920/1331)> x <(6801/400, 181049/8000)>
R = 72.5561401635
0 integral points
E_-04402: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04401: r = 1 t = 1 #III =
1
E(Q) = <(36589/1089,
6580270/35937)>
R = 10.7965528640
0 integral points
E_-04400: r = 1 t = 1 #III =
1
E(Q) = <(20, 60)>
R = 0.4502036759
6 integral points
1. (20, 60) = 1 * (20,
60)
2. (20, -60) = -(20,
60)
3. (60, 460) = -2 * (20,
60)
4. (60, -460) = -(60,
460)
5. (89, 837) = 3 * (20,
60)
6. (89, -837) = -(89,
837)
E_-04399: r = 1 t = 1 #III =
1
E(Q) = <(176360/2401,
73650599/117649)>
R = 11.7541102894
0 integral points
E_-04398: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04397: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04396: r = 2 t = 1 #III =
1
E(Q) = <(365, 6973)> x
<(281/16, 2045/64)>
R = 34.4642725436
2 integral points
1. (365, 6973) = 1 * (365,
6973)
2. (365, -6973) = -(365,
6973)
E_-04395: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04394: r = 1 t = 1 #III =
1
E(Q) = <(450163/7569,
298862351/658503)>
R = 13.1844419625
0 integral points
E_-04393: r = 2 t = 1 #III =
1
E(Q) = <(169, 2196)> x
<(409/16, 7101/64)>
R = 23.1539435496
2 integral points
1. (169, 2196) = 1 * (169,
2196)
2. (169, -2196) = -(169,
2196)
E_-04392: r = 1 t = 1 #III =
1
E(Q) = <(42, 264)>
R = 2.5459259916
2 integral points
1. (42, 264) = 1 * (42,
264)
2. (42, -264) = -(42,
264)
E_-04391: r = 1 t = 1 #III =
1
E(Q) = <(416/25,
1839/125)>
R = 5.5612200772
0 integral points
E_-04390: r = 2 t = 1 #III =
1
E(Q) = <(281/16,
2051/64)> x <(1496321/62500, 1509453631/15625000)>
R = 87.2006464736
0 integral points
E_-04389: r = 2 t = 1 #III =
1
E(Q) = <(25, 106)> x
<(2933718346746433/110620498746384,
138954911734362966610591/1163465254988933257152)>
R = 126.7314696842
2 integral points
1. (25, 106) = 1 * (25,
106)
2. (25, -106) = -(25,
106)
E_-04388: r = 2 t = 1 #III =
1
E(Q) = <(18, 38)> x
<(31644621/190969, 177926375063/83453453)>
R = 45.6541576366
2 integral points
1. (18, 38) = 1 * (18,
38)
2. (18, -38) = -(18,
38)
E_-04387: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04386: r = 1 t = 1 #III =
1
E(Q) = <(30316033/36,
166920069439/216)>
R = 17.2271992272
0 integral points
E_-04385: r = 1 t = 1 #III =
1
E(Q) =
<(31297465570681/357197475600,
174519348695337781171/213482643267096000)>
R = 31.1886832365
0 integral points
E_-04384: r = 2 t = 1 #III =
1
E(Q) = <(17, 23)> x
<(5113/169, 335421/2197)>
R = 26.1583507580
2 integral points
1. (17, 23) = 1 * (17,
23)
2. (17, -23) = -(17, 23)
E_-04383: r = 1 t = 1 #III =
1
E(Q) = <(1348/49,
43975/343)>
R = 7.0918051270
0 integral points
E_-04382: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04381: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04380: r = 1 t = 1 #III =
1
E(Q) = <(24136/961,
3189526/29791)>
R = 9.5447961274
0 integral points
E_-04379: r = 1 t = 1 #III =
1
E(Q) = <(120895/1089,
41967818/35937)>
R = 11.7929278501
0 integral points
E_-04378: r = 1 t = 1 #III =
1
E(Q) =
<(2628858358241289264954187/40079959893427855401,
4262366410339083418914943381382484685/253741157934283268697987688149)>
R = 56.2287452933
0 integral points
E_-04377: r = 1 t = 1 #III =
1
E(Q) = <(343129/8100,
195123133/729000)>
R = 12.9775115752
0 integral points
E_-04376: r = 1 t = 1 #III =
1
E(Q) = <(137013930/6817321,
1088871746908/17800025131)>
R = 18.5027697592
0 integral points
E_-04375: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-04374: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04373: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04372: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04371: r = 1 t = 1 #III =
1
E(Q) =
<(5688034333657/16259310144, 13565042013661699427/2073257155081728)>
R = 29.3981172321
0 integral points
E_-04370: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04369: r = 1 t = 1 #III =
1
E(Q) = <(6314189168430864153149833/384099544178219645800704,
2039983201613699342777893102136725211/238048630693887993073434278066884608)>
R = 57.6515870410
0 integral points
E_-04368: r = 1 t = 1 #III =
1
E(Q) = <(17928577/1089936,
10351889855/1137893184)>
R = 17.2483298086
0 integral points
E_-04367: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04366: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-04365: r = 1 t = 1 #III =
1
E(Q) = <(81, 726)>
R = 3.7851773625
2 integral points
1. (81, 726) = 1 * (81,
726)
2. (81, -726) = -(81, 726)
E_-04364: r = 1 t = 1 #III =
1
E(Q) = <(117265/7056,
8913799/592704)>
R = 12.2137631030
0 integral points
E_-04363: r = 1 t = 1 #III =
1
E(Q) = <(690936643/40030929,
7068832688080/253275687783)>
R =
20.8780204114
0 integral points
E_-04362: r = 2 t = 1 #III =
1
E(Q) = <(470971/225,
323214731/3375)> x <(1295611/3025, 1474687109/166375)>
R = 179.3460640671
0 integral points
E_-04361: r = 2 t = 1 #III =
1
E(Q) = <(21, 70)> x
<(711753/10816, 595861189/1124864)>
R = 26.6311577886
2 integral points
1. (21, 70) = 1 * (21,
70)
2. (21, -70) = -(21,
70)
E_-04360: r = 1 t = 1 #III =
1
E(Q) = <(415474/25281,
35643608/4019679)>
R = 12.7905889582
0 integral points
E_-04359: r = 2 t = 1 #III =
1
E(Q) = <(19, 50)> x
<(265/16, 869/64)>
R = 20.7957235719
2 integral points
1. (19, 50) = 1 * (19, 50)
2. (19, -50) = -(19,
50)
E_-04358: r = 1 t = 1 #III =
1
E(Q) =
<(397914321727/20377277001, 161646605484813235/2908835914615749)>
R = 27.1809747398
0 integral points
E_-04357: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04356: r = 1 t = 1 #III =
1
E(Q) = <(3877/9,
241397/27)>
R = 8.2861264493
0 integral points
E_-04355: r = 1 t = 1 #III =
1
E(Q) = <(117601/36,
40328911/216)>
R = 11.6781273167
0 integral points
E_-04354: r = 2 t = 1 #III =
1
E(Q) = <(113/4, 1079/8)>
x <(25437385/1004004, 109786240187/1006012008)>
R = 87.6506858631
0 integral points
E_-04353: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04352: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04351: r = 2 t = 1 #III =
1
E(Q) = <(26, 115)> x
<(340/9, 6011/27)>
R = 16.0851430353
4 integral points
1. (26, 115) = 1 * (26,
115)
2. (26, -115) = -(26,
115)
3. (758, 20869) = 1 * (26, 115) - 1 *
(340/9, 6011/27)
4. (758, -20869) = -(758,
20869)
E_-04350: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04349: r = 1 t = 1 #III =
1
E(Q) =
<(6548774408641225/335535165829161,
341418414560156738224334/6146205328760390287659)>
R = 36.8894529618
0 integral points
E_-04348: r = 1 t = 1 #III =
1
E(Q) = <(2941/169,
66717/2197)>
R = 7.9575012452
0 integral points
E_-04347: r = 2 t = 1 #III =
1
E(Q) = <(177/4, 2295/8)>
x <(519/25, 8478/125)>
R = 15.6171117134
2 integral points
1. (163, 2080) = -1 * (177/4, 2295/8) + 1 * (519/25,
8478/125)
2. (163, -2080) = -(163,
2080)
E_-04346: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04345: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04344: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04343: r = 1 t = 1 #III =
1
E(Q) = <(143328066/3591025,
1656280100239/6804992375)>
R =
18.5631405753
0 integral points
E_-04342: r = 1 t = 1 #III =
1
E(Q) = <(682835183/1466521,
17842861091635/1775956931)>
R = 20.3633073578
0 integral points
E_-04341: r = 1 t = 1 #III =
1
E(Q) =
<(336839228643961/18894192095025,
2989607705003516773834/82128235018089443625)>
R = 33.9600807733
0 integral points
E_-04340: r = 1 t = 1 #III =
1
E(Q) = <(1446,
54986)>
R = 6.5903467627
2 integral points
1. (1446, 54986) = 1 * (1446,
54986)
2. (1446, -54986) = -(1446,
54986)
E_-04339: r = 1 t = 1 #III =
1
E(Q) = <(1105/64,
14553/512)>
R = 6.9817937591
0 integral points
E_-04338: r = 1 t = 1 #III =
1
E(Q) = <(321/4,
5727/8)>
R = 5.1630503892
0 integral points
E_-04337: r = 2 t = 1 #III =
1
E(Q) = <(17, 24)> x
<(122349/2209, 42246026/103823)>
R = 32.2799014481
2 integral points
1. (17, 24) = 1 * (17,
24)
2. (17, -24) = -(17,
24)
E_-04336: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04335: r = 2 t = 1 #III =
1
E(Q) = <(34, 187)> x
<(544/9, 12563/27)>
R = 5.9900189591
4 integral points
1. (34, 187) = 1 * (34,
187)
2. (34, -187) = -(34,
187)
3. (514, 11653) = 1 * (34,
187) - 1 * (544/9, 12563/27)
4. (514, -11653) = -(514,
11653)
E_-04334: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04333: r = 1 t = 1 #III =
1
E(Q) = <(5777,
439090)>
R = 8.6633753929
2 integral points
1. (5777, 439090) = 1 *
(5777, 439090)
2. (5777, -439090) = -(5777,
439090)
E_-04332: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04331: r = 2 t = 1 #III =
1
E(Q) = <(1215/49,
35834/343)> x <(1785/64, 67469/512)>
R = 47.5332282110
2 integral points
1. (5775, 438862) = 1 *
(1215/49, 35834/343) - 1 * (1785/64, 67469/512)
2. (5775, -438862) = -(5775,
438862)
E_-04330: r = 2 t = 1 #III =
1
E(Q) = <(169/4, 2133/8)>
x <(4171/9, 269371/27)>
R = 39.2691439478
0 integral points
E_-04329: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04328: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04327: r = 1 t = 1 #III =
1
E(Q) = <(2318/49,
109297/343)>
R =
7.4939418471
0 integral points
E_-04326: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04325: r = 1 t = 1 #III =
1
E(Q) =
<(2116011649/128187684, 19087014554657/1451340958248)>
R = 22.0160957498
0 integral points
E_-04324: r = 1 t = 1 #III =
1
E(Q) = <(1442,
54758)>
R = 6.5875873619
2 integral points
1. (1442, 54758) = 1 * (1442,
54758)
2. (1442, -54758) = -(1442,
54758)
E_-04323: r = 2 t = 1 #III =
1
E(Q) = <(1423/9,
53650/27)> x <(19441/900, 2048489/27000)>
R = 67.4128580939
0 integral points
E_-04322: r = 1 t = 1 #III =
1
E(Q) =
<(17908845321577869907233897/7144227104727629292544,
75788152204982880119362564973351121995/603855293213105480607727079555072)>
R = 58.1513333639
0 integral points
E_-04321: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04320: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04319: r = 1 t = 1 #III =
1
E(Q) = <(81/4,
505/8)>
R = 4.8499978524
0 integral points
E_-04318: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04317: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04316: r = 1 t = 1 #III =
1
E(Q) = <(48, 326)>
R = 3.1515224407
2 integral points
1. (48, 326) = 1 * (48,
326)
2. (48, -326) = -(48,
326)
E_-04315: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04314: r = 1 t = 1 #III =
1
E(Q) = <(5995/81,
461701/729)>
R = 8.8327365665
0 integral points
E_-04313: r = 1 t = 1 #III =
9
E(Q) = <(729/16,
19229/64)>
R = 6.8066738346
0 integral points
E_-04312: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04311: r = 2 t = 1 #III =
1
E(Q) = <(18, 39)> x <(46,
305)>
R = 7.3150864012
4 integral points
1. (18, 39) = 1 * (18,
39)
2. (18, -39) = -(18,
39)
3. (46, 305) = 1 * (46,
305)
4. (46, -305) = -(46,
305)
E_-04310: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04309: r = 2 t = 1 #III =
1
E(Q) = <(125, 1396)> x
<(561512369/28622500, 8717873713847/153130375000)>
R = 95.9417393384
2 integral points
1. (125, 1396) = 1 * (125,
1396)
2. (125, -1396) = -(125,
1396)
E_-04308: r = 2 t = 1 #III =
1
E(Q) = <(742/9,
20134/27)> x <(29638/81, 5102162/729)>
R = 56.6260374220
0 integral points
E_-04307: r = 3 t = 1 #III =
1
E(Q) = <(27, 124)> x
<(411, 8332)> x <(116287/9, 39654890/27)>
R = 190.7669949128
4 integral points
1. (27, 124) = 1 * (27,
124)
2. (27, -124) = -(27,
124)
3. (411, 8332) = 1 * (411,
8332)
4. (411, -8332) = -(411,
8332)
E_-04306: r = 1 t = 1 #III =
1
E(Q) =
<(73686534316219917938542099897/17464141816782034888293264,
20002403502897909075506396280106044081736147/72982859309910247233582727036732001088)>
R = 66.4719889843
0 integral points
E_-04305: r = 1 t = 1 #III =
1
E(Q) = <(5749/9,
435898/27)>
R = 8.6724416358
0 integral points
E_-04304: r = 1 t = 1 #III =
1
E(Q) = <(8025/361,
560651/6859)>
R = 9.4093949882
0 integral points
E_-04303: r = 1 t = 1 #III =
1
E(Q) = <(94, 909)>
R = 3.6376962062
2 integral points
1. (94, 909) = 1 * (94, 909)
2. (94, -909) = -(94,
909)
E_-04302: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04301: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-04300: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04299: r = 1 t = 1 #III =
1
E(Q) =
<(143370544591873/89665511364, 1716681290720522757281/26849620053858888)>
R = 32.6027077536
0 integral points
E_-04298: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04297: r = 1 t = 1 #III =
1
E(Q) = <(24354975313/628705476,
3657686755418695/15764161105224)>
R = 24.1667977280
0 integral points
E_-04296: r = 1 t = 1 #III =
1
E(Q) = <(6711313/285156,
14236469369/152273304)>
R = 16.1173057407
0 integral points
E_-04295: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04294: r = 2 t = 1 #III =
1
E(Q) = <(175/9, 1493/27)>
x <(146545/6084, 46691657/474552)>
R =
63.3237201436
0 integral points
E_-04293: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04292: r = 2 t = 1 #III =
1
E(Q) = <(506, 11382)> x
<(141, 1673)>
R =
21.5437989595
4 integral points
1. (506, 11382) = 1 * (506,
11382)
2. (506, -11382) = -(506,
11382)
3. (141, 1673) = 1 * (141,
1673)
4. (141, -1673) = -(141,
1673)
E_-04291: r = 3 t = 1 #III =
1
E(Q) = <(65/4, 1/8)> x
<(617/4, 15317/8)> x <(31259/289, 5517280/4913)>
R = 273.3752107427
0 integral points
E_-04290: r = 2 t = 1 #III =
1
E(Q) = <(361/16,
5429/64)> x <(53790049/3006756, 197535235247/5213714904)>
R = 108.0313213690
0 integral points
E_-04289: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04288: r = 2 t = 1 #III =
1
E(Q) = <(92, 880)> x
<(17, 25)>
R = 10.4886350875
4 integral points
1. (92, 880) = 1 * (92,
880)
2. (92, -880) = -(92,
880)
3. (17, 25) = 1 * (17,
25)
4. (17, -25) = -(17,
25)
E_-04287: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04286: r = 1 t = 1 #III =
1
E(Q) = <(24850857/425104,
122546981867/277167808)>
R = 17.1969425015
0 integral points
E_-04285: r = 2 t = 1 #III =
1
E(Q) = <(389, 7672)> x
<(194569/5929, 80453262/456533)>
R = 63.7224268848
2 integral points
1. (389, 7672) = 1 * (389,
7672)
2. (389, -7672) = -(389,
7672)
E_-04284: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04283: r = 1 t = 1 #III =
1
E(Q) = <(469423/3249,
321394150/185193)>
R = 13.1282126624
0 integral points
E_-04282: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04281: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04280: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04279: r = 2 t = 1 #III =
1
E(Q) = <(20, 61)> x
<(44672, 9441763)>
R = 30.6539282578
4 integral points
1. (20, 61) = 1 * (20,
61)
2. (20, -61) = -(20,
61)
3. (44672, 9441763) = 1 *
(44672, 9441763)
4. (44672, -9441763) =
-(44672, 9441763)
E_-04278: r = 1 t = 1 #III =
1
E(Q) =
<(6085982443501074193/90524717379534564, 14907926930711163920506308295/27236466647509786794289512)>
R = 43.3994379487
0 integral points
E_-04277: r = 1 t = 1 #III =
1
E(Q) = <(53700193/3006756,
196455817585/5213714904)>
R = 18.3054427397
0 integral points
E_-04276: r = 2 t = 1 #III =
1
E(Q) = <(70, 582)> x
<(65/4, 31/8)>
R = 13.7456446461
2 integral points
1. (70, 582) = 1 * (70,
582)
2. (70, -582) = -(70,
582)
E_-04275: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04274: r = 2 t = 1 #III =
1
E(Q) = <(65/4, 33/8)> x
<(70395/1849, 17939393/79507)>
R = 46.9515563598
0 integral points
E_-04273: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04272: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04271: r = 1 t = 1 #III
= 1
E(Q) =
<(596096189770/3019612401, 460101796909604227/165930721047351)>
R = 26.7020473319
0 integral points
E_-04270: r = 1 t = 1 #III =
1
E(Q) =
<(8342705316415199/81839686947841, 760472114538348203023577/740365101324565093889)>
R = 36.7575610034
0 integral points
E_-04269: r = 1 t = 1 #III =
1
E(Q) =
<(1625193010381/49584155625,
1942195582704690404/11041151853796875)>
R = 28.4096870714
0 integral points
E_-04268: r = 2 t = 1 #III =
1
E(Q) = <(357, 6745)> x
<(5817/256, 353875/4096)>
R = 52.8175890672
2 integral points
1. (357, 6745) = 1 * (357,
6745)
2. (357, -6745) = -(357,
6745)
E_-04267: r = 1 t = 1 #III =
1
E(Q) = <(1339/25,
48312/125)>
R = 6.8336265017
0 integral points
E_-04266: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04265: r = 2 t = 1 #III =
1
E(Q) = <(489/16,
9973/64)> x <(84521, 24572364)>
R = 68.4710256967
2 integral points
1. (84521, 24572364) = 1 *
(84521, 24572364)
2. (84521, -24572364) =
-(84521, 24572364)
E_-04264: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04263: r = 1 t = 1 #III =
1
E(Q) = <(28, 133)>
R = 1.9118759290
2 integral points
1. (28, 133) = 1 * (28, 133)
2. (28, -133) = -(28,
133)
E_-04262: r = 2 t = 1 #III =
1
E(Q) = <(343/9, 6103/27)>
x <(1681/36, 67463/216)>
R = 46.2297235472
0 integral points
E_-04261: r = 1 t = 1 #III =
4
E(Q) = <(9737/529,
540718/12167)>
R = 9.6767189186
0 integral points
E_-04260: r = 1 t = 1 #III =
1
E(Q) = <(1906/81,
68266/729)>
R = 7.2566851321
0 integral points
E_-04259: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04258: r = 2 t = 1 #III =
1
E(Q) = <(19, 51)> x
<(1980739/119025, 768867013/41063625)>
R = 42.9944258355
2 integral points
1. (19, 51) = 1 * (19,
51)
2. (19, -51) = -(19,
51)
E_-04257: r = 1 t = 1 #III =
1
E(Q) = <(113521/1681,
37983232/68921)>
R = 11.7857825304
0 integral points
E_-04256: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04255: r = 1 t = 1 #III =
1
E(Q) = <(151/9,
584/27)>
R = 5.5507086523
0 integral points
E_-04254: r = 0 t = 1 #III = 4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04253: r = 2 t = 1 #III =
1
E(Q) = <(33, 178)> x
<(19054399209/210714256, 2622649974680459/3058728140096)>
R = 89.6370273378
2 integral points
1. (33, 178) = 1 * (33,
178)
2. (33, -178) = -(33,
178)
E_-04252: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04251: r = 2 t = 1 #III =
1
E(Q) = <(1273/36,
43181/216)> x <(648283/9801, 518123744/970299)>
R = 98.6871864151
0 integral points
E_-04250: r = 1 t = 1 #III =
1
E(Q) = <(101091145/4309776,
832393036475/8947094976)>
R = 17.2200201110
0 integral points
E_-04249: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04248: r = 2 t = 1 #III =
1
E(Q) = <(22, 80)> x
<(8761/25, 819991/125)>
R = 22.4365749530
2 integral points
1. (22, 80) = 1 * (22,
80)
2. (22, -80) = -(22,
80)
E_-04247: r = 1 t = 1 #III =
1
E(Q) = <(38, 225)>
R = 2.8806595879
2 integral points
1. (38, 225) = 1 * (38,
225)
2. (38, -225) = -(38,
225)
E_-04246: r = 2 t = 1 #III =
1
E(Q) = <(23, 89)> x
<(25082353631/24750625, 3972386926968029/123134359375)>
R = 82.2215024126
2 integral points
1. (23, 89) = 1 * (23,
89)
2. (23, -89) = -(23,
89)
E_-04245: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04244: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04243: r = 2 t = 1 #III =
1
E(Q) = <(1073/64,
11095/512)> x <(333354907/641601, 6086304961100/513922401)>
R = 137.5424979059
0 integral points
E_-04242: r = 1 t = 1 #III =
1
E(Q) = <(4531/225,
211429/3375)>
R = 8.8740713440
0 integral points
E_-04241: r = 1 t = 1 #III =
1
E(Q) =
<(197707503731465845/637558611505929,
87903029781050610611465974/16098305848511621293467)>
R = 39.8576495155
0 integral points
E_-04240: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04239: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04238: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04237: r = 2 t = 1 #III =
1
E(Q) = <(17, 26)> x
<(125583175121/2647514116, 43611486736077703/136225191324664)>
R = 85.9903490360
2 integral points
1. (17, 26) = 1 * (17,
26)
2. (17, -26) = -(17,
26)
E_-04236: r = 1 t = 1 #III =
1
E(Q) =
<(566967370734433/27990723471876, 9452857507760035840751/148088449359117434376)>
R = 34.4241859484
0 integral points
E_-04235: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04234: r = 1 t = 1 #III =
1
E(Q) = <(344417/5476,
200400977/405224)>
R = 12.9059049170
0 integral points
E_-04233: r = 1 t = 1 #III =
1
E(Q) =
<(407941318729/24561158400, 71900173645195067/3849224744448000)>
R = 27.2716079177
0 integral points
E_-04232: r = 2 t = 1 #III =
1
E(Q) = <(18, 40)> x
<(262/9, 3860/27)>
R = 13.8881045427
2 integral points
1. (18, 40) = 1 * (18,
40)
2. (18, -40) = -(18,
40)
E_-04231: r = 1 t = 1 #III
= 1
E(Q) = <(5527/49,
410292/343)>
R = 8.1559261015
0 integral points
E_-04230: r = 1 t = 1 #III =
1
E(Q) = <(101631/5041,
22535931/357911)>
R = 11.2512350998
0 integral points
E_-04229: r = 2 t = 1 #III =
1
E(Q) = <(65/4, 63/8)> x
<(2045/49, 89748/343)>
R = 29.5859950096
0 integral points
E_-04228: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04227: r = 1 t = 1 #III =
1
E(Q) = <(79386793/1245456,
701534239595/1389928896)>
R = 18.3440276178
0 integral points
E_-04226: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04225: r = 2 t = 1 #III =
1
E(Q) = <(65, 520)> x
<(65/4, 65/8)>
R = 2.9789486876
4 integral points
1. (65, 520) = 1 * (65,
520)
2. (65, -520) = -(65,
520)
3. (29, 142) = -1 * (65, 520) - 1 * (65/4, 65/8)
4. (29, -142) = -(29,
142)
E_-04224: r = 1 t = 1 #III =
1
E(Q) = <(357361/1764,
213574985/74088)>
R = 12.8355119893
0 integral points
E_-04223: r = 2 t = 1 #III =
1
E(Q) = <(166/9, 1223/27)>
x <(264, 4289)>
R = 25.1711769731
2 integral points
1. (264, 4289) = 1 * (264,
4289)
2. (264, -4289) = -(264,
4289)
E_-04222: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04221: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04220: r = 3 t = 1 #III =
1
E(Q) = <(24, 98)> x
<(56, 414)> x <(36, 206)>
R = 16.4769952318
12 integral points
1. (176, 2334) = 1 * (24, 98)
- 1 * (56, 414)
2. (176, -2334) = -(176,
2334)
3. (24, 98) = 1 * (24,
98)
4. (24, -98) = -(24,
98)
5. (56, 414) = 1 * (56,
414)
6. (56, -414) = -(56,
414)
7. (869, 25617) = -1 * (56,
414) + 1 * (36, 206)
8. (869, -25617) = -(869,
25617)
9. (36, 206) = 1 * (36,
206)
10. (36, -206) = -(36,
206)
11. (21, 71) = -1 * (24, 98) -
1 * (36, 206)
12. (21, -71) = -(21,
71)
E_-04219: r = 1 t = 1 #III =
1
E(Q) =
<(61880154115969/225279332496,
486724121874236716865/106925681258571456)>
R = 31.7923740164
0 integral points
E_-04218: r = 2 t = 1 #III =
1
E(Q) = <(11329/576,
804961/13824)> x <(253699/1521, 127726399/59319)>
R = 122.3431246770
0 integral points
E_-04217: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04216: r = 1 t = 1 #III =
1
E(Q) = <(6065/121,
464357/1331)>
R = 8.9049512871
0 integral points
E_-04215: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04214: r = 1 t = 1 #III =
1
E(Q) = <(5175/121,
362111/1331)>
R = 8.7783698699
0 integral points
E_-04213: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04212: r = 1 t = 1 #III =
1
E(Q) = <(406/25,
1054/125)>
R = 5.8599407164
0 integral points
E_-04211: r = 1 t = 1 #III =
1
E(Q) = <(138323/3481,
49688496/205379)>
R = 11.5312702986
0 integral points
E_-04210: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04209: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04208: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04207: r = 2 t = 1 #III =
1
E(Q) = <(32, 169)> x
<(5651/25, 424726/125)>
R = 26.1946815600
2 integral points
1. (32, 169) = 1 * (32,
169)
2. (32, -169) = -(32,
169)
E_-04206: r = 1 t = 1 #III =
1
E(Q) = <(8695/441,
544643/9261)>
R = 9.5332277635
0 integral points
E_-04205: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04204: r = 1 t = 1 #III =
1
E(Q) = <(265/16,
1179/64)>
R = 5.5678805697
0 integral points
E_-04203: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04202: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04201: r = 2 t = 1 #III =
1
E(Q) = <(233, 3556)> x
<(8009/484, 193445/10648)>
R = 51.5719817664
2 integral points
1. (233, 3556) = 1 * (233,
3556)
2. (233, -3556) = -(233,
3556)
E_-04200: r = 1 t = 1 #III =
1
E(Q) = <(26506/1521,
1960496/59319)>
R = 10.0065719326
0 integral points
E_-04199: r = 1 t = 1 #III =
1
E(Q) = <(30, 151)>
R = 3.2557183416
2 integral points
1. (30, 151) = 1 * (30,
151)
2. (30, -151) = -(30,
151)
E_-04198: r = 1 t = 1 #III =
1
E(Q) =
<(811774770247/4563137601, 731124523108898425/308244508085151)>
R = 27.4781649165
0 integral points
E_-04197: r = 3 t = 1 #III =
1
E(Q) = <(61, 472)> x
<(73/4, 347/8)> x <(23061841/90000, 110735478361/27000000)>
R = 239.4906125278
2 integral points
1. (61, 472) = 1 * (61,
472)
2. (61, -472) = -(61,
472)
E_-04196: r = 1 t = 1 #III =
4
E(Q) = <(1170/49,
33286/343)>
R = 6.7617137342
0 integral points
E_-04195: r = 1 t = 1 #III =
1
E(Q) = <(4129/256,
3663/4096)>
R = 8.3257611918
0 integral points
E_-04194: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04193: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04192: r = 2 t = 1 #III =
1
E(Q) = <(193/9, 2033/27)>
x <(36001/1521, 5648833/59319)>
R = 56.2751638803
0 integral points
E_-04191: r = 1 t = 1 #III =
1
E(Q) = <(31, 160)>
R = 3.7409159430
2 integral points
1. (31, 160) = 1 * (31,
160)
2. (31, -160) = -(31,
160)
E_-04190: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04189: r = 1 t = 1
#III = 9
E(Q) = <(2149/81,
87740/729)>
R = 8.0270837332
0 integral points
E_-04188: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04187: r = 2 t = 1 #III =
1
E(Q) = <(1353/16,
49595/64)> x <(83970097/685584, 768584420695/567663552)>
R = 127.7390703140
0 integral points
E_-04186: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04185: r = 1 t = 1 #III =
1
E(Q) = <(142626769/4700224,
1570607756263/10190085632)>
R = 19.0886951474
0 integral points
E_-04184: r = 2 t = 1 #III =
1
E(Q) = <(17, 27)> x
<(614/25, 12888/125)>
R = 13.9100296330
2 integral points
1. (17, 27) = 1 * (17,
27)
2. (17, -27) = -(17,
27)
E_-04183: r = 1 t = 1 #III =
1
E(Q) = <(68, 557)>
R = 3.9016336952
2 integral points
1. (68, 557) = 1 * (68,
557)
2. (68, -557) = -(68,
557)
E_-04182: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04181: r = 2 t = 1 #III =
1
E(Q) = <(145/9, 26/27)> x
<(2617/144, 73747/1728)>
R = 46.0473816194
0 integral points
E_-04180: r = 1 t = 1 #III =
1
E(Q) =
<(56790710846/3008193409, 8329063791281254/164990383903423)>
R = 24.5491787169
0 integral points
E_-04179: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04178: r = 1 t = 1 #III =
1
E(Q) = <(758333481/6916900,
20849747316629/18191447000)>
R = 20.5366019187
0 integral points
E_-04177: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04176: r = 1 t = 1 #III =
1
E(Q) = <(25, 107)>
R = 3.5925636613
2 integral points
1. (25, 107) = 1 * (25,
107)
2. (25, -107) = -(25,
107)
E_-04175: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04174: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04173: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04172: r = 1 t = 1 #III =
1
E(Q) = <(24946177/304704,
124122007295/168196608)>
R = 17.1522793973
0 integral points
E_-04171: r = 2 t = 1 #III =
1
E(Q) = <(1385/4,
51541/8)> x <(1049/64, 7805/512)>
R = 54.2157639473
0 integral points
E_-04170: r = 1 t = 1 #III =
1
E(Q) = <(317518579/3956121,
5635016430263/7868724669)>
R = 19.6984502604
0 integral points
E_-04169: r = 1 t = 1 #III =
1
E(Q) = <(500905/12321,
343339804/1367631)>
R =
13.3614015130
0 integral points
E_-04168: r = 2 t = 1 #III =
1
E(Q) = <(98, 968)> x
<(721/4, 19353/8)>
R = 20.9796267165
2 integral points
1. (98, 968) = 1 * (98,
968)
2. (98, -968) = -(98,
968)
E_-04167: r = 1 t = 1 #III =
1
E(Q) = <(92452/1521,
27848861/59319)>
R = 11.1331118285
0 integral points
E_-04166: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04165: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04164: r = 2 t = 1 #III =
1
E(Q) = <(154, 1910)> x
<(85, 781)>
R = 18.5356396574
6 integral points
1. (154, 1910) = 1 * (154,
1910)
2. (154, -1910) = -(154,
1910)
3. (1282, 45902) = -1 * (154, 1910) + 1 * (85, 781)
4. (1282, -45902) = -(1282,
45902)
5. (85, 781) = 1 * (85,
781)
6. (85, -781) = -(85,
781)
E_-04163: r = 1 t = 1 #III =
1
E(Q) = <(147553/6084,
47696975/474552)>
R = 12.2856827534
0 integral points
E_-04162: r = 1 t = 1 #III =
1
E(Q) = <(7187/289,
520355/4913)>
R = 9.2551278708
0 integral points
E_-04161: r = 1 t = 1 #III =
1
E(Q) =
<(7405460735521/154312266276,
19769472635023965295/60617870312135976)>
R = 29.8354041271
0 integral points
E_-04160: r = 1 t = 1 #III =
1
E(Q) = <(32049/1849,
2573303/79507)>
R = 10.8905778537
0 integral points
E_-04159: r = 1 t = 1 #III =
1
E(Q) = <(788/49,
41/343)>
R = 6.7567055851
0 integral points
E_-04158: r = 1 t = 1 #III =
1
E(Q) = <(12783/529,
1213785/12167)>
R = 8.1928185550
0 integral points
E_-04157: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04156: r = 1 t = 1 #III =
1
E(Q) = <(20, 62)>
R = 2.5269246038
2 integral points
1. (20, 62) = 1 * (20,
62)
2. (20, -62) = -(20,
62)
E_-04155: r = 3 t = 1 #III =
1
E(Q) = <(19, 52)> x
<(859/25, 23852/125)> x <(5731, 433856)>
R = 190.3906838870
4 integral points
1. (19, 52) = 1 * (19,
52)
2. (19, -52) = -(19,
52)
3. (5731, 433856) = 1 *
(5731, 433856)
4. (5731, -433856) = -(5731,
433856)
E_-04154: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04153: r = 1 t = 1 #III =
1
E(Q) =
<(4352959193/243890689, 149104954446820/3808840890113)>
R = 22.6966808417
0 integral points
E_-04152: r = 1 t = 1 #III =
1
E(Q) = <(344593/19881,
91059605/2803221)>
R = 13.2654030903
0 integral points
E_-04151: r = 2 t = 1 #III =
1
E(Q) = <(18, 41)> x
<(6267/169, 475502/2197)>
R = 26.0093579960
2 integral points
1. (18, 41) = 1 * (18,
41)
2. (18, -41) = -(18,
41)
E_-04150: r = 1 t = 1 #III =
1
E(Q) = <(65/4,
95/8)>
R = 3.6456106832
0 integral points
E_-04149: r = 3 t = 1 #III =
1
E(Q) = <(105, 1074)> x
<(153/4, 1821/8)> x <(297, 5118)>
R = 58.7341588333
6 integral points
1. (237, 3648) = -1 * (105,
1074) + 1 * (153/4, 1821/8)
2. (237, -3648) = -(237,
3648)
3. (105, 1074) = 1 * (105,
1074)
4. (105, -1074) = -(105,
1074)
5. (297, 5118) = 1 * (297,
5118)
6. (297, -5118) = -(297,
5118)
E_-04148: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04147: r = 1 t = 1 #III =
1
E(Q) =
<(4320055597804915281330187/30920052082783917249,
8979124723789162124308437978063318440/171933429178056646553740449057)>
R = 56.7253812309
0 integral points
E_-04146: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04145: r = 2 t = 1 #III =
1
E(Q) = <(4761/64, 326851/512)> x
<(1921929/103684, 1574500997/33386248)>
R = 119.1387636564
0 integral points
E_-04144: r = 1 t = 1 #III =
1
E(Q) = <(65/4,
97/8)>
R = 4.7183482376
0 integral points
E_-04143: r = 2 t = 1 #III =
1
E(Q) = <(58, 437)> x
<(88, 823)>
R = 15.3122775231
6 integral points
1. (58, 437) = 1 * (58,
437)
2. (58, -437) = -(58,
437)
3. (1618, 65083) = 1 * (58,
437) - 1 * (88, 823)
4. (1618, -65083) = -(1618,
65083)
5. (88, 823) = 1 * (88,
823)
6. (88, -823) = -(88,
823)
E_-04142: r = 1 t = 1 #III =
1
E(Q) = <(21969801/250000,
102662030299/125000000)>
R = 17.0168552024
0 integral points
E_-04141: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04140: r = 1 t = 1 #III =
1
E(Q) =
<(2864514255169156969/150747924211290000,
3053203898625969474463833547/58529796073670825883000000)>
R = 42.9745888400
0 integral points
E_-04139: r = 1 t = 1 #III =
1
E(Q) = <(90457/4356,
19951363/287496)>
R = 11.8526807270
0 integral points
E_-04138: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04137: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04136: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04135: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04134: r = 1 t = 1 #III =
1
E(Q) = <(5503/9,
408221/27)>
R = 8.6291894830
0 integral points
E_-04133: r = 1 t = 1 #III =
1
E(Q) =
<(743943446607608857/30017192458127616,
547680486958359090540019075/5200619794243932504305664)>
R = 41.5262066995
0 integral points
E_-04132: r = 2 t = 1 #III =
1
E(Q) = <(122, 1346)> x
<(101, 1013)>
R = 18.7254789127
4 integral points
1. (122, 1346) = 1 * (122,
1346)
2. (122, -1346) = -(122,
1346)
3. (101, 1013) = 1 * (101,
1013)
4. (101, -1013) = -(101,
1013)
E_-04131: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04130: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04129: r = 2 t = 1 #III =
1
E(Q) = <(17, 28)> x
<(2674577/11236, 4373369497/1191016)>
R = 49.1332251168
2 integral points
1. (17, 28) = 1 * (17,
28)
2. (17, -28) = -(17,
28)
E_-04128: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04127: r = 1 t = 1 #III =
1
E(Q) = <(28488/121,
4807555/1331)>
R = 9.8370007957
0 integral points
E_-04126: r = 1 t = 1 #III =
1
E(Q) =
<(243015531455/4728075121, 117964241619214367/325107173395081)>
R = 26.4050566477
0 integral points
E_-04125: r = 1 t = 1 #III =
1
E(Q) = <(265/9,
3950/27)>
R = 4.2906822186
0 integral points
E_-04124: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04123: r = 1 t = 1 #III =
1
E(Q) = <(1033/64,
4635/512)>
R = 6.9371999503
0 integral points
E_-04122: r = 1 t = 1 #III =
1
E(Q) = <(4179/25,
270033/125)>
R = 7.6643007603
0 integral points
E_-04121: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04120: r = 2 t = 1 #III =
1
E(Q) = <(26, 116)> x
<(121066/2601, 41254876/132651)>
R = 32.6216417440
2 integral points
1. (26, 116) = 1 * (26,
116)
2. (26, -116) = -(26,
116)
E_-04119: r = 1 t = 1 #III =
1
E(Q) = <(445195/441,
297046574/9261)>
R = 13.0160329443
0 integral points
E_-04118: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04117: r = 1 t = 1 #III =
1
E(Q) = <(412260769/16040025,
7285417067978/64240300125)>
R = 20.1999916086
0 integral points
E_-04116: r = 1 t = 1 #III =
1
E(Q) = <(1390/9,
51794/27)>
R = 6.6075908283
0 integral points
E_-04115: r = 2 t = 1 #III =
1
E(Q) = <(1371, 50764)> x
<(89809/4356, 19602233/287496)>
R =
73.7725459226
2 integral points
1. (1371, 50764) = 1 * (1371,
50764)
2. (1371, -50764) = -(1371,
50764)
E_-04114: r = 1 t = 1 #III =
1
E(Q) = <(2905/4,
156573/8)>
R = 7.4384504237
0 integral points
E_-04113: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04112: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04111: r = 1 t = 1 #III =
1
E(Q) = <(1375/81,
20368/729)>
R = 7.7492477691
0 integral points
E_-04110: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04109: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04108: r = 2 t = 1 #III =
1
E(Q) = <(257/16, 385/64)>
x <(5477, 405335)>
R = 50.6076373482
2 integral points
1. (5477, 405335) = 1 *
(5477, 405335)
2. (5477, -405335) = -(5477,
405335)
E_-04107: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04106: r = 1 t = 1 #III =
1
E(Q) = <(5475,
405113)>
R = 8.6097463312
2 integral points
1. (5475, 405113) = 1 *
(5475, 405113)
2. (5475, -405113) = -(5475,
405113)
E_-04105: r = 2 t = 1 #III =
1
E(Q) = <(1561/81,
40276/729)> x <(21889/36, 3238433/216)>
R = 73.8116527719
0 integral points
E_-04104: r = 1 t = 1 #III =
1
E(Q) = <(150,
1836)>
R = 2.7350636862
2 integral points
1. (150, 1836) = 1 * (150,
1836)
2. (150, -1836) = -(150,
1836)
E_-04103: r = 1 t = 1 #III =
1
E(Q) = <(179,
2394)>
R = 4.6929950162
2 integral points
1. (179, 2394) = 1 * (179,
2394)
2. (179, -2394) = -(179,
2394)
E_-04102: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04101: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04100: r = 1 t = 1 #III =
1
E(Q) = <(45, 295)>
R = 2.9477836068
2 integral points
1. (45, 295) = 1 * (45,
295)
2. (45, -295) = -(45,
295)
E_-04099: r = 2 t = 1 #III =
1
E(Q) = <(1367, 50542)> x
<(1025/64, 1537/512)>
R = 44.3628052089
2 integral points
1. (1367, 50542) = 1 * (1367,
50542)
2. (1367, -50542) = -(1367,
50542)
E_-04098: r = 1 t = 1 #III =
4
E(Q) = <(320851297/3896676,
5726058552145/7692038424)>
R = 19.7051608581
0 integral points
E_-04097: r = 1 t = 1 #III =
1
E(Q) =
<(2651921656113/11820908176, 4317797066438518825/1285216420527424)>
R = 28.6501261985
0 integral points
E_-04096: r = 0 t = 2 #III =
1
E(Q) = <(16, 0)>
R = 1.0000000000
1 integral point
1. (16, 0) = (16, 0)
E_-04095: r = 2 t = 1 #III =
1
E(Q) = <(16, 1)> x
<(81/4, 519/8)>
R = 9.7972428680
6 integral points
1. (16, 1) = 1 * (16,
1)
2. (16, -1) = -(16, 1)
3. (147424, 56604673) = -2 * (16, 1)
4. (147424, -56604673) =
-(147424, 56604673)
5. (204, 2913) = 1 * (16, 1) - 1 * (81/4,
519/8)
6. (204, -2913) = -(204,
2913)
E_-04094: r = 2 t = 1 #III =
1
E(Q) = <(39, 235)> x
<(56961/400, 13584959/8000)>
R = 42.1881161847
2 integral points
1. (39, 235) = 1 * (39, 235)
2. (39, -235) = -(39,
235)
E_-04093: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04092: r = 1 t = 1 #III =
1
E(Q) = <(16, 2)>
R =
2.3975482878
4 integral points
1. (16, 2) = 1 * (16,
2)
2. (16, -2) = -(16, 2)
3. (36832, 7068674) = -2 *
(16, 2)
4. (36832, -7068674) =
-(36832, 7068674)
E_-04091: r = 1 t = 1 #III =
1
E(Q) =
<(469224549604855/489108605769,
10164127003466388192134/342064461856425147)>
R = 33.7923550825
0 integral points
E_-04090: r = 1 t = 1 #III =
1
E(Q) =
<(23910181489/718347204, 3486155239774153/19253141761608)>
R = 24.1825665752
0 integral points
E_-04089: r = 1 t = 1 #III =
1
E(Q) =
<(219715663631143093/7844090992998129,
92915187293719865932690994/694726610777309180380617)>
R = 40.2657299739
0 integral points
E_-04088: r = 1 t = 1 #III =
1
E(Q) = <(22328217/5776,
105506945725/438976)>
R = 16.9239056589
0 integral points
E_-04087: r = 3 t = 1 #III =
1
E(Q) = <(16, 3)> x
<(22, 81)> x <(73/4, 357/8)>
R = 23.3881666626
12 integral points
1. (16, 3) =
2. (16, -3) = -(16, 3)
3. (158, 1985) = 1 * (16, 3)
- 1 * (22, 81)
4. (158, -1985) = -(158,
1985)
5. (22, 81) = 1 * (22,
81)
6. (22, -81) = -(22,
81)
7. (131, 1498) = -1 * (16, 3)
- 1 * (22, 81)
8. (131, -1498) = -(131,
1498)
9. (1082, 35591) = -1 * (22,
81) + 1 * (73/4, 357/8)
10. (1082, -35591) = -(1082, 35591)
11. (308, 5405) = -1 * (16, 3)
- 1 * (73/4, 357/8)
12. (308, -5405) = -(308,
5405)
E_-04086: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04085: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04084: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04083: r = 1 t = 1 #III =
1
E(Q) = <(63135439/3404025,
301022093762/6280426125)>
R = 18.4446052948
0 integral points
E_-04082: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04081: r = 1 t = 1 #III = 1
E(Q) =
<(350148249654085/10286715558681,
6203814820261886666098/32992490230917543171)>
R = 33.7682424344
0 integral points
E_-04080: r = 3 t = 1 #III =
1
E(Q) = <(16, 4)> x
<(64, 508)> x <(49, 337)>
R =
20.1731714736
10 integral points
1. (16, 4) = 1 * (16,
4)
2. (16, -4) = -(16, 4)
3. (9184, 880132) = -2 * (16,
4)
4. (9184, -880132) = -(9184,
880132)
5. (64, 508) = 1 * (64, 508)
6. (64, -508) = -(64,
508)
7. (49, 337) = 1 * (49,
337)
8. (49, -337) = -(49,
337)
9. (1096, 36284) = 1 * (16,
4) - 1 * (64, 508) - 1 * (49, 337)
10. (1096, -36284) = -(1096,
36284)
E_-04079: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04078: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04077: r = 2 t = 1 #III =
1
E(Q) = <(21, 72)> x
<(75369/4624, 5004981/314432)>
R = 19.9959248512
2 integral points
1. (21, 72) = 1 * (21,
72)
2. (21, -72) = -(21,
72)
E_-04076: r = 1 t = 1 #III =
1
E(Q) = <(25465/576,
3966643/13824)>
R = 10.3624075164
0 integral points
E_-04075: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04074: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04073: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04072: r = 3 t = 1 #III =
1
E(Q) = <(17, 29)> x
<(62, 484)> x <(4697/169, 289775/2197)>
R = 99.8036661617
4 integral points
1. (17, 29) = 1 * (17,
29)
2. (17, -29) = -(17,
29)
3. (62, 484) = 1 * (62,
484)
4. (62, -484) = -(62,
484)
E_-04071: r = 2 t = 1
#III = 1
E(Q) = <(16, 5)> x
<(706/25, 16979/125)>
R = 18.3160745537
2 integral points
1. (16, 5) = 1 * (16,
5)
2. (16, -5) = -(16, 5)
E_-04070: r = 1 t = 1 #III =
9
E(Q) = <(889/36,
22643/216)>
R = 7.1650508260
0 integral points
E_-04069: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04068: r = 1 t = 1 #III =
1
E(Q) = <(18, 42)>
R = 1.9607768848
2 integral points
1. (18, 42) = 1 * (18,
42)
2. (18, -42) = -(18,
42)
E_-04067: r = 1 t = 1 #III =
1
E(Q) = <(23, 90)>
R = 2.9858935282
2 integral points
1. (23, 90) = 1 * (23,
90)
2. (23, -90) = -(23,
90)
E_-04066: r = 2 t = 1 #III =
1
E(Q) = <(35, 197)> x
<(2781093417995/64517524009,
4518668927369324431/16387644650858027)>
R = 110.3983184409
2 integral points
1. (35, 197) = 1 * (35,
197)
2. (35, -197) = -(35,
197)
E_-04065: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04064: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04063: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04062: r = 1 t = 1 #III =
1
E(Q) = <(152819041002466471/5298751695875625,
54447889241240073621322019/385709515290818829703125)>
R = 39.8930808197
0 integral points
E_-04061: r = 1 t = 1 #III =
1
E(Q) =
<(92069854470951912585/4843714043833035721, 564771212064565258330758146098/10660258695619116994533345019)>
R = 46.4419575826
0 integral points
E_-04060: r = 1 t = 1 #III =
1
E(Q) = <(16, 6)>
R = 1.8470352410
4 integral points
1. (16, 6) = 1 * (16,
6)
2. (16, -6) = -(16, 6)
3. (4064, 259078) = -2 * (16,
6)
4. (4064, -259078) = -(4064,
259078)
E_-04059: r = 1 t = 1 #III =
1
E(Q) = <(15507595/549081,
55293898184/406869021)>
R = 16.8881673855
0 integral points
E_-04058: r = 2 t = 1 #III =
1
E(Q) = <(27, 125)> x
<(12353/64, 1372575/512)>
R = 29.7307096199
2 integral points
1. (27, 125) = 1 * (27,
125)
2. (27, -125) = -(27,
125)
E_-04057: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04056: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04055: r = 1 t = 1 #III =
1
E(Q) = <(101064/289,
32127293/4913)>
R = 11.0894437899
0 integral points
E_-04054: r = 1 t = 1 #III =
1
E(Q) =
<(9854917156132337/227521746462976, 953601521116726803370057/3431897979820152500224)>
R = 37.0480266720
0 integral points
E_-04053: r = 1 t = 1 #III =
1
E(Q) = <(352417/2916,
208971055/157464)>
R = 12.8534263702
0 integral points
E_-04052: r = 1 t = 1 #III =
1
E(Q) = <(2238/121,
63490/1331)>
R = 7.5041019940
0 integral points
E_-04051: r = 1 t = 1 #III =
1
E(Q) = <(1393/16,
51831/64)>
R = 6.8017980044
0 integral points
E_-04050: r = 1 t = 1 #III =
1
E(Q) = <(19, 53)>
R = 3.4171210076
2 integral points
1. (19, 53) = 1 * (19,
53)
2. (19, -53) = -(19,
53)
E_-04049: r = 2 t = 1 #III =
1
E(Q) = <(2009/16,
89955/64)> x <(33145/729, 5902892/19683)>
R = 75.5762399281
0 integral points
E_-04048: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04047: r = 1 t = 1 #III =
4
E(Q) = <(16, 7)>
R = 2.8579470544
2 integral points
1. (16, 7) = 1 * (16,
7)
2. (16, -7) = -(16, 7)
E_-04046: r = 1 t = 1 #III =
4
E(Q) = <(1495/9,
57779/27)>
R = 7.3687685316
0 integral points
E_-04045: r = 1 t = 1 #III =
1
E(Q) =
<(4603802321/177688900, 273649736933881/2368593037000)>
R = 22.6083961438
0 integral points
E_-04044: r = 2 t = 1 #III =
1
E(Q) = <(1309/81, 9685/729)>
x <(12685/441, 1301651/9261)>
R = 71.3668866782
0 integral points
E_-04043: r = 2 t = 1 #III =
1
E(Q) = <(1353/4,
49765/8)> x <(1431/25, 53546/125)>
R = 51.7357325863
0 integral points
E_-04042: r = 2 t = 1 #III =
1
E(Q) = <(1729/100,
33567/1000)> x <(112777/4624, 32167515/314432)>
R = 84.3088897368
0 integral points
E_-04041: r = 1 t = 1 #III =
1
E(Q) = <(321/16,
4065/64)>
R = 5.4894640601
0 integral points
E_-04040: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04039: r = 1 t = 1 #III =
1
E(Q) = <(65/4,
127/8)>
R = 4.7144383224
0 integral points
E_-04038: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04037: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04036: r = 1 t = 1 #III =
1
E(Q) = <(16375586/912025,
36462479834/870983875)>
R = 16.4140556042
0 integral points
E_-04035: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04034: r = 1 t = 1 #III =
1
E(Q) = <(65314371/3667225,
282270860419/7022735875)>
R = 18.4940213314
0 integral points
E_-04033: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04032: r = 1 t = 1 #III =
1
E(Q) = <(16, 8)>
R = 1.4710829255
4 integral points
1. (16, 8) = 1 * (16,
8)
2. (16, -8) = -(16, 8)
3. (2272, 108296) = -2 * (16,
8)
4. (2272, -108296) = -(2272,
108296)
E_-04031: r = 3 t = 1 #III =
1
E(Q) = <(20, 63)> x
<(86, 795)> x <(65/4, 129/8)>
R = 27.3897576017
10 integral points
1. (63, 496) = 1 * (20, 63) -
1 * (86, 795)
2. (63, -496) = -(63,
496)
3. (20, 63) = 1 * (20,
63)
4. (20, -63) = -(20,
63)
5. (86, 795) = 1 * (86,
795)
6. (86, -795) = -(86,
795)
7. (120, 1313) = -1 * (20,
63) - 1 * (65/4, 129/8)
8. (120, -1313) = -(120,
1313)
9. (3638, 219429) = 1 * (20,
63) + 1 * (86, 795) + 1 * (65/4, 129/8)
10. (3638, -219429) = -(3638,
219429)
E_-04030: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04029: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04028: r = 1 t = 1 #III =
1
E(Q) = <(301/9,
4933/27)>
R =
5.9894753955
0 integral points
E_-04027: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04026: r = 1 t = 1 #III =
1
E(Q) = <(4765555/239121,
7292603017/116930169)>
R = 15.8295017106
0 integral points
E_-04025: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04024: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04023: r = 1 t = 1 #III =
1
E(Q) = <(24, 99)>
R = 1.6345564544
2 integral points
1. (24, 99) = 1 * (24,
99)
2. (24, -99) = -(24,
99)
E_-04022: r = 2 t = 1 #III =
1
E(Q) = <(89/4, 669/8)> x
<(87, 809)>
R = 19.6236362869
2 integral points
1. (87, 809) = 1 * (87,
809)
2. (87, -809) = -(87,
809)
E_-04021: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04020: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04019: r = 1 t = 1 #III =
1
E(Q) =
<(26383507557179011/10835242806249,
4285472751822624071429440/35666292898630189557)>
R = 37.8155312208
0 integral points
E_-04018: r = 1 t = 1 #III =
1
E(Q) = <(107,
1105)>
R = 4.7638119480
2 integral points
1. (107, 1105) = 1 * (107, 1105)
2. (107, -1105) = -(107,
1105)
E_-04017: r = 1 t = 1 #III =
1
E(Q) =
<(18862584408253/434701543761,
79882926536116528930/286606987130958759)>
R = 30.7884527553
0 integral points
E_-04016: r = 1 t = 1 #III =
1
E(Q) = <(105/4,
949/8)>
R = 5.0071807085
0 integral points
E_-04015: r = 1 t = 1 #III =
1
E(Q) = <(16, 9)>
R = 2.3074233786
2 integral points
1. (16, 9) = 1 * (16,
9)
2. (16, -9) = -(16, 9)
E_-04014: r = 1 t = 1 #III =
1
E(Q) =
<(1689277359/102799321, 21447638718105/1042282315619)>
R = 21.0491937448
0 integral points
E_-04013: r = 2 t = 1 #III =
1
E(Q) = <(17, 30)> x
<(5309/25, 386748/125)>
R = 22.3419604748
2 integral points
1. (17, 30) = 1 * (17,
30)
2. (17, -30) = -(17,
30)
E_-04012: r = 1 t = 1 #III =
1
E(Q) = <(2538538069/130988025,
85684987111247/1499157946125)>
R = 22.1181772420
0 integral points
E_-04011: r = 1 t = 1 #III =
1
E(Q) =
<(4276163456772433/251721515358756,
119233405690115304352519/3993746604758937266904)>
R = 36.5109071821
0 integral points
E_-04010: r = 2 t = 1 #III =
1
E(Q) = <(99, 983)> x
<(36697771/986049, 213488540461/979146657)>
R = 77.2204360487
2 integral points
1. (99, 983) = 1 * (99,
983)
2. (99, -983) = -(99,
983)
E_-04009: r = 1 t = 1 #III =
1
E(Q) =
<(35817179833/1512587664, 5663472932612179/58827559428288)>
R = 24.6893882596
0 integral points
E_-04008: r = 1 t = 1 #III =
1
E(Q) = <(14458/729,
1212200/19683)>
R = 9.3397758731
0 integral points
E_-04007: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04006: r = 2 t = 1 #III
= 1
E(Q) = <(145/4, 1671/8)>
x <(2105/16, 96493/64)>
R = 36.2249941167
0 integral points
E_-04005: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04004: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04003: r = 1 t = 1 #III =
1
E(Q) = <(68072299/2480625,
504313491032/3906984375)>
R = 18.3748645148
0 integral points
E_-04002: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-04001: r = 2 t = 1 #III =
1
E(Q) = <(129/4, 1375/8)>
x <(629253/32041, 342854566/5735339)>
R = 62.3023440099
0 integral points
E_-04000: r = 1 t = 1 #III =
1
E(Q) = <(785/49,
3625/343)>
R = 5.6013260558
0 integral points
E_-03999: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03998: r = 1 t = 1 #III =
4
E(Q) = <(2520897/139876,
2253600545/52313624)>
R = 15.2330920082
0 integral points
E_-03997: r = 2 t = 1 #III =
1
E(Q) = <(37, 216)> x
<(2751361/33856, 4546719423/6229504)>
R = 42.7415449689
2 integral points
1. (37, 216) = 1 * (37,
216)
2. (37, -216) = -(37,
216)
E_-03996: r = 2 t = 1 #III =
1
E(Q) = <(16, 10)> x
<(28, 134)>
R = 6.1003986935
6 integral points
1. (16, 10) = 1 * (16,
10)
2. (16, -10) = -(16,
10)
3. (100, 998) = 1 * (16, 10)
- 1 * (28, 134)
4. (100, -998) = -(100,
998)
5. (28, 134) = 1 * (28,
134)
6. (28, -134) = -(28,
134)
E_-03995: r = 1 t = 1 #III =
1
E(Q) = <(3161/196,
38781/2744)>
R = 8.0511742478
0 integral points
E_-03994: r = 2 t = 1 #III =
1
E(Q) = <(425/4, 8747/8)>
x <(974177/18496, 948283793/2515456)>
R = 85.8304533044
0 integral points
E_-03993: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03992: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03991: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03990: r = 1 t = 1 #III =
1
E(Q) = <(361999/15129,
183359917/1860867)>
R = 13.1829109913
0 integral points
E_-03989: r = 1 t = 1 #III =
1
E(Q) = <(5433/49,
399874/343)>
R = 8.6878627539
0 integral points
E_-03988: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03987: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03986: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-03985: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03984: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03983: r = 1 t = 1 #III =
4
E(Q) = <(18, 43)>
R = 2.9212356289
2 integral points
1. (18, 43) = 1 * (18,
43)
2. (18, -43) = -(18,
43)
E_-03982: r = 1 t = 1 #III =
1
E(Q) = <(5351/25,
391349/125)>
R = 8.6305308911
0 integral points
E_-03981: r = 1 t = 1 #III =
1
E(Q) =
<(274425608406985/12150397290564,
3677737972236811784731/42353150152405138488)>
R = 33.6493888508
0 integral points
E_-03980: r = 2 t = 1 #III =
1
E(Q) = <(321/4, 5729/8)>
x <(14529/484, 1617313/10648)>
R = 50.6640810617
0 integral points
E_-03979: r = 1 t = 1 #III =
1
E(Q) = <(1569751/17689,
1961129430/2352637)>
R = 13.8262714716
0 integral points
E_-03978: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03977: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03976: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03975: r = 2 t = 1 #III =
1
E(Q) = <(40, 245)> x
<(16, 11)>
R = 6.7945334275
4 integral points
1. (40, 245) = 1 * (40,
245)
2. (40, -245) = -(40,
245)
3. (16, 11) = 1 * (16,
11)
4. (16, -11) = -(16,
11)
E_-03974: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03973: r = 1 t = 1 #III =
1
E(Q) =
<(1902522497/12773476, 82934158413535/45652403224)>
R = 21.4316968499
0 integral points
E_-03972: r = 1 t = 1 #III =
1
E(Q) =
<(189989373634/1334025, 82812132136032902/1540798875)>
R = 25.2771551889
0 integral points
E_-03971: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03970: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03969: r = 1 t = 1 #III =
1
E(Q) = <(37633/4,
7300511/8)>
R = 10.5366716050
0 integral points
E_-03968: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03967: r = 3 t = 1 #III =
1
E(Q) = <(47, 316)> x
<(146, 1763)> x <(332, 6049)>
R = 71.2480303733
10 integral points
1. (248, 3905) = 1 * (47,
316) - 1 * (146, 1763)
2. (248, -3905) = -(248,
3905)
3. (47, 316) = 1 * (47,
316)
4. (47, -316) = -(47,
316)
5. (146, 1763) = 1 * (146, 1763)
6. (146, -1763) = -(146,
1763)
7. (1286, 46117) = 1 * (146,
1763) - 1 * (332, 6049)
8. (1286, -46117) = -(1286,
46117)
9. (332, 6049) = 1 * (332,
6049)
10. (332, -6049) = -(332,
6049)
E_-03966: r = 2 t = 1 #III =
1
E(Q) = <(55, 403)> x
<(390841/8836, 238678765/830584)>
R = 53.4352600798
2 integral points
1. (55, 403) = 1 * (55,
403)
2. (55, -403) = -(55,
403)
E_-03965: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03964: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03963: r = 2 t = 1 #III =
1
E(Q) = <(2473/144,
57365/1728)> x <(4159/225, 163702/3375)>
R = 65.9894299744
0 integral points
E_-03962: r = 1 t = 1 #III =
1
E(Q) =
<(20840801059/1316601225, 98525897750377/47772875449125)>
R = 24.3093195376
0 integral points
E_-03961: r = 2 t = 1 #III =
1
E(Q) = <(25, 108)> x
<(625/36, 7703/216)>
R = 20.3918769837
2 integral points
1. (25, 108) = 1 * (25,
108)
2. (25, -108) = -(25, 108)
E_-03960: r = 1 t = 1 #III =
1
E(Q) = <(34, 188)>
R = 3.1097531840
2 integral points
1. (34, 188) = 1 * (34,
188)
2. (34, -188) = -(34,
188)
E_-03959: r = 1 t = 1 #III =
1
E(Q) = <(44, 285)>
R = 2.9891019010
2 integral points
1. (44, 285) = 1 * (44,
285)
2. (44, -285) = -(44,
285)
E_-03958: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03957: r = 2 t = 1 #III =
1
E(Q) = <(601/16,
14173/64)> x <(95768713/6022116, 118989431675/14778272664)>
R = 82.1842014073
0 integral points
E_-03956: r = 2 t = 1 #III =
1
E(Q) = <(78, 686)> x
<(125910/961, 44638342/29791)>
R = 40.1654440961
2 integral points
1. (78, 686) = 1 * (78,
686)
2. (78, -686) = -(78,
686)
E_-03955: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03954: r = 1 t = 1 #III =
1
E(Q) = <(402643/7569,
252116011/658503)>
R = 13.0857818868
0 integral points
E_-03953: r = 1 t = 1 #III =
1
E(Q) = <(1767290329/10112400,
74267871815267/32157432000)>
R = 21.3482635132
0 integral points
E_-03952: r = 2 t = 1 #III =
1
E(Q) = <(16, 12)> x
<(17, 31)>
R = 4.4475168127
10 integral points
1. (16, 12) = 1 * (16,
12)
2. (16, -12) = -(16,
12)
3. (992, 31244) = -2 * (16, 12)
4. (992, -31244) = -(992,
31244)
5. (1816, 77388) = 1 * (16,
12) - 1 * (17, 31)
6. (1816, -77388) = -(1816,
77388)
7. (17, 31) = 1 * (17,
31)
8. (17, -31) = -(17,
31)
9. (328, 5940) = -1 * (16, 12) - 1 * (17, 31)
10. (328, -5940) = -(328,
5940)
E_-03951: r = 1 t = 1 #III =
1
E(Q) = <(166849/4900,
64652993/343000)>
R =
12.3007981961
0 integral points
E_-03950: r = 1 t = 1 #III =
1
E(Q) = <(115079/1681,
38797533/68921)>
R = 11.2446826481
0 integral points
E_-03949: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03948: r = 1 t = 1 #III =
1
E(Q) = <(26149/225,
4223143/3375)>
R = 10.2548996806
0 integral points
E_-03947: r = 1 t = 1 #III =
1
E(Q) = <(122569/3600,
40708997/216000)>
R = 11.9923248992
0 integral points
E_-03946: r = 1 t = 1 #III =
1
E(Q) =
<(229616249632553/14106063686416,
1015092707592938703019/52979610417695958464)>
R = 33.6031751222
0 integral points
E_-03945: r = 1 t = 1 #III =
1
E(Q) =
<(15552515797413842665381/792492594993722510001,
1341024339495773813901962308432586/22309653201561563246059378734999)>
R = 51.5545248701
0 integral points
E_-03944: r = 1 t = 1 #III =
1
E(Q) = <(1086/49,
28580/343)>
R = 6.7065357894
0 integral points
E_-03943: r = 1 t = 1 #III =
1
E(Q) = <(19, 54)>
R = 2.8641561814
2 integral points
1. (19, 54) = 1 * (19,
54)
2. (19, -54) = -(19,
54)
E_-03942: r = 1 t = 1 #III =
1
E(Q) =
<(60705757879/3731377225, 4349133064382617/227931177789125)>
R = 25.3651420496
0 integral points
E_-03941: r = 2 t = 1 #III =
1
E(Q) = <(281, 4710)> x
<(3609/100, 207523/1000)>
R = 37.6280703325
2 integral points
1. (281, 4710) = 1 * (281,
4710)
2. (281, -4710) = -(281,
4710)
E_-03940: r = 2 t = 1 #III =
1
E(Q) = <(29, 143)> x
<(15194/961, 104338/29791)>
R = 33.7769065654
2 integral points
1. (29, 143) = 1 * (29,
143)
2. (29, -143) = -(29,
143)
E_-03939: r = 1 t = 1 #III =
1
E(Q) = <(244195/15129,
30357352/1860867)>
R = 12.9450365373
0 integral points
E_-03938: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03937: r = 1 t = 1 #III
= 1
E(Q) =
<(3264956855281/180480528900,
3414570607524005929/76673543092587000)>
R = 29.3034672654
0 integral points
E_-03936: r = 1 t = 1 #III =
1
E(Q) =
<(9657454105/571975056, 405207468709507/13679355439296)>
R = 23.5099847979
0 integral points
E_-03935: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03934: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03933: r = 1 t = 1 #III =
1
E(Q) = <(213,
3108)>
R = 4.6744098887
2 integral points
1. (213, 3108) = 1 * (213,
3108)
2. (213, -3108) = -(213, 3108)
E_-03932: r = 1 t = 1 #III =
1
E(Q) = <(21, 73)>
R = 3.4736932808
2 integral points
1. (21, 73) = 1 * (21,
73)
2. (21, -73) = -(21,
73)
E_-03931: r = 1 t = 1 #III =
1
E(Q) = <(106009/144,
34515325/1728)>
R = 11.5844628721
0 integral points
E_-03930: r = 0 t = 1 #III = 25
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03929: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03928: r = 1 t = 1 #III =
1
E(Q) = <(5882/361,
136780/6859)>
R = 8.5211207222
0 integral points
E_-03927: r = 2 t = 1 #III =
1
E(Q) = <(16, 13)> x
<(39334/169, 7799819/2197)>
R = 27.9565533475
2 integral points
1. (16, 13) = 1 * (16,
13)
2. (16, -13) = -(16,
13)
E_-03926: r = 1 t = 1 #III =
1
E(Q) = <(326889/3364,
186495925/195112)>
R = 12.7967111433
0 integral points
E_-03925: r = 1 t = 1 #III =
1
E(Q) = <(4501/169,
268776/2197)>
R = 8.2088785242
0 integral points
E_-03924: r = 2 t = 1 #III =
1
E(Q) = <(22, 82)> x
<(409/16, 7235/64)>
R = 17.0183497506
4 integral points
1. (22, 82) = 1 * (22,
82)
2. (22, -82) = -(22,
82)
3. (2950, 160226) = 1 * (22,
82) - 1 * (409/16, 7235/64)
4. (2950, -160226) = -(2950,
160226)
E_-03923: r = 1 t = 1 #III =
1
E(Q) =
<(2494671257/50183056, 122594935359555/355496768704)>
R = 21.2798331228
0 integral points
E_-03922: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-03921: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03920: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03919: r = 2 t = 1 #III =
1
E(Q) = <(163/9, 1214/27)>
x <(305/4, 5303/8)>
R = 30.5337667909
0 integral points
E_-03918: r = 1 t = 1 #III =
1
E(Q) = <(16960153/898704, 45106902845/851971392)>
R = 17.1173041919
0 integral points
E_-03917: r = 3 t = 1 #III =
1
E(Q) = <(117, 1264)> x
<(177, 2354)> x <(321/16, 4127/64)>
R = 140.4741453003
4 integral points
1. (117, 1264) = 1 * (117, 1264)
2. (117, -1264) = -(117,
1264)
3. (177, 2354) = 1 * (177,
2354)
4. (177, -2354) = -(177,
2354)
E_-03916: r = 1 t = 1 #III =
1
E(Q) = <(35661613/790321,
208373664339/702595369)>
R = 17.0506746311
0 integral points
E_-03915: r = 2 t = 1 #III =
1
E(Q) = <(129/4, 1377/8)>
x <(579, 13932)>
R = 14.9635731296
2 integral points
1. (579, 13932) = 1 * (579,
13932)
2. (579, -13932) = -(579,
13932)
E_-03914: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03913: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03912: r = 2 t = 1 #III =
1
E(Q) = <(214/9, 2636/27)>
x <(2002/81, 77104/729)>
R = 36.7083154048
0 integral points
E_-03911: r = 1 t = 1 #III =
1
E(Q) = <(1468/81, 32941/729)>
R = 7.3170546414
0 integral points
E_-03910: r = 1 t = 1 #III =
1
E(Q) =
<(123248770064641/7772419864836,
190514031033512767681/21668775975695473416)>
R = 32.9915256108
0 integral points
E_-03909: r = 1 t = 1 #III =
1
E(Q) =
<(24739238193625/24286417281,
123049167572154380066/3784819555488321)>
R = 30.8489220993
0 integral points
E_-03908: r = 1 t = 1 #III =
1
E(Q) = <(169557/6241,
62647475/493039)>
R = 12.3803536280
0 integral points
E_-03907: r = 1 t = 1 #III =
4
E(Q) = <(1969/100,
61047/1000)>
R = 7.4893818527
0 integral points
E_-03906: r = 1 t = 1 #III =
1
E(Q) = <(673297/33124,
404062777/6028568)>
R = 13.8608003713
0 integral points
E_-03905: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03904: r = 2 t = 1 #III =
1
E(Q) = <(20, 64)> x <(929/25,
27217/125)>
R = 14.5480290898
2 integral points
1. (20, 64) = 1 * (20,
64)
2. (20, -64) = -(20,
64)
E_-03903: r = 1 t = 1 #III =
1
E(Q) = <(7258/9,
618335/27)>
R =
8.4397678482
0 integral points
E_-03902: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03901: r = 1 t = 1 #III =
1
E(Q) =
<(297267609088055321/1425905506634896,
162042105001628149183820675/53843851684543395978944)>
R = 40.2797944776
0 integral points
E_-03900: r = 1 t = 1 #III =
1
E(Q) = <(16, 14)>
R = 2.3901916883
2 integral points
1. (16, 14) = 1 * (16,
14)
2. (16, -14) = -(16,
14)
E_-03899: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03898: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03897: r = 2 t = 1 #III =
1
E(Q) = <(217, 3196)> x
<(15225889/574564, 52826229649/435519512)>
R = 90.9409674349
2 integral points
1. (217, 3196) = 1 * (217,
3196)
2. (217, -3196) = -(217,
3196)
E_-03896: r = 4 t = 1 #III =
1
E(Q) = <(18, 44)> x
<(50, 348)> x <(30, 152)> x <(41, 255)>
R = 49.8996592424
22 integral points
1. (545, 12723) = -1 * (50,
348) + 1 * (30, 152)
2. (545, -12723) = -(545,
12723)
3. (18, 44) = 1 * (18,
44)
4. (18, -44) = -(18,
44)
5. (50, 348) = 1 * (50,
348)
6. (50, -348) = -(50,
348)
7. (30, 152) = 1 * (30,
152)
8. (30, -152) = -(30, 152)
9. (33, 179) = -1 * (18, 44)
- 1 * (30, 152)
10. (33, -179) = -(33,
179)
11. (878, 26016) = -1 * (18,
44) - 1 * (50, 348) - 1 * (30, 152)
12. (878, -26016) = -(878,
26016)
13. (1298, 46764) = 1 * (30, 152) - 1 * (41, 255)
14. (1298, -46764) = -(1298,
46764)
15. (4398, 291664) = -1 * (50,
348) + 1 * (41, 255)
16. (4398, -291664) = -(4398,
291664)
17. (110, 1152) = 1 * (18, 44)
- 1 * (41, 255)
18. (110, -1152) = -(110,
1152)
19. (41, 255) = 1 * (41,
255)
20. (41, -255) = -(41,
255)
21. (465, 10027) = -1 * (18,
44) + 1 * (50, 348) + 1 * (41, 255)
22. (465, -10027) = -(465,
10027)
E_-03895: r = 1 t = 1 #III =
1
E(Q) = <(491444/30625,
82562003/5359375)>
R = 13.1832661030
0 integral points
E_-03894: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03893: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03892: r = 1 t = 1 #III =
1
E(Q) = <(9035461/378225,
22957959709/232608375)>
R = 16.3978707193
0 integral points
E_-03891: r = 2 t = 1 #III =
1
E(Q) = <(1279/9,
45710/27)> x <(1315/9, 47656/27)>
R = 50.6006996794
0 integral points
E_-03890: r = 1 t = 1 #III =
1
E(Q) = <(1169809249609/24988021776,
1241022097867121083/3950006530262976)>
R = 27.9904857181
0 integral points
E_-03889: r = 2 t = 1 #III =
1
E(Q) = <(17, 32)> x
<(289/16, 2865/64)>
R = 18.5391597084
4 integral points
1. (17, 32) = 1 * (17,
32)
2. (17, -32) = -(17,
32)
3. (5185, 373356) = 1 * (17,
32) - 1 * (289/16, 2865/64)
4. (5185, -373356) = -(5185,
373356)
E_-03888: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03887: r = 1 t = 1 #III =
1
E(Q) = <(26, 117)>
R = 0.8895220987
4 integral points
1. (26, 117) = 1 * (26,
117)
2. (26, -117) = -(26,
117)
3. (5183, 373140) = -3 * (26,
117)
4. (5183, -373140) = -(5183,
373140)
E_-03886: r = 2 t = 1 #III =
9
E(Q) = <(23, 91)> x
<(71, 595)>
R = 12.9324780857
4 integral points
1. (23, 91) = 1 * (23,
91)
2. (23, -91) = -(23,
91)
3. (71, 595) = 1 * (71,
595)
4. (71, -595) = -(71,
595)
E_-03885: r = 2 t = 1 #III =
1
E(Q) = <(3901/25,
243524/125)> x <(26853121/36, 139152865249/216)>
R = 100.7452595774
0 integral points
E_-03884: r = 1 t = 1 #III =
1
E(Q) =
<(221789992645/793041921, 104441802867873449/22332853537281)>
R = 26.1595416346
0 integral points
E_-03883: r = 2 t = 1 #III =
1
E(Q) = <(1211/25,
41416/125)> x <(1523/49, 55460/343)>
R = 52.8370374895
0 integral points
E_-03882: r = 3 t = 1 #III =
1
E(Q) = <(43, 275)> x
<(97/4, 815/8)> x <(141433/256, 53188915/4096)>
R = 217.2970785239
2 integral points
1. (43, 275) = 1 * (43,
275)
2. (43, -275) = -(43,
275)
E_-03881: r = 1 t = 1 #III =
1
E(Q) =
<(813326642479596225558992634322666199785/6330734681783835761146603004801888484,
23173930488614936556981151794837639882707489217277709463851/15928730675203631345046635459540525914731406494224435352)>
R = 89.6692019429
0 integral points
E_-03880: r = 2 t = 1 #III =
1
E(Q) = <(206, 2956)> x
<(1294, 46548)>
R = 24.8536028630
4 integral points
1. (206, 2956) = 1 * (206,
2956)
2. (206, -2956) = -(206,
2956)
3. (1294, 46548) = 1 * (1294,
46548)
4. (1294, -46548) = -(1294,
46548)
E_-03879: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03878: r = 2 t = 1 #III =
1
E(Q) = <(473/4, 10275/8)>
x <(4071/25, 259631/125)>
R = 39.6305400373
0 integral points
E_-03877: r = 2 t = 1 #III =
1
E(Q) = <(673/9,
17378/27)> x <(2389/9, 116756/27)>
R = 49.9017479343
0 integral points
E_-03876: r = 2 t = 1 #III =
1
E(Q) = <(178, 2374)> x
<(1657/64, 59443/512)>
R = 35.1673248548
2 integral points
1. (178, 2374) = 1 * (178,
2374)
2. (178, -2374) = -(178,
2374)
E_-03875: r = 1 t = 1 #III =
1
E(Q) = <(4195/9,
271700/27)>
R = 6.7529305134
0 integral points
E_-03874: r = 1 t = 1 #III =
1
E(Q) =
<(82073143826453407793/4281132857031179044,
498869990516479050515562492521/8858048592358307977847251928)>
R = 46.3171326255
0 integral points
E_-03873: r = 1 t = 1 #III =
1
E(Q) =
<(512479360409519742804673/24042009207407294842209,
284206038911654101313453599786197200/3727830340590763122730177175394927)>
R = 55.0151727147
0 integral points
E_-03872: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03871: r = 1 t = 1 #III =
1
E(Q) = <(16, 15)>
R = 2.3018478079
2 integral points
1. (16, 15) = 1 * (16,
15)
2. (16, -15) = -(16,
15)
E_-03870: r = 2 t = 1 #III =
1
E(Q) = <(31, 161)> x
<(656521/6400, 530998181/512000)>
R = 48.1597722005
2 integral points
1. (31, 161) = 1 * (31,
161)
2. (31, -161) = -(31, 161)
E_-03869: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03868: r = 1 t = 1 #III =
1
E(Q) = <(32, 170)>
R = 2.8321440673
2 integral points
1. (32, 170) = 1 * (32,
170)
2. (32, -170) = -(32,
170)
E_-03867: r = 1 t = 1 #III =
1
E(Q) =
<(39817478533156372429441/2490864266447336902500,
1834664465914739859648013026897761/124315446327521847513665342625000)>
R = 52.5795153844
0 integral points
E_-03866: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03865: r = 1 t = 1 #III =
1
E(Q) = <(104690978641/1623767616,
33628664839770791/65431339854336)>
R = 25.5223556745
0 integral points
E_-03864: r = 1 t = 1 #III =
1
E(Q) = <(417313/9,
269583229/27)>
R = 12.9417999555
0 integral points
E_-03863: r = 2 t = 1 #III =
1
E(Q) = <(42, 265)> x
<(478/9, 10315/27)>
R = 17.8432749255
2 integral points
1. (42, 265) = 1 * (42,
265)
2. (42, -265) = -(42,
265)
E_-03862: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03861: r = 1 t = 1 #III =
1
E(Q) = <(573,
13716)>
R = 4.7198030084
2 integral points
1. (573, 13716) = 1 * (573,
13716)
2. (573, -13716) = -(573, 13716)
E_-03860: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03859: r = 1 t = 1 #III =
1
E(Q) = <(213937/12996,
36349577/1481544)>
R = 12.8007748091
0 integral points
E_-03858: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03857: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03856: r = 1 t = 1 #III =
1
E(Q) = <(312625/19881,
15924223/2803221)>
R = 13.2007844410
0 integral points
E_-03855: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03854: r = 1 t = 1 #III =
4
E(Q) = <(4695/121,
310909/1331)>
R = 8.6961602728
0 integral points
E_-03853: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03852: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03851: r = 1 t = 1 #III =
1
E(Q) = <(340166905/2762244,
6267435503021/4590849528)>
R = 19.7229748020
0 integral points
E_-03850: r = 1 t = 1 #III =
1
E(Q) = <(6395/361,
283555/6859)>
R = 8.1852575219
0 integral points
E_-03849: r = 2 t = 1 #III =
1
E(Q) = <(121/4, 1235/8)>
x <(445249/7225, 294648068/614125)>
R = 60.7326462938
0 integral points
E_-03848: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03847: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03846: r = 1 t = 1 #III =
4
E(Q) = <(325105/1764,
185311351/74088)>
R = 12.7441099442
0 integral points
E_-03845: r = 1 t = 1 #III =
1
E(Q) = <(21025329/29584,
96407733847/5088448)>
R = 16.8747941632
0 integral points
E_-03844: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03843: r = 1 t = 1 #III =
1
E(Q) =
<(94073067601/5275116900, 16383182806238599/383131740447000)>
R = 25.7591843464
0 integral points
E_-03842: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03841: r = 2 t = 1 #III =
1
E(Q) = <(629/25,
13742/125)> x <(258845/2209, 131534794/103823)>
R = 82.5023499940
0 integral points
E_-03840: r = 1 t = 1 #III =
1
E(Q) = <(16, 16)>
R = 1.0015398397
4 integral points
1. (16, 16) = 1 * (16,
16)
2. (16, -16) = -(16,
16)
3. (544, 12688) = -2 * (16,
16)
4. (544, -12688) = -(544,
12688)
E_-03839: r = 1 t = 1 #III =
1
E(Q) = <(64810/3969,
5674157/250047)>
R = 11.1473089165
0 integral points
E_-03838: r = 1 t = 1 #III =
1
E(Q) = <(13247/841,
204185/24389)>
R = 10.0380528544
0 integral points
E_-03837: r = 1 t = 1 #III =
1
E(Q) =
<(534487869370968529/445026659879025,
390756578795679628664419958/9388128882610253136375)>
R = 40.8281019409
0 integral points
E_-03836: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03835: r = 1 t = 1 #III =
1
E(Q) = <(6751/289,
463806/4913)>
R = 8.6554134924
0 integral points
E_-03834: r = 2 t = 1 #III =
1
E(Q) = <(19, 55)> x
<(73/4, 379/8)>
R = 15.5917507032
4 integral points
1. (19, 55) = 1 * (19,
55)
2. (19, -55) = -(19,
55)
3. (18595, 2535679) = -1 * (19, 55) + 1 * (73/4, 379/8)
4. (18595, -2535679) =
-(18595, 2535679)
E_-03833: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03832: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03831: r = 1 t = 1 #III =
1
E(Q) = <(97/4,
817/8)>
R = 4.9489812954
0 integral points
E_-03830: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03829: r = 1 t = 1 #III =
1
E(Q) =
<(149911027165775549/6521042002314961,
48033461770903774040050960/526593502660637973869209)>
R = 39.9415371159
0 integral points
E_-03828: r = 1 t = 1 #III =
1
E(Q) = <(6229/225,
445067/3375)>
R =
9.0684317116
0 integral points
E_-03827: r = 2 t = 1 #III =
1
E(Q) = <(1047/49,
26410/343)> x <(103579/225, 33334892/3375)>
R = 81.2279620056
0 integral points
E_-03826: r = 0 t = 1 #III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03825: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03824: r = 2 t = 1 #III =
1
E(Q) = <(24, 100)> x
<(17, 33)>
R = 5.7610385773
6 integral points
1. (24, 100) = 1 * (24,
100)
2. (24, -100) = -(24,
100)
3. (320, 5724) = -1 * (24, 100) + 1 * (17, 33)
4. (320, -5724) = -(320, 5724)
5. (17, 33) = 1 * (17,
33)
6. (17, -33) = -(17,
33)
E_-03823: r = 1 t = 1 #III =
1
E(Q) = <(20227862/966289,
69478814629/949862087)>
R = 16.7872898081
0 integral points
E_-03822: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03821: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03820: r = 2 t = 1 #III =
1
E(Q) = <(329/4, 5947/8)> x
<(9149/529, 447563/12167)>
R = 50.2971369124
0 integral points
E_-03819: r = 2 t = 1 #III =
1
E(Q) = <(1417/36,
51643/216)> x <(240955/15129, 27661328/1860867)>
R = 84.3929003424
0 integral points
E_-03818: r = 1 t = 1 #III =
1
E(Q) =
<(48290414131/161417025, 10611100520578529/2050803302625)>
R = 24.6326114517
0 integral points
E_-03817: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03816: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03815: r = 1 t = 1 #III =
1
E(Q) = <(876/25,
24751/125)>
R = 6.5789171190
0 integral points
E_-03814: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03813: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03812: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03811: r = 2 t = 1 #III =
1
E(Q) = <(4967/49,
349418/343)> x <(2436113/23716, 3795607271/3652264)>
R = 117.0890024206
0 integral points
E_-03810: r = 1 t = 1 #III =
1
E(Q) = <(66811/3249,
12944321/185193)>
R = 11.5428025361
0 integral points
E_-03809: r = 1 t = 1 #III =
1
E(Q) =
<(70820650550914676169/174467450602860100,
595974257715137841122880315803/72873834589334949777901000)>
R = 45.7303366801
0 integral points
E_-03808: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03807: r = 3 t = 1 #III =
1
E(Q) = <(18, 45)> x
<(36, 207)> x <(16, 17)>
R = 5.6984140793
22 integral points
1. (142, 1691) = 1 * (18, 45)
- 1 * (36, 207)
2. (142, -1691) = -(142,
1691)
3. (18, 45) = 1 * (18,
45)
4. (18, -45) = -(18,
45)
5. (36, 207) = 1 * (36,
207)
6. (36, -207) = -(36,
207)
7. (27, 126) = -1 * (18, 45)
- 1 * (36, 207)
8. (27, -126) = -(27,
126)
9. (316, 5617) = 2 * (18, 45)
+ 1 * (36, 207)
10. (316, -5617) = -(316,
5617)
11. (1306, 47197) = -1 * (18,
45) - 2 * (36, 207)
12. (1306, -47197) = -(1306,
47197)
13. (927, 28224) = -1 * (18,
45) + 1 * (16, 17)
14. (927, -28224) = -(927,
28224)
15. (16, 17) = 1 * (16,
17)
16. (16, -17) = -(16,
17)
17. (162, 2061) = -1 * (18,
45) - 1 * (16, 17)
18. (162, -2061) = -(162,
2061)
19. (126, 1413) = 1 * (18, 45)
+ 1 * (36, 207) + 1 * (16, 17)
20. (126, -1413) = -(126,
1413)
21. (37368, 7223535) = 2 *
(36, 207) + 1 * (16, 17)
22. (37368, -7223535) =
-(37368, 7223535)
E_-03806: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03805: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03804: r = 1 t = 1 #III =
1
E(Q) = <(1240/49,
38198/343)>
R = 6.5579273319
0 integral points
E_-03803: r = 1 t = 1 #III =
1
E(Q) =
<(21636034725961/27952496100,
100638631825206132709/4673377822959000)>
R = 30.7177826868
0 integral points
E_-03802: r = 1 t = 1 #III =
4
E(Q) = <(20559281/115600,
93189090071/39304000)>
R = 16.8927110858
0 integral points
E_-03801: r = 1 t = 1 #III =
1
E(Q) = <(4825/81,
332128/729)>
R =
8.6406995993
0 integral points
E_-03800: r = 2 t = 1 #III =
1
E(Q) = <(54, 392)> x
<(201, 2849)>
R = 17.5138227147
4 integral points
1. (54, 392) = 1 * (54,
392)
2. (54, -392) = -(54,
392)
3. (201, 2849) = 1 * (201,
2849)
4. (201, -2849) = -(201,
2849)
E_-03799: r = 1 t = 1 #III =
1
E(Q) = <(1832,
78413)>
R = 7.0563035996
2 integral points
1. (1832, 78413) = 1 * (1832,
78413)
2. (1832, -78413) = -(1832,
78413)
E_-03798: r = 1 t = 1 #III =
1
E(Q) = <(81/4,
537/8)>
R = 4.1007366345
0 integral points
E_-03797: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03796: r = 2 t = 1 #III =
1
E(Q) = <(38, 226)> x
<(189593/10816, 44853821/1124864)>
R = 38.1899851682
2 integral points
1. (38, 226) = 1 * (38, 226)
2. (38, -226) = -(38,
226)
E_-03795: r = 1 t = 1 #III =
1
E(Q) =
<(38770389462841/392850661284,
240930187448338304371/246230151778262952)>
R = 31.3854103115
0 integral points
E_-03794: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03793: r = 1 t = 1 #III =
1
E(Q) = <(366769/11025,
210367772/1157625)>
R = 13.0909695854
0 integral points
E_-03792: r = 1 t = 1 #III =
1
E(Q) = <(798553/47961,
301468555/10503459)>
R = 14.1102326540
0 integral points
E_-03791: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03790: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03789: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03788: r = 1 t = 1 #III =
1
E(Q) = <(40037/961,
7798455/29791)>
R = 10.2730146475
0 integral points
E_-03787: r = 1 t = 1 #III =
1
E(Q) = <(100249/900,
31697443/27000)>
R = 11.6011434207
0 integral points
E_-03786: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03785: r = 2 t = 1 #III =
1
E(Q) = <(21, 74)> x
<(6871929/188356, 17298054227/81746504)>
R = 52.6236510888
2 integral points
1. (21, 74) = 1 * (21,
74)
2. (21, -74) = -(21,
74)
E_-03784: r = 1 t = 1 #III =
1
E(Q) = <(4313/169,
248929/2197)>
R = 8.7253139669
0 integral points
E_-03783: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03782: r = 1 t = 1 #III =
1
E(Q) = <(144604407/573049,
1738686079975/433798093)>
R = 18.8274550880
0 integral points
E_-03781: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03780: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03779: r = 1 t = 1 #III =
1
E(Q) = <(1217/16,
42273/64)>
R = 6.6797884616
0 integral points
E_-03778: r = 2 t = 1 #III =
1
E(Q) = <(59, 449)> x
<(11323865297/204146944, 1191601900926361/2916851535872)>
R = 96.6328291637
2 integral points
1. (59, 449) = 1 * (59,
449)
2. (59, -449) = -(59,
449)
E_-03777: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03776: r = 1 t = 1 #III =
1
E(Q) = <(26860/441,
4365152/9261)>
R = 8.9674763292
0 integral points
E_-03775: r = 1 t = 1 #III =
1
E(Q) = <(20, 65)>
R = 1.9034137316
2 integral points
1. (20, 65) = 1 * (20,
65)
2. (20, -65) = -(20,
65)
E_-03774: r = 1 t = 1 #III =
1
E(Q) =
<(37632421819423/10106884089,
230857100225487130969/1016075378119437)>
R = 31.2614587157
0 integral points
E_-03773: r = 1 t = 1 #III =
1
E(Q) = <(313833/3364,
175402795/195112)>
R = 12.7586941826
0 integral points
E_-03772: r = 1 t = 1 #III =
1
E(Q) = <(16, 18)>
R = 1.8358208969
2 integral points
1. (16, 18) = 1 * (16, 18)
2. (16, -18) = -(16,
18)
E_-03771: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03770: r = 2 t = 1 #III =
1
E(Q) = <(51, 359)> x <(779/49,
5403/343)>
R = 26.6899411856
2 integral points
1. (51, 359) = 1 * (51,
359)
2. (51, -359) = -(51,
359)
E_-03769: r = 2 t = 1 #III =
1
E(Q) = <(244601/484,
120970925/10648)> x <(465853285/24770529,
6619314509522/123282922833)>
R = 147.1170847139
0 integral points
E_-03768: r = 2 t = 1 #III =
1
E(Q) = <(82, 740)> x
<(61057/676, 15048385/17576)>
R = 41.0718685887
2 integral points
1. (82, 740) = 1 * (82,
740)
2. (82, -740) = -(82,
740)
E_-03767: r = 1 t = 1 #III =
1
E(Q) = <(305941623/717409,
5351152180732/607645423)>
R = 19.5613381894
0 integral points
E_-03766: r = 1 t = 1
#III = 1
E(Q) = <(337807/15129,
159710237/1860867)>
R = 13.1313737136
0 integral points
E_-03765: r = 1 t = 1 #III =
1
E(Q) =
<(1193095609/32901696, 39550563546067/188724128256)>
R = 21.1559058570
0 integral points
E_-03764: r = 1 t = 1 #III =
1
E(Q) = <(5133/49,
367151/343)>
R = 8.6343778177
0 integral points
E_-03763: r = 1 t = 1 #III =
1
E(Q) = <(5059/25,
359748/125)>
R =
8.0268330495
0 integral points
E_-03762: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03761: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03760: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03759: r = 1 t = 1 #III =
1
E(Q) = <(22, 83)>
R = 3.0352253065
2 integral points
1. (22, 83) = 1 * (22,
83)
2. (22, -83) = -(22,
83)
E_-03758: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03757: r = 2 t = 1 #III =
1
E(Q) = <(17, 34)> x
<(153221/961, 59948188/29791)>
R = 14.2288982217
2 integral points
1. (17, 34) = 1 * (17,
34)
2. (17, -34) = -(17,
34)
E_-03756: r = 2 t = 1 #III =
1
E(Q) = <(277/9, 4303/27)>
x <(23305/576, 3455387/13824)>
R = 53.1869911665
0 integral points
E_-03755: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03754: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03753: r = 1 t = 1 #III =
1
E(Q) =
<(17081519977/484616196, 2134683869616235/10668340938744)>
R = 23.8240702913
0 integral points
E_-03752: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03751: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03750: r = 1 t = 1 #III =
1
E(Q) = <(775, 21575)>
R = 4.5192738478
2 integral points
1. (775, 21575) = 1 * (775,
21575)
2. (775, -21575) = -(775,
21575)
E_-03749: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03748: r = 1 t = 1 #III =
1
E(Q) = <(334121/4900,
191987669/343000)>
R = 12.8580164680
0 integral points
E_-03747: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03746: r = 1 t = 1 #III =
1
E(Q) =
<(55027556018787/2915566495009,
271633718256676772837/4978338536927352527)>
R = 32.1036373519
0 integral points
E_-03745: r = 2 t = 1 #III =
1
E(Q) = <(169/9, 1448/27)>
x <(3049/100, 156843/1000)>
R = 43.0098667270
0 integral points
E_-03744: r = 1 t = 1 #III =
1
E(Q) = <(25, 109)>
R = 3.5803919980
2 integral points
1. (25, 109) = 1 * (25, 109)
2. (25, -109) = -(25,
109)
E_-03743: r = 1 t = 1 #III =
1
E(Q) = <(188,
2577)>
R = 4.2757597462
2 integral points
1. (188, 2577) = 1 * (188,
2577)
2. (188, -2577) = -(188, 2577)
E_-03742: r = 2 t = 1 #III =
1
E(Q) = <(216689/13924,
8527031/1643032)> x <(1516721/18496, 1861572457/2515456)>
R = 61.6916045124
0 integral points
E_-03741: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03740: r = 1 t = 1 #III =
1
E(Q) = <(1104,
36682)>
R = 6.0911458542
2 integral points
1. (1104, 36682) = 1 * (1104,
36682)
2. (1104, -36682) = -(1104,
36682)
E_-03739: r = 2 t = 1 #III =
1
E(Q) = <(1241/4,
43715/8)> x <(18433361/336400, 78237527641/195112000)>
R = 91.4303532149
0 integral points
E_-03738: r = 3 t = 1 #III =
1
E(Q) = <(67, 545)> x
<(3313/64, 188105/512)> x <(16963/1089, 231265/35937)>
R = 319.9811702744
2 integral points
1. (67, 545) = 1 * (67,
545)
2. (67, -545) = -(67,
545)
E_-03737: r = 1 t = 1 #III =
1
E(Q) =
<(127850578536408297/4241025056661409,
42482427481990433764034320/276188923641794607502577)>
R = 39.6936377593
0 integral points
E_-03736: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03735: r = 1 t = 1 #III =
1
E(Q) = <(16, 19)>
R = 2.8457359738
2 integral points
1. (16, 19) = 1 * (16,
19)
2. (16, -19) = -(16,
19)
E_-03734: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03733: r = 2 t = 1 #III =
1
E(Q) = <(241/9, 3358/27)>
x <(91129/1296, 27361549/46656)>
R = 61.8473326919
0 integral points
E_-03732: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03731: r = 1 t = 1 #III =
1
E(Q) =
<(167687770903/3346506801, 67641806836818514/193592071931049)>
R = 26.0325547576
0 integral points
E_-03730: r = 1 t = 1 #III =
1
E(Q) =
<(425878273001/26884849156, 68994761009057611/4408201176712696)>
R = 27.3170023175
0 integral points
E_-03729: r = 1 t = 1 #III =
1
E(Q) = <(276296881/3526884,
4574811600055/6623488152)>
R = 19.5578253038
0 integral points
E_-03728: r = 1 t = 1 #III =
1
E(Q) = <(418249/5625,
269261443/421875)>
R = 13.0710392508
0 integral points
E_-03727: r = 1 t = 1 #III =
1
E(Q) = <(28, 135)>
R = 2.6461173712
2 integral points
1. (28, 135) = 1 * (28,
135)
2. (28, -135) = -(28,
135)
E_-03726: r = 1 t = 1 #III =
1
E(Q) = <(30343/961,
4962851/29791)>
R = 10.6111767033
0 integral points
E_-03725: r = 1 t = 1 #III =
1
E(Q) = <(4565/289,
72240/4913)>
R = 7.3445843784
0 integral points
E_-03724: r = 1 t = 1 #III =
1
E(Q) = <(541/9,
12475/27)>
R = 6.4500984694
0 integral points
E_-03723: r = 1 t = 1 #III =
9
E(Q) = <(19, 56)>
R = 3.4056930318
2 integral points
1. (19, 56) = 1 * (19,
56)
2. (19, -56) = -(19,
56)
E_-03722: r = 2 t = 1 #III =
1
E(Q) = <(2763, 145235)> x
<(3723/121, 212155/1331)>
R = 67.3079464767
2 integral points
1. (2763, 145235) = 1 * (2763,
145235)
2. (2763, -145235) = -(2763,
145235)
E_-03721: r = 1 t = 1 #III =
1
E(Q) = <(65/4,
191/8)>
R = 4.7020872462
0 integral points
E_-03720: r = 1 t = 1 #III =
1
E(Q) = <(519409/21609,
320301757/3176523)>
R = 13.5343893843
0 integral points
E_-03719: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03718: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03717: r = 1 t = 1 #III =
1
E(Q) = <(57, 426)>
R = 3.4755699728
2 integral points
1. (57, 426) = 1 * (57,
426)
2. (57, -426) = -(57, 426)
E_-03716: r = 2 t = 1 #III =
1
E(Q) = <(18, 46)> x
<(53, 381)>
R = 9.6366545532
4 integral points
1. (18, 46) = 1 * (18,
46)
2. (18, -46) = -(18,
46)
3. (53, 381) = 1 * (53, 381)
4. (53, -381) = -(53,
381)
E_-03715: r = 1 t = 1 #III =
1
E(Q) = <(73121659/3969,
625272105088/250047)>
R = 18.1081521972
0 integral points
E_-03714: r = 2 t = 1 #III =
1
E(Q) = <(73/4, 389/8)> x
<(5275, 383119)>
R = 39.3421494137
2 integral points
1. (5275, 383119) = 1 *
(5275, 383119)
2. (5275, -383119) = -(5275,
383119)
E_-03713: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-03712: r = 1 t = 1 #III =
1
E(Q) = <(5393/121,
387655/1331)>
R = 8.8021388585
0 integral points
E_-03711: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-03710: r = 1 t = 1 #III =
1
E(Q) =
<(8574785319/82755409, 792701155924987/752825955673)>
R = 22.9635773276
0 integral points
E_-03709: r = 2 t = 1 #III =
1
E(Q) = <(65/4, 193/8)> x <(385, 7554)>
R = 25.3004053078
2 integral points
1. (385, 7554) = 1 * (385,
7554)
2. (385, -7554) = -(385,
7554)
E_-03708: r = 1 t = 1 #III =
1
E(Q) = <(52, 370)>
R = 3.2072572328
2 integral points
1. (52, 370) = 1 * (52,
370)
2. (52, -370) = -(52,
370)
E_-03707: r = 1 t = 1 #III =
1
E(Q) = <(1577/64,
54315/512)>
R = 7.1791879075
0 integral points
E_-03706: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03705: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03704: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03703: r = 1 t = 1 #III =
1
E(Q) = <(23, 92)>
R = 1.4337857743
2 integral points
1. (23, 92) = 1 * (23,
92)
2. (23, -92) = -(23,
92)
E_-03702: r = 1 t = 1 #III =
1
E(Q) = <(4927/9,
345835/27)>
R = 8.5198617346
0 integral points
E_-03701: r = 1 t = 1 #III =
1
E(Q) = <(398377/1089,
251434558/35937)>
R = 12.9211496096
0 integral points
E_-03700: r = 1 t = 1 #III =
1
E(Q) = <(46, 306)>
R = 2.7889814298
2 integral points
1. (46, 306) = 1 * (46,
306)
2. (46, -306) = -(46,
306)
E_-03699: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03698: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03697: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03696: r = 2 t = 1 #III =
1
E(Q) = <(16, 20)> x
<(760/49, 2036/343)>
R = 10.8622164989
4 integral points
1. (16, 20) = 1 * (16,
20)
2. (16, -20) = -(16,
20)
3. (793, 22331) = -1 * (16, 20) - 1 * (760/49, 2036/343)
4. (793, -22331) = -(793,
22331)
E_-03695: r = 1 t = 1 #III =
1
E(Q) = <(9961/36,
994069/216)>
R = 9.2407735388
0 integral points
E_-03694: r = 1 t = 1 #III =
1
E(Q) =
<(31684624615797391/1085472718859169,
5204249029392289530519295/35762541043038956627697)>
R = 38.3067495153
0 integral points
E_-03693: r = 1 t = 1 #III =
1
E(Q) = <(2786761/152100,
2940640741/59319000)>
R = 15.3153725686
0 integral points
E_-03692: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03691: r = 1 t = 1 #III =
1
E(Q) =
<(13722061219/809800849, 789742216779840/23044502759993)>
R = 23.3009857592
0 integral points
E_-03690: r = 1 t = 1 #III =
1
E(Q) = <(729/4,
19677/8)>
R = 5.9113359161
0 integral points
E_-03689: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03688: r = 2 t = 1 #III =
1
E(Q) = <(17, 35)> x
<(986/25, 30016/125)>
R = 21.1514606313
2 integral points
1. (17, 35) = 1 * (17,
35)
2. (17, -35) = -(17,
35)
E_-03687: r = 1 t = 1 #III =
1
E(Q) = <(577/36,
4481/216)>
R = 6.8903556100
0 integral points
E_-03686: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03685: r = 1 t = 1 #III =
1
E(Q) =
<(44666205504875466291015041988821/2786425091840567598337409358649,
96901710188457417708056985417526424284959533936/4651264730676630655942708061482962772882473107)>
R = 73.4091411494
0 integral points
E_-03684: r = 1 t = 1 #III =
1
E(Q) = <(1210/9,
42058/27)>
R = 6.4756927197
0 integral points
E_-03683: r = 2 t = 1 #III =
1
E(Q) = <(1227, 42980)> x
<(4467/121, 287420/1331)>
R = 59.5820785585
2 integral points
1. (1227, 42980) = 1 * (1227,
42980)
2. (1227, -42980) = -(1227,
42980)
E_-03682: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03681: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03680: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03679: r = 1 t = 1 #III =
1
E(Q) = <(152,
1873)>
R = 4.6241149199
2 integral points
1. (152, 1873) = 1 * (152,
1873)
2. (152, -1873) = -(152,
1873)
E_-03678: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03677: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03676: r = 2 t = 1 #III =
1
E(Q) = <(352/9, 6398/27)>
x <(2300/49, 108326/343)>
R = 32.9015595672
2 integral points
1. (4901, 343105) = 1 *
(352/9, 6398/27) - 1 * (2300/49, 108326/343)
2. (4901, -343105) = -(4901,
343105)
E_-03675: r = 1 t = 1 #III =
1
E(Q) = <(151/9,
874/27)>
R = 5.5289954102
0 integral points
E_-03674: r = 1 t = 1 #III =
1
E(Q) = <(4899,
342895)>
R = 8.4987235193
2 integral points
1. (4899, 342895) = 1 *
(4899, 342895)
2. (4899, -342895) = -(4899,
342895)
E_-03673: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03672: r = 1 t = 1 #III =
1
E(Q) = <(138,
1620)>
R = 2.6547714679
2 integral points
1. (138, 1620) = 1 * (138,
1620)
2. (138, -1620) = -(138,
1620)
E_-03671: r = 1 t = 1 #III =
1
E(Q) = <(35, 198)>
R = 3.2687704262
2 integral points
1. (35, 198) = 1 * (35,
198)
2. (35, -198) = -(35,
198)
E_-03670: r = 2 t = 1 #III =
1
E(Q) = <(7801/144,
681011/1728)> x <(201199/9, 90248237/27)>
R = 94.7654661972
0 integral points
E_-03669: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03668: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03667: r = 2 t = 1 #III =
1
E(Q) = <(1223, 42770)> x
<(112139/3025, 36175412/166375)>
R = 76.0784116015
2 integral points
1. (1223, 42770) = 1 * (1223,
42770)
2. (1223, -42770) = -(1223,
42770)
E_-03666: r = 1 t = 1 #III =
1
E(Q) =
<(10737952057/628404624, 573060857632147/15752847114432)>
R = 23.6004550425
0 integral points
E_-03665: r = 3 t = 1 #III =
1
E(Q) = <(169/9, 1468/27)>
x <(369, 7088)> x <(17509/441, 2247958/9261)>
R = 230.3045042710
2 integral points
1. (369, 7088) = 1 * (369, 7088)
2. (369, -7088) = -(369,
7088)
E_-03664: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03663: r = 2 t = 1 #III =
1
E(Q) = <(48, 327)> x
<(234, 3579)>
R = 10.4211558490
6 integral points
1. (48, 327) = 1 * (48,
327)
2. (48, -327) = -(48,
327)
3. (159, 2004) = 1 * (48,
327) - 1 * (234, 3579)
4. (159, -2004) = -(159,
2004)
5. (234, 3579) = 1 * (234,
3579)
6. (234, -3579) = -(234,
3579)
E_-03662: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03661: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03660: r = 1 t = 1 #III =
1
E(Q) =
<(111382739869/82682649, 37172906560072837/751833327357)>
R = 25.4432738026
0 integral points
E_-03659: r = 1 t = 1 #III =
1
E(Q) =
<(9763469305/420086016, 812066117312269/8610082983936)>
R = 23.3855032313
0 integral points
E_-03658: r = 1 t = 1 #III =
1
E(Q) = <(401923/3249,
254562425/185193)>
R = 12.9803818233
0 integral points
E_-03657: r = 1 t = 1 #III =
1
E(Q) =
<(9498756756931445397193/175746095612991858276,
914979482293572727659862571714075/2329853041623584873602765373976)>
R = 50.7782332186
0 integral points
E_-03656: r = 1 t = 1 #III =
1
E(Q) = <(306358/19881,
4927004/2803221)>
R = 12.4885386312
0 integral points
E_-03655: r = 1 t = 1 #III =
1
E(Q) = <(16, 21)>
R = 2.2931698643
2 integral points
1. (16, 21) = 1 * (16, 21)
2. (16, -21) = -(16,
21)
E_-03654: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03653: r = 2 t = 1 #III =
1
E(Q) = <(29, 144)> x <(64913/16,
16538553/64)>
R = 30.9200859122
2 integral points
1. (29, 144) = 1 * (29,
144)
2. (29, -144) = -(29,
144)
E_-03652: r = 2 t = 1 #III =
1
E(Q) = <(26, 118)> x
<(98602/9, 30961970/27)>
R = 28.5093505283
2 integral points
1. (26, 118) = 1 * (26,
118)
2. (26, -118) = -(26,
118)
E_-03651: r = 1 t = 1 #III =
1
E(Q) = <(473815/16641,
299243998/2146689)>
R = 13.3868511665
0 integral points
E_-03650: r = 1 t = 1 #III =
1
E(Q) = <(865305/16384,
794887805/2097152)>
R = 12.7744827022
0 integral points
E_-03649: r = 1 t = 1 #III =
1
E(Q) = <(4133/169,
230186/2197)>
R = 8.6927321392
0 integral points
E_-03648: r = 1 t = 1 #III =
1
E(Q) = <(4873/9,
340165/27)>
R = 8.5089478902
0 integral points
E_-03647: r = 2 t = 1 #III =
1
E(Q) = <(561/16,
12713/64)> x <(697/36, 12979/216)>
R = 45.9274440525
0 integral points
E_-03646: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03645: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03644: r = 1 t = 1 #III =
1
E(Q) = <(20, 66)>
R = 1.9603932150
2 integral points
1. (20, 66) = 1 * (20,
66)
2. (20, -66) = -(20,
66)
E_-03643: r = 1 t = 1 #III =
1
E(Q) =
<(42697179274071020491/1019500138111970025,
271990358618757420792740130836/1029392342854569779592724875)>
R = 45.4215256484
0 integral points
E_-03642: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03641: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03640: r = 1 t = 1 #III =
1
E(Q) = <(21074/961,
2475628/29791)>
R = 9.6662082025
0 integral points
E_-03639: r = 2 t = 1 #III =
1
E(Q) = <(130, 1481)> x
<(340, 6269)>
R = 21.8765587082
4 integral points
1. (130, 1481) = 1 * (130,
1481)
2. (130, -1481) = -(130,
1481)
3. (340, 6269) = 1 * (340,
6269)
4. (340, -6269) = -(340,
6269)
E_-03638: r = 1 t = 1 #III =
1
E(Q) =
<(1124988823/72029169, 8016137863975/611311557303)>
R = 21.3832726548
0 integral points
E_-03637: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03636: r = 1 t = 1 #III =
1
E(Q) = <(21, 75)>
R = 2.7314521910
2 integral points
1. (21, 75) = 1 * (21,
75)
2. (21, -75) = -(21,
75)
E_-03635: r = 1 t = 1 #III =
1
E(Q) = <(2099/121,
52992/1331)>
R = 7.5956281216
0 integral points
E_-03634: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03633: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03632: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03631: r = 2 t = 1 #III =
1
E(Q) = <(80, 713)> x
<(236, 3625)>
R = 17.1451980731
4 integral points
1. (80, 713) = 1 * (80,
713)
2. (80, -713) = -(80,
713)
3. (236, 3625) = 1 * (236,
3625)
4. (236, -3625) = -(236,
3625)
E_-03630: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03629: r = 1 t = 1 #III =
1
E(Q) =
<(99177238481719198135119537/745337990041435459324516,
986923029842285617458500258951840871113/643472345269902357787797978519447064)>
R = 59.9297883393
0 integral points
E_-03628: r = 1 t = 1 #III =
1
E(Q) = <(310033/484,
172627065/10648)>
R = 12.1098791347
0 integral points
E_-03627: r = 1 t = 1 #III =
1
E(Q) =
<(72221219714674969/194528014128900, 19408047081867531002559203/2713146407300430837000)>
R = 38.8439531313
0 integral points
E_-03626: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03625: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03624: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03623: r = 3 t = 1 #III =
1
E(Q) = <(18, 47)> x
<(24, 101)> x <(148/9, 775/27)>
R = 38.0603862210
8 integral points
1. (18, 47) = 1 * (18,
47)
2. (18, -47) = -(18,
47)
3. (24, 101) = 1 * (24,
101)
4. (24, -101) = -(24,
101)
5. (39, 236) = -1 * (18, 47)
- 1 * (24, 101)
6. (39, -236) = -(39,
236)
7. (2334, 112759) = -1 * (18,
47) + 1 * (148/9, 775/27)
8. (2334, -112759) = -(2334,
112759)
E_-03622: r = 1 t = 1 #III =
1
E(Q) = <(19795241/19600,
88072520789/2744000)>
R = 16.8103035646
0 integral points
E_-03621: r = 1 t = 1 #III =
1
E(Q) =
<(333611623818553/10139282482176,
5775418450226485688941/32285746622524391424)>
R = 33.7183129565
0 integral points
E_-03620: r = 1 t = 1 #III =
1
E(Q) =
<(47613942802549/2248317314721,
258463454207231650573/3371214666067941519)>
R = 31.9098052461
0 integral points
E_-03619: r = 1 t = 1 #III =
1
E(Q) = <(239815/7921,
109514754/704969)>
R = 12.1380926880
0 integral points
E_-03618: r = 1 t = 1 #III =
1
E(Q) = <(411/25,
3591/125)>
R = 4.8890410236
0 integral points
E_-03617: r = 2 t = 1 #III =
1
E(Q) = <(17, 36)> x
<(392833/1521, 246187700/59319)>
R = 35.9900838500
2 integral points
1. (17, 36) = 1 * (17,
36)
2. (17, -36) = -(17,
36)
E_-03616: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03615: r = 1 t = 1 #III =
4
E(Q) = <(91, 866)>
R = 4.6140150986
2 integral points
1. (91, 866) = 1 * (91,
866)
2. (91, -866) = -(91,
866)
E_-03614: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03613: r = 1 t = 1 #III =
1
E(Q) =
<(34450557437/1067263561, 6041119247656940/34866433274309)>
R =
24.5449477272
0 integral points
E_-03612: r = 2 t = 1 #III =
1
E(Q) = <(16, 22)> x
<(4573/81, 306125/729)>
R = 20.1275203630
2 integral points
1. (16, 22) = 1 * (16,
22)
2. (16, -22) = -(16,
22)
E_-03611: r = 2 t = 1 #III =
1
E(Q) = <(1209/4,
42035/8)> x <(975/49, 22406/343)>
R = 44.4878810282
0 integral points
E_-03610: r = 2 t = 1 #III =
1
E(Q) = <(19, 57)> x
<(1099/9, 36397/27)>
R = 5.6193271759
2 integral points
1. (19, 57) = 1 * (19,
57)
2. (19, -57) = -(19,
57)
E_-03609: r = 1 t = 1 #III =
1
E(Q) = <(69, 570)>
R = 3.6371643854
2 integral points
1. (69, 570) = 1 * (69,
570)
2. (69, -570) = -(69,
570)
E_-03608: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03607: r = 1 t = 1 #III =
1
E(Q) = <(244772,
121099571)>
R = 11.9460228575
2 integral points
1. (244772, 121099571) = 1 *
(244772, 121099571)
2. (244772, -121099571) =
-(244772, 121099571)
E_-03606: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03605: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03604: r = 3 t = 1 #III =
1
E(Q) = <(134, 1550)> x
<(77, 673)> x <(205/9, 2447/27)>
R = 82.3738300426
6 integral points
1. (1310, 47414) = -1 * (134,
1550) + 1 * (77, 673)
2. (1310, -47414) = -(1310,
47414)
3. (134, 1550) = 1 * (134,
1550)
4. (134, -1550) = -(134,
1550)
5. (77, 673) = 1 * (77,
673)
6. (77, -673) = -(77,
673)
E_-03603: r = 2 t = 1 #III =
1
E(Q) = <(1057/36,
31825/216)> x <(5047/81, 355870/729)>
R = 49.9390930316
0 integral points
E_-03602: r = 1 t = 1 #III =
1
E(Q) = <(23054203/720801,
104423616505/611960049)>
R = 17.2376903813
0 integral points
E_-03601: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03600: r = 1 t = 1 #III =
1
E(Q) = <(145,
1745)>
R = 3.9686348698
2 integral points
1. (145, 1745) = 1 * (145,
1745)
2. (145, -1745) = -(145,
1745)
E_-03599: r = 1 t = 1 #III =
1
E(Q) = <(95, 924)>
R = 4.1032807248
2 integral points
1. (95, 924) = 1 * (95,
924)
2. (95, -924) = -(95,
924)
E_-03598: r = 0 t = 1 #III =
9
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-03597: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03596: r = 1 t = 1 #III =
1
E(Q) = <(382587961/1988100,
7481477106541/2803221000)>
R = 19.8113685314
0 integral points
E_-03595: r = 2 t = 1 #III =
1
E(Q) = <(1241/16,
43549/64)> x <(75769/4356, 11740717/287496)>
R = 77.7326426874
0 integral points
E_-03594: r = 1 t = 1 #III =
1
E(Q) =
<(2677780462854163/21288746844729,
138442662630759254532409/98225703145414798317)>
R = 35.5984387623
0 integral points
E_-03593: r = 1 t = 1 #III =
1
E(Q) = <(4749/25, 327182/125)>
R = 8.5152114797
0 integral points
E_-03592: r = 2 t = 1 #III =
1
E(Q) = <(22, 84)> x
<(3641/16, 219667/64)>
R = 15.7991387322
2 integral points
1. (22, 84) = 1 * (22,
84)
2. (22, -84) = -(22, 84)
E_-03591: r = 1 t = 1 #III =
1
E(Q) = <(30, 153)>
R = 1.7759017701
2 integral points
1. (30, 153) = 1 * (30,
153)
2. (30, -153) = -(30,
153)
E_-03590: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03589: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03588: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03587: r = 1 t = 1 #III =
1
E(Q) =
<(6262816543/19263321, 495600651008450/84546715869)>
R = 22.5868398626
0 integral points
E_-03586: r = 1 t = 1 #III =
1
E(Q) = <(230345/14884,
19942459/1815848)>
R = 12.8915664710
0 integral points
E_-03585: r = 1 t = 1 #III =
1
E(Q) =
<(2680373245684057973964087121/9636598430803218407067396,
138757584754254260785161258387653227155001/29914768245634413158607035051736376056)>
R = 63.1895734818
0 integral points
E_-03584: r = 1 t = 1 #III =
1
E(Q) = <(72, 608)>
R = 2.3268410545
2 integral points
1. (72, 608) = 1 * (72, 608)
2. (72, -608) = -(72,
608)
E_-03583: r = 1 t = 1 #III =
1
E(Q) = <(34, 189)>
R = 2.7829300818
2 integral points
1. (34, 189) = 1 * (34,
189)
2. (34, -189) = -(34,
189)
E_-03582: r = 1 t = 1 #III =
1
E(Q) = <(2311617/10816,
3513938271/1124864)>
R = 13.9650330041
0 integral points
E_-03581: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03580: r = 1 t = 1 #III =
1
E(Q) = <(109816/81,
36391346/729)>
R = 10.6893047145
0 integral points
E_-03579: r = 1 t = 1 #III =
1
E(Q) = <(75337/4356,
11479067/287496)>
R = 11.7245204623
0 integral points
E_-03578: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03577: r = 1 t = 1 #III =
1
E(Q) = <(6521/100,
523181/1000)>
R =
8.9255607868
0 integral points
E_-03576: r = 1 t = 1 #III =
1
E(Q) = <(1678/81,
53144/729)>
R = 7.1545693923
0 integral points
E_-03575: r = 1 t = 1 #III =
1
E(Q) = <(399/25, 2768/125)>
R = 6.5187538823
0 integral points
E_-03574: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03573: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03572: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03571: r = 1 t = 1 #III =
1
E(Q) =
<(17321408984254697137/757298369723450724, 60382430032537607349078301193/659022940887602482772836632)>
R = 44.6848072175
0 integral points
E_-03570: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03569: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03568: r = 1 t = 1 #III =
1
E(Q) = <(2072/121,
50740/1331)>
R = 6.7485789520
0 integral points
E_-03567: r = 2 t = 1 #III =
1
E(Q) = <(16, 23)> x
<(226, 3397)>
R = 13.9991529224
4 integral points
1. (16, 23) = 1 * (16,
23)
2. (16, -23) = -(16,
23)
3. (226, 3397) = 1 * (226,
3397)
4. (226, -3397) = -(226,
3397)
E_-03566: r = 1 t = 1 #III =
1
E(Q) =
<(11288641359/495819289, 1001942262877865/11040408108163)>
R = 23.5348389871
0 integral points
E_-03565: r = 0 t = 1 #III =
9
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-03564: r = 1 t = 1 #III =
1
E(Q) = <(37, 217)>
R = 3.8578234822
2 integral points
1. (37, 217) = 1 * (37,
217)
2. (37, -217) = -(37, 217)
E_-03563: r = 1 t = 1 #III =
1
E(Q) = <(1271/25,
44694/125)>
R = 6.7800921163
0 integral points
E_-03562: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03561: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03560: r = 2 t = 1 #III =
1
E(Q) = <(186, 2536)> x
<(81/4, 551/8)>
R = 21.3942816642
2 integral points
1. (186, 2536) = 1 * (186,
2536)
2. (186, -2536) = -(186,
2536)
E_-03559: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03558: r = 1 t = 1 #III =
1
E(Q) =
<(1258096130009623/51435532828449,
38822086481621267359025/368888286164441759793)>
R = 35.1314990912
0 integral points
E_-03557: r = 1 t = 1 #III =
1
E(Q) = <(60201/3025,
10941574/166375)>
R = 11.4424091489
0 integral points
E_-03556: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03555: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03554: r = 2 t = 1 #III =
1
E(Q) = <(27, 127)> x
<(5969/16, 461145/64)>
R = 29.2847791048
2 integral points
1. (27, 127) = 1 * (27,
127)
2. (27, -127) = -(27,
127)
E_-03553: r = 2 t = 1 #III =
1
E(Q) = <(137/4, 1531/8)>
x <(353, 6632)>
R = 29.6069772335
2 integral points
1. (353, 6632) = 1 * (353,
6632)
2. (353, -6632) = -(353,
6632)
E_-03552: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03551: r = 1 t = 1 #III =
1
E(Q) = <(5508/361,
6491/6859)>
R = 8.7011260790
0 integral points
E_-03550: r = 2 t = 1 #III =
1
E(Q) = <(191, 2639)> x
<(11926750481/59413264, 1302230566635271/457957438912)>
R = 111.0777762495
2 integral points
1. (191, 2639) = 1 * (191,
2639)
2. (191, -2639) = -(191,
2639)
E_-03549: r = 1 t = 1 #III =
1
E(Q) = <(11293/729,
255464/19683)>
R = 9.8741430470
0 integral points
E_-03548: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03547: r = 3 t = 1 #III =
1
E(Q) = <(31, 162)> x
<(313/4, 5517/8)> x <(523/9, 11852/27)>
R = 84.1047573025
2 integral points
1. (31, 162) = 1 * (31,
162)
2. (31, -162) = -(31,
162)
E_-03546: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03545: r = 2 t = 1 #III =
1
E(Q) = <(721/36,
14471/216)> x <(4841/49, 336204/343)>
R = 48.8038379422
0 integral points
E_-03544: r = 2 t = 1 #III =
1
E(Q) = <(17, 37)> x
<(337769/7396, 192617675/636056)>
R = 40.3526275931
2 integral points
1. (17, 37) = 1 * (17,
37)
2. (17, -37) = -(17,
37)
E_-03543: r = 1 t = 1 #III =
1
E(Q) = <(77991278383/397563721,
21775449407417692/7927023033019)>
R = 25.1275974834
0 integral points
E_-03542: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03541: r = 1 t = 1 #III =
1
E(Q) = <(22127057/659344,
99088664807/535387328)>
R = 17.1826037931
0 integral points
E_-03540: r = 1 t = 1 #III =
1
E(Q) = <(380989/1089,
235153097/35937)>
R = 12.8773071091
0 integral points
E_-03539: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03538: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03537: r = 2 t = 1 #III =
1
E(Q) = <(33, 180)> x
<(649/25, 14768/125)>
R = 15.6940946561
2 integral points
1. (33, 180) = 1 * (33,
180)
2. (33, -180) = -(33,
180)
E_-03536: r = 0 t = 1
#III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03535: r = 1 t = 1 #III =
1
E(Q) = <(1586/49,
59779/343)>
R = 7.1863878567
0 integral points
E_-03534: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03533: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03532: r = 2 t = 1 #III =
1
E(Q) = <(293, 5015)> x
<(461/25, 6541/125)>
R = 31.7466630891
2 integral points
1. (293, 5015) = 1 * (293,
5015)
2. (293, -5015) = -(293,
5015)
E_-03531: r = 0 t = 1 #III =
9
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-03530: r = 1 t = 1 #III =
1
E(Q) = <(401481/17956,
210421381/2406104)>
R = 13.2958711951
0 integral points
E_-03529: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03528: r = 1 t = 1 #III =
1
E(Q) = <(18, 48)>
R = 1.9408268205
2 integral points
1. (18, 48) = 1 * (18,
48)
2. (18, -48) = -(18, 48)
E_-03527: r = 1 t = 1 #III =
1
E(Q) = <(32, 171)>
R = 2.7366637675
2 integral points
1. (32, 171) = 1 * (32,
171)
2. (32, -171) = -(32,
171)
E_-03526: r = 2 t = 1 #III =
1
E(Q) = <(143, 1709)> x
<(736385/45796, 246279167/9800344)>
R = 70.4844129661
2 integral points
1. (143, 1709) = 1 * (143,
1709)
2. (143, -1709) = -(143,
1709)
E_-03525: r = 1 t = 1 #III =
1
E(Q) = <(25, 110)>
R = 2.5008611016
2 integral points
1. (25, 110) = 1 * (25,
110)
2. (25, -110) = -(25,
110)
E_-03524: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03523: r = 2 t = 1 #III =
1
E(Q) = <(1091/25,
35264/125)> x <(23493601/324900, 113342180849/185193000)>
R = 120.6082591414
0 integral points
E_-03522: r = 1 t = 1 #III =
1
E(Q) = <(3571/225, 73619/3375)>
R = 8.7106658489
0 integral points
E_-03521: r = 1 t = 1 #III =
1
E(Q) =
<(127089327430389/1268405275225,
1430217852641844624338/1428522415143027875)>
R = 32.5688721204
0 integral points
E_-03520: r = 1 t = 1 #III =
1
E(Q) = <(16, 24)>
R = 0.9012448983
4 integral points
1. (16, 24) = 1 * (16,
24)
2. (16, -24) = -(16,
24)
3. (224, 3352) = -2 * (16,
24)
4. (224, -3352) = -(224, 3352)
E_-03519: r = 1 t = 1 #III =
1
E(Q) = <(220/9,
2843/27)>
R = 5.2936439577
0 integral points
E_-03518: r = 2 t = 1 #III =
1
E(Q) = <(23, 93)> x
<(8409/16, 771101/64)>
R = 22.9611505191
2 integral points
1. (23, 93) = 1 * (23,
93)
2. (23, -93) = -(23,
93)
E_-03517: r = 2 t = 1 #III =
1
E(Q) = <(161, 2042)> x
<(69496709169673/1100031782976, 575302666326696159515/1153739734748020224)>
R = 153.4536190900
2 integral points
1. (161, 2042) = 1 * (161,
2042)
2. (161, -2042) = -(161,
2042)
E_-03516: r = 1 t = 1 #III =
1
E(Q) = <(916/25,
26714/125)>
R = 6.1439641801
0 integral points
E_-03515: r = 1 t = 1 #III =
1
E(Q) =
<(8140270937479/1851494841, 23225136815741638618/79667971513389)>
R = 29.7299714787
0 integral points
E_-03514: r = 3 t = 1 #III =
1
E(Q) = <(65/4, 223/8)> x
<(3371/25, 195581/125)> x <(3593/64, 213221/512)>
R = 253.9010860679
0 integral points
E_-03513: r = 1 t = 1 #III =
1
E(Q) = <(24297481/22500,
119768130629/3375000)>
R = 17.0145405838
0 integral points
E_-03512: r = 1 t = 1 #III =
1
E(Q) = <(942/49,
20560/343)>
R = 6.6036687032
0 integral points
E_-03511: r = 1 t = 1 #III =
1
E(Q) = <(20, 67)>
R = 2.9670228286
2 integral points
1. (20, 67) = 1 * (20,
67)
2. (20, -67) = -(20,
67)
E_-03510: r = 1 t = 1 #III =
1
E(Q) =
<(2573461879/26904969, 130287839552207/139556074203)>
R = 21.7657560084
0 integral points
E_-03509: r = 1 t = 1 #III =
1
E(Q) = <(45, 296)>
R = 4.0103016355
2 integral points
1. (45, 296) = 1 * (45,
296)
2. (45, -296) = -(45,
296)
E_-03508: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03507: r = 1 t = 1 #III =
1
E(Q) = <(265057/17424,
8373905/2299968)>
R = 13.0364259754
0 integral points
E_-03506: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03505: r = 1 t = 1 #III =
1
E(Q) = <(19550321/183184,
86318490121/78402752)>
R = 16.8756892741
0 integral points
E_-03504: r = 1 t = 1 #III =
1
E(Q) = <(145/9,
703/27)>
R = 5.4993264339
0 integral points
E_-03503: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03502: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03501: r = 1 t = 1 #III =
1
E(Q) = <(3105/16,
172977/64)>
R = 7.3564223491
0 integral points
E_-03500: r = 1 t = 1 #III =
1
E(Q) = <(65/4,
225/8)>
R = 2.5342620837
0 integral points
E_-03499: r = 1 t = 1 #III =
1
E(Q) = <(80755/3249,
20165068/185193)>
R = 11.6552030026
0 integral points
E_-03498: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03497: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03496: r = 1 t = 1 #III =
1
E(Q) =
<(30273254657/1164037924, 4714917950029183/39714645891032)>
R = 24.4749883946
0 integral points
E_-03495: r = 2 t = 1 #III =
1
E(Q) = <(19, 58)> x
<(4651/9, 317186/27)>
R = 27.4842407535
2 integral points
1. (19, 58) = 1 * (19,
58)
2. (19, -58) = -(19,
58)
E_-03494: r = 1 t = 1 #III =
1
E(Q) =
<(6786793269726802987512019421935/123719752555199780576804104689,
17492479520052122092750431964317620634750611683/43516961523370205968929018989328480520552887)>
R = 71.1603326611
0 integral points
E_-03493: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03492: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03491: r = 1 t = 1 #III =
1
E(Q) = <(94255/9,
28937206/27)>
R = 11.4546500161
0 integral points
E_-03490: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03489: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03488: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03487: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03486: r = 1 t = 1 #III =
1
E(Q) = <(23936859073/298805796,
3690823324766689/5165156989656)>
R = 24.0143011267
0 integral points
E_-03485: r = 1 t = 1 #III =
9
E(Q) = <(21, 76)>
R = 3.4586090528
2 integral points
1. (21, 76) = 1 * (21,
76)
2. (21, -76) = -(21,
76)
E_-03484: r = 1 t = 1 #III =
1
E(Q) = <(40, 246)>
R = 2.4429171535
2 integral points
1. (40, 246) = 1 * (40,
246)
2. (40, -246) = -(40, 246)
E_-03483: r = 2 t = 1 #III =
1
E(Q) = <(127, 1430)> x
<(391/25, 2314/125)>
R = 28.1844372499
2 integral points
1. (127, 1430) = 1 * (127,
1430)
2. (127, -1430) = -(127,
1430)
E_-03482: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03481: r = 1 t = 1 #III =
1
E(Q) = <(168376585/5803281,
2023178584852/13980103929)>
R = 19.2498839568
0 integral points
E_-03480: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03479: r = 1 t = 1 #III =
1
E(Q) = <(60, 461)>
R = 3.7857644784
2 integral points
1. (60, 461) = 1 * (60, 461)
2. (60, -461) = -(60,
461)
E_-03478: r = 1 t = 1 #III =
1
E(Q) = <(375967/441,
230527835/9261)>
R = 12.8481859391
0 integral points
E_-03477: r = 1 t = 1 #III =
1
E(Q) = <(8321037697/57108249,
758616041804590/431567037693)>
R = 22.9058589572
0 integral points
E_-03476: r = 1 t = 1 #III =
1
E(Q) = <(1158,
39406)>
R = 6.3693474496
2 integral points
1. (1158, 39406) = 1 * (1158,
39406)
2. (1158, -39406) = -(1158,
39406)
E_-03475: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03474: r = 1 t = 1 #III =
1
E(Q) = <(418185/676,
270426651/17576)>
R = 12.2263262721
0 integral points
E_-03473: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03472: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03471: r = 3 t = 1 #III =
1
E(Q) = <(16, 25)> x
<(160, 2023)> x <(142/9, 577/27)>
R = 57.0480333918
10 integral points
1. (16, 25) = 1 * (16,
25)
2. (16, -25) = -(16,
25)
3. (160, 2023) = 1 * (160,
2023)
4. (160, -2023) = -(160,
2023)
5. (43510, 9075773) = -1 *
(16, 25) + 1 * (142/9, 577/27)
6. (43510, -9075773) =
-(43510, 9075773)
7. (235, 3602) = -1 * (16,
25) - 1 * (142/9, 577/27)
8. (235, -3602) = -(235,
3602)
9. (5230, 378227) = 1 * (16,
25) + 1 * (160, 2023) + 1 * (142/9, 577/27)
10. (5230, -378227) = -(5230,
378227)
E_-03470: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03469: r = 3 t = 1 #III =
1
E(Q) = <(17, 38)> x
<(257/16, 1663/64)> x <(865/36, 22031/216)>
R = 138.0858147660
4 integral points
1. (4625, 314534) = -1 * (17,
38) + 1 * (257/16, 1663/64)
2. (4625, -314534) = -(4625,
314534)
3. (17, 38) = 1 * (17,
38)
4. (17, -38) = -(17,
38)
E_-03468: r = 1 t = 1 #III =
1
E(Q) = <(28011061/1334025,
117238140559/1540798875)>
R = 17.5616403711
0 integral points
E_-03467: r = 2 t = 1 #III =
1
E(Q) = <(4623, 314330)> x
<(100407/2809, 30584570/148877)>
R = 82.0760562134
2 integral points
1. (4623, 314330) = 1 *
(4623, 314330)
2. (4623, -314330) = -(4623,
314330)
E_-03466: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03465: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03464: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03463: r = 1 t = 1 #III =
1
E(Q) = <(178/9, 1765/27)>
R = 5.1556055831
0 integral points
E_-03462: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03461: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03460: r = 1 t = 1 #III =
1
E(Q) = <(1154,
39202)>
R = 6.3659027174
2 integral points
1. (1154, 39202) = 1 * (1154,
39202)
2. (1154, -39202) = -(1154, 39202)
E_-03459: r = 2 t = 1 #III =
1
E(Q) = <(1171/9,
40040/27)> x <(147915793/3415104, 1760252621959/6311112192)>
R = 125.1844278443
0 integral points
E_-03458: r = 1 t = 1 #III =
1
E(Q) = <(542436267/25921,
12633482343145/4173281)>
R = 20.1120255833
0 integral points
E_-03457: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03456: r = 1 t = 1 #III =
1
E(Q) = <(28, 136)>
R = 2.2637307095
2 integral points
1. (28, 136) = 1 * (28,
136)
2. (28, -136) = -(28,
136)
E_-03455: r = 1 t = 1 #III =
1
E(Q) = <(144,
1727)>
R =
4.5721383271
2 integral points
1. (144, 1727) = 1 * (144,
1727)
2. (144, -1727) = -(144,
1727)
E_-03454: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03453: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03452: r = 1 t = 1 #III =
1
E(Q) = <(11173/729,
239617/19683)>
R = 9.8641213010
0 integral points
E_-03451: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03450: r = 2 t = 1 #III =
1
E(Q) = <(139/9, 413/27)>
x <(14899/9, 1818593/27)>
R = 52.4630731799
0 integral points
E_-03449: r = 1 t = 1 #III =
1
E(Q) = <(269279145/3467044,
4402502885003/6455635928)>
R = 19.5300412969
0 integral points
E_-03448: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03447: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03446: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03445: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03444: r = 2 t = 1 #III =
1
E(Q) = <(214, 3130)> x
<(33742/361, 6184982/6859)>
R = 45.9271638688
2 integral points
1. (214, 3130) = 1 * (214,
3130)
2. (214, -3130) = -(214,
3130)
E_-03443: r = 1 t = 1 #III =
1
E(Q) = <(92977/36,
28350665/216)>
R = 11.4437031998
0 integral points
E_-03442: r = 1 t = 1 #III =
1
E(Q) = <(826232099/43099225,
16984499602507/282946412125)>
R = 20.9796615957
0 integral points
E_-03441: r = 1 t = 1 #III =
1
E(Q) = <(4597/9,
311678/27)>
R = 8.4513340687
0 integral points
E_-03440: r = 1 t = 1 #III =
1
E(Q) = <(744/49,
2668/343)>
R = 5.7723746393
0 integral points
E_-03439: r = 1 t = 1 #III =
1
E(Q) = <(73/4,
411/8)>
R = 4.2080092834
0 integral points
E_-03438: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03437: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03436: r = 1 t = 1 #III =
1
E(Q) = <(142357/8649,
25727023/804357)>
R = 12.3763868119
0 integral points
E_-03435: r = 1 t = 1 #III =
1
E(Q) =
<(445457794831/1623042369, 297285524221753826/65387507919903)>
R = 26.8561577317
0 integral points
E_-03434: r = 2 t = 1 #III =
1
E(Q) = <(625/36,
9161/216)> x <(2707/81, 134207/729)>
R = 55.8266070095
0 integral points
E_-03433: r = 1 t = 1 #III =
1
E(Q) =
<(63847362026748409201/4004531802850716900,
199532552079496800097490822551/8013599258557296607482447000)>
R = 46.1272295707
0 integral points
E_-03432: r = 1 t = 1 #III =
1
E(Q) = <(16963246/308025,
69144068044/170953875)>
R = 16.1196051292
0 integral points
E_-03431: r = 2 t = 1 #III =
1
E(Q) = <(18, 49)> x
<(88764/25, 26445713/125)>
R = 31.5597991624
2 integral points
1. (18, 49) = 1 * (18,
49)
2. (18, -49) = -(18,
49)
E_-03430: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03429: r = 1 t = 1 #III =
1
E(Q) = <(481/9,
10430/27)>
R = 6.3469403784
0 integral points
E_-03428: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03427: r = 1 t = 1 #III =
1
E(Q) = <(365203/2601, 220562920/132651)>
R = 12.8740940880
0 integral points
E_-03426: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03425: r = 1 t = 1 #III =
1
E(Q) = <(3159485004891001/204540482115225,
47225483826658782991624/2925289908198650872125)>
R = 36.2272925256
0 integral points
E_-03424: r = 1 t = 1 #III =
1
E(Q) =
<(2182194865/15139881, 101880684276679/58909276971)>
R = 21.5677676017
0 integral points
E_-03423: r = 2 t = 1 #III =
1
E(Q) = <(22, 85)> x
<(172, 2255)>
R = 14.1185767699
4 integral points
1. (22, 85) = 1 * (22,
85)
2. (22, -85) = -(22, 85)
3. (172, 2255) = 1 * (172,
2255)
4. (172, -2255) = -(172,
2255)
E_-03422: r = 1 t = 1 #III =
1
E(Q) =
<(111749201343/828345961, 37330498026629815/23840625103541)>
R = 25.5080495885
0 integral points
E_-03421: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03420: r = 2 t = 1 #III =
1
E(Q) = <(24, 102)> x
<(16, 26)>
R = 4.4105022588
6 integral points
1. (24, 102) = 1 * (24,
102)
2. (24, -102) = -(24,
102)
3. (216, 3174) = -1 * (24, 102) + 1 * (16, 26)
4. (216, -3174) = -(216,
3174)
5. (16, 26) = 1 * (16,
26)
6. (16, -26) = -(16,
26)
E_-03419: r = 1 t = 1 #III =
4
E(Q) = <(911/49,
18810/343)>
R = 6.7238041633
0 integral points
E_-03418: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03417: r = 2 t = 1 #III =
1
E(Q) = <(421, 8638)> x
<(27229840201/165225316, 4491607624247387/2123806211864)>
R = 145.8350061642
2 integral points
1. (421, 8638) = 1 * (421,
8638)
2. (421, -8638) = -(421,
8638)
E_-03416: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03415: r = 2 t = 1 #III =
1
E(Q) = <(26, 119)> x
<(136/9, 161/27)>
R = 15.6364784229
2 integral points
1. (26, 119) = 1 * (26,
119)
2. (26, -119) = -(26,
119)
E_-03414: r = 1 t = 1 #III =
1
E(Q) = <(7639/441,
391105/9261)>
R = 9.4284878330
0 integral points
E_-03413: r = 1 t = 1 #III =
1
E(Q) =
<(73228157680228921/510336563796900,
19804603863233620841927219/11528824488207163047000)>
R = 38.8967456659
0 integral points
E_-03412: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03411: r = 1 t = 1 #III =
1
E(Q) = <(24489505/338724,
120642745519/197137368)>
R = 17.1407644041
0 integral points
E_-03410: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03409: r = 2 t = 1 #III =
1
E(Q) = <(3137/196,
72127/2744)> x <(1574148745/96766569,
28491379239212/951892739253)>
R = 159.6798632088
0 integral points
E_-03408: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03407: r = 3 t = 1 #III =
1
E(Q) = <(66, 533)> x
<(111, 1168)> x <(154/9, 1081/27)>
R = 75.3317698331
4 integral points
1. (66, 533) = 1 * (66,
533)
2. (66, -533) = -(66,
533)
3. (111, 1168) = 1 * (111,
1168)
4. (111, -1168) = -(111,
1168)
E_-03406: r = 1 t = 1 #III =
1
E(Q) = <(347975/10201,
196264037/1030301)>
R = 13.0227955602
0 integral points
E_-03405: r = 1 t = 1 #III =
9
E(Q) = <(49, 338)>
R = 4.0775385024
2 integral points
1. (49, 338) = 1 * (49,
338)
2. (49, -338) = -(49, 338)
E_-03404: r = 2 t = 1 #III =
1
E(Q) = <(285, 4811)> x
<(369/16, 6025/64)>
R = 35.0460369858
2 integral points
1. (285, 4811) = 1 * (285,
4811)
2. (285, -4811) = -(285,
4811)
E_-03403: r = 1 t = 1 #III =
1
E(Q) = <(157417/9216,
35172235/884736)>
R = 12.4595965762
0 integral points
E_-03402: r = 1 t = 1 #III =
1
E(Q) = <(379/25,
1133/125)>
R = 6.4831794383
0 integral points
E_-03401: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03400: r = 1 t = 1 #III =
1
E(Q) = <(145/9,
755/27)>
R = 4.4219173656
0 integral points
E_-03399: r = 1 t = 1 #III =
1
E(Q) = <(69136/4489,
4794505/300763)>
R = 11.2200274606
0 integral points
E_-03398: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03397: r = 1 t = 1 #III =
1
E(Q) = <(3797/169,
195820/2197)>
R = 8.6287253676
0 integral points
E_-03396: r = 1 t = 1 #III =
1
E(Q) =
<(53908701730/355963689, 12510535496164426/6715966920363)>
R = 24.0783301859
0 integral points
E_-03395: r = 2 t = 1 #III =
1
E(Q) = <(1089/16,
35743/64)> x <(240081/11236, 94984889/1191016)>
R = 84.2143905028
0 integral points
E_-03394: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03393: r = 1 t = 1 #III =
1
E(Q) = <(129,
1464)>
R = 4.1988503837
2 integral points
1. (129, 1464) = 1 * (129,
1464)
2. (129, -1464) = -(129,
1464)
E_-03392: r = 2 t = 1 #III =
1
E(Q) = <(36, 208)> x
<(17, 39)>
R = 5.4433714751
6 integral points
1. (36, 208) = 1 * (36,
208)
2. (36, -208) = -(36,
208)
3. (116, 1248) = -1 * (36, 208) + 1 * (17, 39)
4. (116, -1248) = -(116,
1248)
5. (17, 39) = 1 * (17,
39)
6. (17, -39) = -(17,
39)
E_-03391: r = 1 t = 1 #III =
4
E(Q) = <(56, 415)>
R = 3.7261171677
2 integral points
1. (56, 415) = 1 * (56,
415)
2. (56, -415) = -(56,
415)
E_-03390: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03389: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03388: r = 1 t = 1 #III =
1
E(Q) = <(44, 286)>
R = 1.4671639846
2 integral points
1. (44, 286) = 1 * (44,
286)
2. (44, -286) = -(44,
286)
E_-03387: r = 2 t = 1 #III =
1
E(Q) = <(3391/225,
20314/3375)> x <(285937/1764, 152838505/74088)>
R = 101.4185096792
0 integral points
E_-03386: r = 1 t = 1 #III =
1
E(Q) = <(6904891/314721,
14955154525/176558481)>
R = 16.1424877057
0 integral points
E_-03385: r = 2 t = 1 #III =
1
E(Q) = <(41, 256)> x
<(1681/64, 62151/512)>
R =
27.2447976699
2 integral points
1. (41, 256) = 1 * (41,
256)
2. (41, -256) = -(41,
256)
E_-03384: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03383: r = 1 t = 1 #III =
1
E(Q) = <(104,
1059)>
R = 3.7213982113
2 integral points
1. (104, 1059) = 1 * (104,
1059)
2. (104, -1059) = -(104,
1059)
E_-03382: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03381: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03380: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03379: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03378: r = 3 t = 1 #III =
1
E(Q) = <(19, 59)> x
<(337/4, 6169/8)> x <(4027/169, 221359/2197)>
R = 141.2715796668
2 integral points
1. (19, 59) = 1 * (19,
59)
2. (19, -59) = -(19,
59)
E_-03377: r = 1 t = 1 #III =
1
E(Q) = <(529642689/207025,
12189178274512/94196375)>
R =
20.0913198051
0 integral points
E_-03376: r = 2 t = 1 #III =
1
E(Q) = <(20, 68)> x
<(76, 660)>
R = 5.0084862379
8 integral points
1. (20, 68) = 1 * (20,
68)
2. (20, -68) = -(20,
68)
3. (73, 621) = 1 * (20, 68) -
1 * (76, 660)
4. (73, -621) = -(73,
621)
5. (76, 660) = 1 * (76,
660)
6. (76, -660) = -(76,
660)
7. (182180, 77759068) = 1 *
(20, 68) - 2 * (76, 660)
8. (182180, -77759068) = -(182180,
77759068)
E_-03375: r = 0 t = 2 #III =
1
E(Q) = <(15, 0)>
R = 1.0000000000
1 integral point
1. (15, 0) = (15, 0)
E_-03374: r = 2 t = 1 #III =
1
E(Q) = <(15, 1)> x
<(23217265/79524, 111863175607/22425768)>
R = 47.6806748301
2 integral points
1. (15, 1) = 1 * (15,
1)
2. (15, -1) = -(15, 1)
E_-03373: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03372: r = 1 t = 1 #III =
1
E(Q) =
<(1905158521/79923600, 72065915631181/714516984000)>
R = 21.7335695951
0 integral points
E_-03371: r = 3 t = 1 #III =
1
E(Q) = <(15, 2)> x <(513/16,
11009/64)> x <(7785/4, 686891/8)>
R = 164.1277323354
2 integral points
1. (15, 2) = 1 * (15,
2)
2. (15, -2) = -(15, 2)
E_-03370: r = 1 t = 1 #III =
4
E(Q) = <(1117531/74529,
23573269/20346417)>
R = 14.4758772083
0 integral points
E_-03369: r = 1 t = 1 #III =
1
E(Q) = <(18443449/41616,
79205402285/8489664)>
R = 16.7510184726
0 integral points
E_-03368: r = 1 t = 1 #III =
1
E(Q) =
<(48780412017/1748577856, 9902927885563895/73118531626496)>
R = 24.9269676301
0 integral points
E_-03367: r = 1 t = 1 #III =
1
E(Q) = <(16, 27)>
R = 2.2809493102
2 integral points
1. (16, 27) = 1 * (16,
27)
2. (16, -27) = -(16,
27)
E_-03366: r = 1 t = 1 #III =
1
E(Q) = <(15, 3)>
R = 2.5245373555
2 integral points
1. (15, 3) = 1 * (15, 3)
2. (15, -3) = -(15, 3)
E_-03365: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03364: r = 1 t = 1 #III =
1
E(Q) = <(29, 145)>
R = 1.4274847614
2 integral points
1. (29, 145) = 1 * (29,
145)
2. (29, -145) = -(29,
145)
E_-03363: r = 1 t = 1 #III =
1
E(Q) = <(442033/28224,
103728745/4741632)>
R = 13.5282571781
0 integral points
E_-03362: r = 1 t = 1 #III =
1
E(Q) = <(3321/16,
191347/64)>
R = 5.6766474993
0 integral points
E_-03361: r = 1 t = 1 #III =
1
E(Q) =
<(6233040409548475612323865/362069314425254901992121, 9089998970594216409904119008640918848/217865056713181933210805619272974419)>
R = 57.5797844361
0 integral points
E_-03360: r = 1 t = 1 #III =
1
E(Q) =
<(3096259782289/53376247089,
5401142815455163223/12331674493712937)>
R = 28.9180982467
0 integral points
E_-03359: r = 2 t = 1 #III =
1
E(Q) = <(15, 4)> x
<(225/4, 3343/8)>
R = 18.1472181994
2 integral points
1. (15, 4) = 1 * (15,
4)
2. (15, -4) = -(15, 4)
E_-03358: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03357: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03356: r = 1 t = 1 #III =
1
E(Q) = <(105/4,
971/8)>
R = 4.9882890738
0 integral points
E_-03355: r = 1 t = 1 #III =
1
E(Q) =
<(32157162151/2148044409, 28829192162966/99555414223923)>
R = 24.7432033339
0 integral points
E_-03354: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03353: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03352: r = 1 t = 1 #III =
1
E(Q) = <(1034/25,
32452/125)>
R = 6.4656936686
0 integral points
E_-03351: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03350: r = 2 t = 1 #III =
1
E(Q) = <(15, 5)> x
<(825/16, 23405/64)>
R = 12.5250249800
2 integral points
1. (15, 5) = 1 * (15,
5)
2. (15, -5) = -(15, 5)
E_-03349: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03348: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03347: r = 1 t = 1 #III =
1
E(Q) = <(88369/900,
26222903/27000)>
R = 11.4825469814
0 integral points
E_-03346: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03345: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03344: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03343: r = 2 t = 1 #III =
1
E(Q) = <(38, 227)> x
<(128, 1447)>
R = 15.1330465535
4 integral points
1. (38, 227) = 1 * (38,
227)
2. (38, -227) = -(38,
227)
3. (128, 1447) = 1 * (128,
1447)
4. (128, -1447) = -(128,
1447)
E_-03342: r = 1 t = 1 #III =
1
E(Q) =
<(857339623852425618150335540383/40755593688943041209733476121,
635556498581456383118558768313491215109656655/8227745238556261319664473105537273491644669)>
R = 69.3319562360
0 integral points
E_-03341: r = 1 t = 1 #III = 1
E(Q) = <(4230721/221841,
6264991630/104487111)>
R = 15.7033028914
0 integral points
E_-03340: r = 1 t = 1 #III =
1
E(Q) = <(39061/2209,
4857489/103823)>
R = 10.4993913247
0 integral points
E_-03339: r = 2 t = 1 #III =
1
E(Q) = <(15, 6)> x
<(1023/49, 26034/343)>
R = 15.3005636466
2 integral points
1. (15, 6) = 1 * (15,
6)
2. (15, -6) = -(15, 6)
E_-03338: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03337: r = 2 t = 1 #III =
1
E(Q) = <(89/4, 701/8)> x
<(19139321/1008016, 59942477197/1012048064)>
R = 78.2975766758
0 integral points
E_-03336: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03335: r = 1 t = 1 #III =
4
E(Q) = <(616/9,
15209/27)>
R = 6.0942077418
0 integral points
E_-03334: r = 1 t = 1 #III =
9
E(Q) = <(47, 317)>
R = 4.0422096148
2 integral points
1. (47, 317) = 1 * (47,
317)
2. (47, -317) = -(47,
317)
E_-03333: r = 1 t = 1 #III =
1
E(Q) = <(284737177873946330271368953/18832685785438840131968064,
907047434329707230117053854893621421965/81727533197037394997572919939631616512)>
R = 61.4573516915
0 integral points
E_-03332: r = 3 t = 1 #III =
1
E(Q) = <(42, 266)> x
<(21, 77)> x <(154/9, 1106/27)>
R = 12.0152750954
12 integral points
1. (42, 266) = 1 * (42,
266)
2. (42, -266) = -(42,
266)
3. (21, 77) = 1 * (21,
77)
4. (21, -77) = -(21,
77)
5. (18, 50) = -1 * (42, 266) - 1 *
(21, 77)
6. (18, -50) = -(18,
50)
7. (882, 26194) = -1 * (21,
77) + 1 * (154/9, 1106/27)
8. (882, -26194) = -(882,
26194)
9. (93, 895) = -1 * (42, 266)
+ 1 * (154/9, 1106/27)
10. (93, -895) = -(93,
895)
11. (10437, 1066261) = 1 *
(42, 266) + 1 * (21, 77) + 1 * (154/9, 1106/27)
12. (10437, -1066261) =
-(10437, 1066261)
E_-03331: r = 3 t = 1 #III =
1
E(Q) = <(43, 276)> x
<(23, 94)> x <(1339/49, 44820/343)>
R = 80.7026381429
4 integral points
1. (43, 276) = 1 * (43,
276)
2. (43, -276) = -(43,
276)
3. (23, 94) = 1 * (23,
94)
4. (23, -94) = -(23,
94)
E_-03330: r = 2 t = 1 #III =
1
E(Q) = <(451/25,
6301/125)> x <(14419/361, 1685573/6859)>
R = 64.3776014901
0 integral points
E_-03329: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03328: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03327: r = 1 t = 1 #III =
1
E(Q) = <(28264/625,
4665463/15625)>
R = 9.9864724245
0 integral points
E_-03326: r = 2 t = 1 #III =
1
E(Q) = <(15, 7)> x
<(278309710655866009/10091403515936484,
134680364092985112316443005/1013741809586038086101352)>
R = 130.7892116750
2 integral points
1. (15, 7) = 1 * (15,
7)
2. (15, -7) = -(15, 7)
E_-03325: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03324: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03323: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03322: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03321: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03320: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03319: r = 1 t = 1 #III =
1
E(Q) = <(190/9,
2107/27)>
R = 5.1911147228
0 integral points
E_-03318: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03317: r = 0 t = 1 #III
= 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03316: r = 1 t = 1 #III =
1
E(Q) = <(123725/5041,
38329967/357911)>
R = 12.0801265717
0 integral points
E_-03315: r = 2 t = 1 #III =
1
E(Q) = <(961/36,
27071/216)> x <(1249/36, 42353/216)>
R = 52.0135344303
0 integral points
E_-03314: r = 1 t = 1 #III =
1
E(Q) =
<(3027726723525636494375563292227/196207400975278734302523623361,
1650267431188474234806229379132889366415717357/86910665912976780233801093274751599442612641)>
R = 70.7189504992
0 integral points
E_-03313: r = 2 t = 1 #III =
1
E(Q) = <(17, 40)> x
<(1769/100, 47147/1000)>
R = 25.7966898020
4 integral points
1. (17, 40) = 1 * (17,
40)
2. (17, -40) = -(17,
40)
3. (15917, 2008130) = 1 *
(17, 40) - 1 * (1769/100, 47147/1000)
4. (15917, -2008130) =
-(15917, 2008130)
E_-03312: r = 1 t = 1 #III =
1
E(Q) = <(16, 28)>
R = 1.9036329366
2 integral points
1. (16, 28) = 1 * (16,
28)
2. (16, -28) = -(16,
28)
E_-03311: r = 1 t = 1 #III =
1
E(Q) = <(15, 8)>
R = 3.2544160904
2 integral points
1. (15, 8) = 1 * (15,
8)
2. (15, -8) = -(15, 8)
E_-03310: r = 2 t = 1 #III =
1
E(Q) = <(449/4, 9503/8)>
x <(63959/4225, 3464677/274625)>
R = 66.1241820289
0 integral points
E_-03309: r = 2 t = 1 #III =
1
E(Q) = <(73/4, 421/8)> x
<(23784481/338724, 115439678225/197137368)>
R = 80.4409936753
0 integral points
E_-03308: r = 1 t = 1 #III =
1
E(Q) = <(22297/36,
3329405/216)>
R = 10.0270012308
0 integral points
E_-03307: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03306: r = 1 t = 1 #III =
1
E(Q) = <(16658073577/1633284,
2149993581058997/2087336952)>
R = 23.5370591466
0 integral points
E_-03305: r = 1 t = 1 #III =
1
E(Q) =
<(65936051320585205212587604996201/56948524183346258154056715009,
535406871171464846553906998267938524561860580484/13590133118832433376978975778790583915876223)>
R = 73.2741502176
0 integral points
E_-03304: r = 2 t = 1 #III =
1
E(Q) = <(25, 111)> x
<(730/49, 552/343)>
R = 16.8760229623
2 integral points
1. (25, 111) = 1 * (25,
111)
2. (25, -111) = -(25,
111)
E_-03303: r = 1 t = 1 #III =
1
E(Q) = <(427/9,
8686/27)>
R = 6.2465294172
0 integral points
E_-03302: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03301: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03300: r = 1 t = 1 #III =
1
E(Q) = <(12541/441,
1299761/9261)>
R = 9.7455800382
0 integral points
E_-03299: r = 1 t = 1 #III =
9
E(Q) = <(27, 128)>
R = 3.6198639877
2 integral points
1. (27, 128) = 1 * (27,
128)
2. (27, -128) = -(27,
128)
E_-03298: r = 1 t = 1 #III =
1
E(Q) =
<(1238083841/25806400, 42908255509889/131096512000)>
R = 21.1244464533
0 integral points
E_-03297: r = 1 t = 1 #III =
1
E(Q) = <(460273/12321,
302229460/1367631)>
R = 13.2782532612
0 integral points
E_-03296: r = 1 t = 1 #III =
1
E(Q) = <(381513/17956,
190914619/2406104)>
R = 13.2549212410
0 integral points
E_-03295: r = 1 t = 1 #III =
1
E(Q) = <(1874/25,
80807/125)>
R = 7.1949126475
0 integral points
E_-03294: r = 2 t = 1 #III =
1
E(Q) = <(15, 9)> x
<(249/16, 1395/64)>
R = 8.1887772907
6 integral points
1. (15, 9) = 1 * (15,
9)
2. (15, -9) = -(15, 9)
3. (2967, 161613) = 1 * (15,
9) - 1 * (249/16, 1395/64)
4. (2967, -161613) = -(2967,
161613)
5. (487, 10747) = -1 * (15, 9) - 1 * (249/16, 1395/64)
6. (487, -10747) = -(487,
10747)
E_-03293: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03292: r = 1 t = 1 #III =
1
E(Q) = <(28181/625, 4645079/15625)>
R = 10.4455171507
0 integral points
E_-03291: r = 1 t = 1 #III =
1
E(Q) =
<(91443838201/5200428996, 17372267382551635/375023736617544)>
R = 25.7150872756
0 integral points
E_-03290: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03289: r = 1 t = 1 #III =
1
E(Q) = <(355213/9,
211706054/27)>
R = 12.7807046266
0 integral points
E_-03288: r = 1 t = 1 #III =
1
E(Q) = <(1078/9,
35360/27)>
R = 6.3658337041
0 integral points
E_-03287: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03286: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03285: r = 1 t = 1 #III =
1
E(Q) = <(34089/2209,
2050302/103823)>
R = 10.2365675030
0 integral points
E_-03284: r = 2 t = 1 #III =
1
E(Q) = <(30, 154)> x
<(9038/169, 849954/2197)>
R = 23.5777012443
2 integral points
1. (30, 154) = 1 * (30,
154)
2. (30, -154) = -(30,
154)
E_-03283: r = 1 t = 1 #III =
1
E(Q) = <(1440102841/20520900,
54389831305139/92959677000)>
R = 21.2171383043
0 integral points
E_-03282: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03281: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03280: r = 1 t = 1 #III =
1
E(Q) = <(3641/169,
180101/2197)>
R = 8.5974608971
0 integral points
E_-03279: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03278: r = 1 t = 1 #III =
1
E(Q) = <(49784887/1212201,
342862449155/1334633301)>
R = 17.9407890081
0 integral points
E_-03277: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03276: r = 1 t = 1 #III =
1
E(Q) = <(98403673/6081156,
464920236451/14996130696)>
R = 18.9153695893
0 integral points
E_-03275: r = 2 t = 1 #III =
1
E(Q) = <(15, 10)> x
<(65/4, 255/8)>
R = 6.3044596026
6 integral points
1. (15, 10) = 1 * (15,
10)
2. (15, -10) = -(15,
10)
3. (1091, 36036) = 1 * (15,
10) - 1 * (65/4, 255/8)
4. (1091, -36036) = -(1091,
36036)
5. (275, 4560) = -1 * (15, 10) - 1 * (65/4, 255/8)
6. (275, -4560) = -(275,
4560)
E_-03274: r = 2 t = 1 #III =
1
E(Q) = <(35, 199)> x
<(142913/9604, 4315681/941192)>
R = 44.5478163975
2 integral points
1. (35, 199) = 1 * (35,
199)
2. (35, -199) = -(35,
199)
E_-03273: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03272: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03271: r = 2 t = 1 #III =
1
E(Q) = <(83, 754)> x
<(215, 3152)>
R = 22.8008785864
4 integral points
1. (83, 754) = 1 * (83,
754)
2. (83, -754) = -(83,
754)
3. (215, 3152) = 1 * (215,
3152)
4. (215, -3152) = -(215,
3152)
E_-03270: r = 1 t = 1 #III =
1
E(Q) =
<(24591665088673624233559/83908796595645015225,
3856148003598489873541308181209623/768619217642482330581481534125)>
R = 51.5878253804
0 integral points
E_-03269: r = 1 t = 1 #III =
1
E(Q) = <(29784385/1340964,
136159729217/1552836312)>
R = 17.5957894009
0 integral points
E_-03268: r = 2 t = 1 #III =
1
E(Q) = <(58, 438)> x
<(74, 634)>
R = 10.7842368900
6 integral points
1. (58, 438) = 1 * (58, 438)
2. (58, -438) = -(58,
438)
3. (4357, 287595) = 1 * (58,
438) - 1 * (74, 634)
4. (4357, -287595) = -(4357,
287595)
5. (74, 634) = 1 * (74,
634)
6. (74, -634) = -(74,
634)
E_-03267: r = 1 t = 1 #III =
1
E(Q) = <(553/36,
4085/216)>
R = 6.8488509372
0 integral points
E_-03266: r = 2 t = 1 #III =
1
E(Q) = <(75, 647)> x
<(4355, 287397)>
R = 31.6539169038
4 integral points
1. (75, 647) = 1 * (75, 647)
2. (75, -647) = -(75,
647)
3. (4355, 287397) = 1 *
(4355, 287397)
4. (4355, -287397) = -(4355,
287397)
E_-03265: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03264: r = 1 t = 1 #III =
1
E(Q) = <(5500/9,
407888/27)>
R = 7.2411357314
0 integral points
E_-03263: r = 1 t = 1 #III =
1
E(Q) = <(13911/25,
1640716/125)>
R =
9.5568263737
0 integral points
E_-03262: r = 1 t = 1 #III =
1
E(Q) =
<(214169115552863/3571037898961,
3110474020763473121185/6748258167386681959)>
R = 33.1481760271
0 integral points
E_-03261: r = 1 t = 1 #III =
1
E(Q) =
<(3810011761/137592900, 216361578428009/1613964717000)>
R = 22.3762961788
0 integral points
E_-03260: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03259: r = 3 t = 1 #III =
1
E(Q) = <(19, 60)> x
<(65/4, 257/8)> x <(113/4, 1111/8)>
R = 57.7081069803
6 integral points
1. (1087, 35838) = -1 * (19,
60) + 1 * (65/4, 257/8)
2. (1087, -35838) = -(1087,
35838)
3. (19, 60) = 1 * (19,
60)
4. (19, -60) = -(19,
60)
5. (415, 8454) = 1 * (19, 60)
- 1 * (113/4, 1111/8)
6. (415, -8454) = -(415,
8454)
E_-03258: r = 1 t = 1 #III =
1
E(Q) = <(47257/324,
10267651/5832)>
R = 10.8257357150
0 integral points
E_-03257: r = 2 t = 1 #III =
1
E(Q) = <(1181/25,
39954/125)> x <(62537/2209, 14472960/103823)>
R = 72.0822053464
0 integral points
E_-03256: r = 2 t = 1 #III =
1
E(Q) = <(830, 23912)> x
<(28169/1225, 4045553/42875)>
R = 57.7275012426
2 integral points
1. (830, 23912) = 1 * (830,
23912)
2. (830, -23912) = -(830, 23912)
E_-03255: r = 1 t = 1 #III =
1
E(Q) = <(16, 29)>
R = 2.8252811875
2 integral points
1. (16, 29) = 1 * (16,
29)
2. (16, -29) = -(16,
29)
E_-03254: r = 2 t = 1 #III =
1
E(Q) = <(15, 11)> x
<(381223/8649, 230864039/804357)>
R = 42.4481738127
2 integral points
1. (15, 11) = 1 * (15,
11)
2. (15, -11) = -(15,
11)
E_-03253: r = 1 t = 1 #III =
1
E(Q) = <(18629/1225, 696508/42875)>
R = 10.3698754395
0 integral points
E_-03252: r = 3 t = 1 #III =
1
E(Q) = <(22, 86)> x
<(61, 473)> x <(166, 2138)>
R = 48.6497663971
6 integral points
1. (22, 86) = 1 * (22,
86)
2. (22, -86) = -(22,
86)
3. (61, 473) = 1 * (61,
473)
4. (61, -473) = -(61,
473)
5. (166, 2138) = 1 * (166,
2138)
6. (166, -2138) = -(166,
2138)
E_-03251: r = 2 t = 1 #III =
1
E(Q) = <(855/49, 15574/343)> x
<(16429911/207025, 66379790966/94196375)>
R = 109.2099210312
0 integral points
E_-03250: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03249: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03248: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03247: r = 1 t = 1 #III =
1
E(Q) = <(2792/121,
126539/1331)>
R = 7.8448430866
0 integral points
E_-03246: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03245: r = 2 t = 1 #III =
1
E(Q) = <(81/4, 569/8)> x
<(489/25, 8138/125)>
R = 31.4416024917
0 integral points
E_-03244: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03243: r = 2 t = 1 #III =
1
E(Q) = <(1567/81,
46090/729)> x <(246361/8100, 115017859/729000)>
R = 98.0889222342
0 integral points
E_-03242: r = 1 t = 1 #III =
1
E(Q) =
<(60350253808831436588480397547867/1015396629448348266494124852729,
465199743159605679137427035597753532150381845395/1023183613437294434332921254857127527673681933)>
R = 73.3291375120
0 integral points
E_-03241: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03240: r = 1 t = 1 #III =
1
E(Q) = <(481,
10549)>
R = 6.1947836675
2 integral points
1. (481, 10549) = 1 * (481,
10549)
2. (481, -10549) = -(481,
10549)
E_-03239: r = 1 t = 1 #III =
1
E(Q) = <(20, 69)>
R = 2.4075071862
2 integral points
1. (20, 69) = 1 * (20,
69)
2. (20, -69) = -(20,
69)
E_-03238: r = 2 t = 1 #III =
1
E(Q) = <(9329/256,
870391/4096)> x <(15569/16, 1942631/64)>
R = 89.4313824641
0 integral points
E_-03237: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03236: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03235: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03234: r = 1 t = 1 #III =
1
E(Q) = <(22507/1521,
147113/59319)>
R = 10.5705954633
0 integral points
E_-03233: r = 1 t = 1 #III =
1
E(Q) = <(6597/361,
367430/6859)>
R = 9.2523697470
0 integral points
E_-03232: r = 2 t = 1 #III =
1
E(Q) = <(17, 41)> x <(409/4,
8259/8)>
R = 18.3073789319
2 integral points
1. (17, 41) = 1 * (17,
41)
2. (17, -41) = -(17,
41)
E_-03231: r = 2 t = 1 #III =
1
E(Q) = <(18, 51)> x
<(15, 12)>
R = 5.4326789195
8 integral points
1. (18, 51) = 1 * (18,
51)
2. (18, -51) = -(18,
51)
3. (408, 8241) = -1 * (18, 51) + 1 * (15, 12)
4. (408, -8241) = -(408,
8241)
5. (15, 12) = 1 * (15,
12)
6. (15, -12) = -(15,
12)
7. (136, 1585) = -1 * (18, 51) - 1 * (15, 12)
8. (136, -1585) = -(136,
1585)
E_-03230: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03229: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03228: r = 1 t = 1 #III =
1
E(Q) = <(29152/729,
4850146/19683)>
R = 9.5781980673
0 integral points
E_-03227: r = 1 t = 1 #III =
1
E(Q) =
<(22963771533402097099/1530371194328975625,
23311645561700160534227848132/1893194236970799383657953125)>
R = 45.1227240528
0 integral points
E_-03226: r = 1 t = 1
#III = 1
E(Q) = <(4187/49,
270227/343)>
R = 8.4454776758
0 integral points
E_-03225: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03224: r = 1 t = 1 #III =
1
E(Q) = <(1962/121,
42908/1331)>
R = 7.3961375519
0 integral points
E_-03223: r = 1 t = 1 #III =
1
E(Q) = <(1171/49,
35022/343)>
R = 6.8762226234
0 integral points
E_-03222: r = 2 t = 1 #III =
1
E(Q) = <(31, 163)> x
<(232543/5329, 109942957/389017)>
R = 46.5806598631
2 integral points
1. (31, 163) = 1 * (31,
163)
2. (31, -163) = -(31,
163)
E_-03221: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03220: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03219: r = 1 t = 1 #III =
1
E(Q) = <(73195/3249,
16785188/185193)>
R = 11.5804879199
0 integral points
E_-03218: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03217: r = 1 t = 1 #III =
1
E(Q) = <(29165880077/1459774849,
3847441163201570/55773617655743)>
R = 24.5189720092
0 integral points
E_-03216: r = 1 t = 1 #III =
1
E(Q) =
<(1356612748633/71140091841,
1157082070398260651/18974556435923361)>
R =
28.3764979844
0 integral points
E_-03215: r = 2 t = 1 #III =
1
E(Q) = <(24, 103)> x
<(4374/25, 289193/125)>
R = 24.4329633623
2 integral points
1. (24, 103) = 1 * (24,
103)
2. (24, -103) = -(24, 103)
E_-03214: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03213: r = 1 t = 1 #III =
1
E(Q) = <(149353/2809,
57099050/148877)>
R = 12.0824072725
0 integral points
E_-03212: r = 1 t = 1 #III =
1
E(Q) = <(257/4,
4095/8)>
R = 5.1396283522
0 integral points
E_-03211: r = 1 t = 1 #III =
1
E(Q) = <(1496635/71289,
1479524896/19034163)>
R = 14.6229370219
0 integral points
E_-03210: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03209: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03208: r = 1 t = 1 #III =
1
E(Q) = <(86866/225,
25601336/3375)>
R = 10.7024620764
0 integral points
E_-03207: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03206: r = 3 t = 1 #III =
1
E(Q) = <(15, 13)> x
<(3831/121, 224825/1331)> x <(223953/11236,
81759271/1191016)>
R = 247.0406470653
2 integral points
1. (15, 13) = 1 * (15,
13)
2. (15, -13) = -(15,
13)
E_-03205: r = 2 t = 1 #III =
1
E(Q) = <(89/4, 707/8)> x
<(61921/3844, 7441329/238328)>
R = 48.6082692846
0 integral points
E_-03204: r = 1 t = 1 #III =
1
E(Q) = <(34, 190)>
R = 3.0918993809
2 integral points
1. (34, 190) = 1 * (34,
190)
2. (34, -190) = -(34,
190)
E_-03203: r = 1 t = 1 #III =
1
E(Q) = <(1073/4,
35145/8)>
R = 6.4626825142
0 integral points
E_-03202: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03201: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03200: r = 1 t = 1 #III =
1
E(Q) = <(844/9,
24472/27)>
R = 5.4480371848
0 integral points
E_-03199: r = 2 t = 1 #III =
1
E(Q) = <(50, 349)> x
<(5903/289, 358436/4913)>
R = 31.2430616973
2 integral points
1. (50, 349) = 1 * (50,
349)
2. (50, -349) = -(50,
349)
E_-03198: r = 1 t = 1 #III =
1
E(Q) = <(413521/22500,
185161319/3375000)>
R = 13.3867342792
0 integral points
E_-03197: r = 1 t = 1 #III =
4
E(Q) = <(4221/25,
274144/125)>
R = 8.4014051737
0 integral points
E_-03196: r = 1 t = 1 #III =
1
E(Q) = <(16, 30)>
R = 1.8112025349
2 integral points
1. (16, 30) = 1 * (16,
30)
2. (16, -30) = -(16,
30)
E_-03195: r = 1 t = 1 #III =
4
E(Q) = <(85579/441,
25029712/9261)>
R = 11.4038183811
0 integral points
E_-03194: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03193: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03192: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03191: r = 1 t = 1 #III =
1
E(Q) = <(8625/64,
800489/512)>
R = 9.1294459056
0 integral points
E_-03190: r = 1 t = 1 #III =
1
E(Q) = <(126077717888479/1831185423369,
1408719965593468158523/2477983920313434597)>
R = 32.5982924301
0 integral points
E_-03189: r = 1 t = 1 #III =
1
E(Q) = <(64589089/783225,
517607345062/693154125)>
R = 18.0926601682
0 integral points
E_-03188: r = 1 t = 1 #III =
1
E(Q) =
<(9195786574/264875625, 847569836234582/4310850796875)>
R = 22.5020736560
0 integral points
E_-03187: r = 1 t = 1 #III =
1
E(Q) = <(979/25,
29808/125)>
R = 6.5629247655
0 integral points
E_-03186: r = 1 t = 1 #III =
1
E(Q) = <(30937/324,
5431517/5832)>
R = 10.4340465242
0 integral points
E_-03185: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03184: r = 2 t = 1 #III =
1
E(Q) = <(32, 172)> x
<(65, 521)>
R = 8.9531317583
6 integral points
1. (32, 172) = 1 * (32,
172)
2. (32, -172) = -(32,
172)
3. (344, 6380) = 1 * (32,
172) - 1 * (65, 521)
4. (344, -6380) = -(344,
6380)
5. (65, 521) = 1 * (65,
521)
6. (65, -521) = -(65,
521)
E_-03183: r = 1 t = 1 #III =
1
E(Q) = <(28, 137)>
R = 3.1799287856
2 integral points
1. (28, 137) = 1 * (28,
137)
2. (28, -137) = -(28,
137)
E_-03182: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03181: r = 1 t = 1 #III =
1
E(Q) =
<(1013614159105/6873736464, 1019984282605883519/569887742757312)>
R = 27.7057579498
0 integral points
E_-03180: r = 2 t = 1 #III =
1
E(Q) = <(229/9, 3113/27)>
x <(16141/1089, 313651/35937)>
R = 57.1236916492
0 integral points
E_-03179: r = 1 t = 1 #III =
9
E(Q) = <(15, 14)>
R = 3.2482072613
2 integral points
1. (15, 14) = 1 * (15,
14)
2. (15, -14) = -(15,
14)
E_-03178: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03177: r = 1 t = 1 #III =
1
E(Q) = <(21, 78)>
R = 2.7149332643
2 integral points
1. (21, 78) = 1 * (21,
78)
2. (21, -78) = -(21,
78)
E_-03176: r = 2 t = 1 #III =
1
E(Q) = <(26, 120)> x
<(33, 181)>
R = 8.8249824593
6 integral points
1. (26, 120) = 1 * (26, 120)
2. (26, -120) = -(26,
120)
3. (1790, 75732) = 1 * (26,
120) - 1 * (33, 181)
4. (1790, -75732) = -(1790,
75732)
5. (33, 181) = 1 * (33,
181)
6. (33, -181) = -(33,
181)
E_-03175: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03174: r = 1 t = 1 #III =
1
E(Q) =
<(22220321449/1191906576, 2365729662015595/41149382629824)>
R = 24.2719016852
0 integral points
E_-03173: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03172: r = 1 t = 1 #III =
1
E(Q) = <(147529313/8549776,
1108391914735/24999545024)>
R = 19.2883635096
0 integral points
E_-03171: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03170: r = 1 t = 1 #III =
1
E(Q) =
<(450882434649/9357466756, 298437194482349027/905185189174904)>
R = 27.0189244886
0 integral points
E_-03169: r = 2 t = 1 #III =
1
E(Q) = <(133/9, 206/27)>
x <(3493/169, 165294/2197)>
R = 42.3871755428
0 integral points
E_-03168: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03167: r = 1 t = 1 #III =
1
E(Q) = <(392,
7761)>
R = 4.9828909125
2 integral points
1. (392, 7761) = 1 * (392,
7761)
2. (392, -7761) = -(392,
7761)
E_-03166: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03165: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-03164: r = 1 t = 1 #III =
1
E(Q) = <(1824/25,
77582/125)>
R = 6.7073973240
0 integral points
E_-03163: r = 2 t = 1 #III =
1
E(Q) = <(1097/16, 36155/64)>
x <(1721/100, 43981/1000)>
R = 55.4666222898
0 integral points
E_-03162: r = 1 t = 1 #III =
1
E(Q) =
<(4474850940436387/1368626233689,
299342127062545154497655/1601132564146788387)>
R = 36.0400103165
0 integral points
E_-03161: r = 1 t = 1 #III =
1
E(Q) = <(30717/1849,
3000118/79507)>
R = 10.8268743130
0 integral points
E_-03160: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03159: r = 1 t = 1 #III =
1
E(Q) = <(55, 404)>
R = 4.1693079161
2 integral points
1. (55, 404) = 1 * (55,
404)
2. (55, -404) = -(55,
404)
E_-03158: r = 2 t = 1 #III =
1
E(Q) = <(2601/64,
129493/512)> x <(2487/169, 11809/2197)>
R = 67.3056200500
0 integral points
E_-03157: r = 2 t = 1 #III =
1
E(Q) = <(389/25,
3088/125)> x <(449/25, 6418/125)>
R = 38.8943915577
0 integral points
E_-03156: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03155: r = 1 t = 1 #III =
1
E(Q) = <(63889/4356,
95833/287496)>
R = 11.6142032064
0 integral points
E_-03154: r = 1 t = 1 #III =
1
E(Q) = <(27179/1681,
2257265/68921)>
R = 10.7158359727
0 integral points
E_-03153: r = 1 t = 1 #III =
1
E(Q) = <(660098393740174955165334825417794161/44009763161427944347911947966276100,
137333970054415979953284806129905927320849609668946409/9232589941324942201372645928150379758021812974741000)>
R = 83.0166403353
0 integral points
E_-03152: r = 1 t = 1 #III =
1
E(Q) =
<(1114533592161/25816455625, 1153352721630985591/4148059007546875)>
R = 27.9442231707
0 integral points
E_-03151: r = 1 t = 1 #III =
1
E(Q) = <(5602/169,
400743/2197)>
R = 7.8830633636
0 integral points
E_-03150: r = 2 t = 1 #III =
1
E(Q) = <(15, 15)> x
<(39, 237)>
R = 4.3785703571
4 integral points
1. (15, 15) = 1 * (15,
15)
2. (15, -15) = -(15,
15)
3. (39, 237) = 1 * (39,
237)
4. (39, -237) = -(39,
237)
E_-03149: r = 2 t = 1 #III =
1
E(Q) = <(17, 42)> x
<(260585/3364, 132570837/195112)>
R = 33.1894899759
2 integral points
1. (17, 42) = 1 * (17,
42)
2. (17, -42) = -(17,
42)
E_-03148: r = 1 t = 1 #III =
1
E(Q) = <(25249/900,
3715057/27000)>
R = 10.4447452147
0 integral points
E_-03147: r = 1 t = 1 #III =
1
E(Q) = <(18343627/393129,
77338322360/246491883)>
R = 16.9146361321
0 integral points
E_-03146: r = 1 t = 1 #III =
1
E(Q) =
<(88826338225/223562304, 26472913892174359/3342703569408)>
R = 25.2326236937
0 integral points
E_-03145: r = 1 t = 1 #III =
1
E(Q) =
<(2095306824648509/8296168414249,
95902305337488176280182/23895511956740294443)>
R = 35.3141287111
0 integral points
E_-03144: r = 1 t = 1 #III =
1
E(Q) = <(268297/36,
138970853/216)>
R = 12.5010587899
0 integral points
E_-03143: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03142: r = 2 t = 1 #III =
1
E(Q) = <(23, 95)> x
<(217/4, 3165/8)>
R = 17.4029280830
2 integral points
1. (23, 95) = 1 * (23,
95)
2. (23, -95) = -(23,
95)
E_-03141: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03140: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03139: r = 1 t = 1 #III =
1
E(Q) =
<(13092769407532313741810104555/22826608996484548957633281, 1498109873613611419084664734449347436248276/109059147763424442944828083106544691071)>
R = 64.7575553271
0 integral points
E_-03138: r = 2 t = 1 #III =
1
E(Q) = <(19, 61)> x
<(6635089249/175138756, 524640954146479/2317786296904)>
R = 77.2808003149
2 integral points
1. (19, 61) = 1 * (19,
61)
2. (19, -61) = -(19,
61)
E_-03137: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03136: r = 1 t = 1 #III =
1
E(Q) = <(260,
4192)>
R = 4.2089881412
0 integral points
E_-03135: r = 2 t = 1 #III =
1
E(Q) = <(16, 31)> x
<(2044/121, 54643/1331)>
R = 20.4063095267
4 integral points
1. (16, 31) = 1 * (16,
31)
2. (16, -31) = -(16,
31)
3. (6484, 522113) = 1 * (16,
31) - 1 * (2044/121, 54643/1331)
4. (6484, -522113) = -(6484,
522113)
E_-03134: r = 1 t = 1 #III =
1
E(Q) = <(1711017/106276,
1116808277/34645976)>
R = 14.8591591661
0 integral points
E_-03133: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03132: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03131: r = 1 t = 1 #III =
1
E(Q) = <(9155/529,
551196/12167)>
R = 9.0485579329
0 integral points
E_-03130: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03129: r = 2 t = 1 #III =
1
E(Q) = <(37, 218)> x
<(2154506593/108326464, 77611273192559/1127461837312)>
R = 82.2225178472
2 integral points
1. (37, 218) = 1 * (37,
218)
2. (37, -218) = -(37,
218)
E_-03128: r = 2 t = 1 #III =
1
E(Q) = <(18, 52)> x
<(20409/16, 2915629/64)>
R = 25.6401508641
2 integral points
1. (18, 52) = 1 * (18,
52)
2. (18, -52) = -(18,
52)
E_-03127: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03126: r = 1 t = 1 #III =
1
E(Q) = <(25286185/1354896,
91611393067/1577098944)>
R = 17.4909774668
0 integral points
E_-03125: r = 1 t = 1 #III =
1
E(Q) = <(4281/49,
279446/343)>
R = 8.4643027615
0 integral points
E_-03124: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03123: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03122: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-03121: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03120: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03119: r = 1 t = 1 #III =
1
E(Q) = <(15, 16)>
R = 3.2453176874
2 integral points
1. (15, 16) = 1 * (15,
16)
2. (15, -16) = -(15,
16)
E_-03118: r = 1 t = 1 #III =
1
E(Q) =
<(7642291342919/105165025, 21126880949471045197/1078467331375)>
R = 29.6648422291
0 integral points
E_-03117: r = 1 t = 1 #III =
1
E(Q) =
<(19810977682093/59132135241, 88174065086939844980/14379220458689211)>
R = 30.6440620836
0 integral points
E_-03116: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03115: r = 1 t = 1 #III =
1
E(Q) = <(456409/27556,
172902717/4574296)>
R = 12.9753393043
0 integral points
E_-03114: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03113: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03112: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03111: r = 1 t = 1 #III =
1
E(Q) = <(70, 583)>
R = 3.9136106002
2 integral points
1. (70, 583) = 1 * (70,
583)
2. (70, -583) = -(70,
583)
E_-03110: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03109: r = 1 t = 1
#III = 1
E(Q) =
<(12067438504080422089/797030987913446400,
13533168081563439992035655813/711562103193056855666688000)>
R = 44.4696069922
0 integral points
E_-03108: r = 1 t = 1 #III =
1
E(Q) = <(61786/2025,
14493466/91125)>
R = 10.6220730355
0 integral points
E_-03107: r = 2 t = 1 #III =
1
E(Q) = <(807/49,
12650/343)> x <(1119/25, 36778/125)>
R = 40.3673456391
0 integral points
E_-03106: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03105: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03104: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03103: r = 1 t = 1 #III =
1
E(Q) = <(62, 485)>
R = 3.8082480695
2 integral points
1. (62, 485) = 1 * (62,
485)
2. (62, -485) = -(62,
485)
E_-03102: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03101: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03100: r = 1 t = 1 #III =
1
E(Q) = <(20, 70)>
R = 1.4162862758
2 integral points
1. (20, 70) = 1 * (20,
70)
2. (20, -70) = -(20,
70)
E_-03099: r = 2 t = 1 #III =
1
E(Q) = <(1015/9,
32302/27)> x <(4123/9, 264736/27)>
R = 54.8645655367
0 integral points
E_-03098: r = 3 t = 1 #III =
1
E(Q) = <(123, 1363)> x
<(187/9, 2069/27)> x <(297/4, 5099/8)>
R = 134.9376730905
2 integral points
1. (123, 1363) = 1 * (123,
1363)
2. (123, -1363) = -(123,
1363)
E_-03097: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03096: r = 1 t = 1 #III =
1
E(Q) = <(90, 852)>
R = 3.1733448642
2 integral points
1. (90, 852) = 1 * (90,
852)
2. (90, -852) = -(90,
852)
E_-03095: r = 1 t = 1 #III =
1
E(Q) = <(4859/169,
315882/2197)>
R = 8.2389244212
0 integral points
E_-03094: r = 2 t = 1 #III =
1
E(Q) = <(953/64,
7379/512)> x <(17722961/71824, 74603585575/19248832)>
R = 101.9271658677
0 integral points
E_-03093: r = 2 t = 1 #III =
1
E(Q) = <(709/25,
17552/125)> x <(28777/961, 4591910/29791)>
R = 72.4666798288
0 integral points
E_-03092: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03091: r = 2 t = 1 #III =
1
E(Q) = <(2495/169,
24734/2197)> x <(5603/361, 174584/6859)>
R = 67.0051219565
0 integral points
E_-03090: r = 1 t = 1 #III =
1
E(Q) =
<(28612072733443392211/654109247730822849, 150194893917517621001319692789/529024071687871875866059743)>
R = 45.0012587501
0 integral points
E_-03089: r = 1 t = 1 #III =
1
E(Q) =
<(31013828673/6853924, 5461765727027009/17943573032)>
R = 24.1596784790
0 integral points
E_-03088: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03087: r = 1 t = 1 #III =
1
E(Q) = <(46, 307)>
R = 3.5578345375
2 integral points
1. (46, 307) = 1 * (46,
307)
2. (46, -307) = -(46,
307)
E_-03086: r = 2 t = 1 #III =
1
E(Q) = <(15, 17)> x
<(265625/1444, 136866051/54872)>
R = 34.5764131249
2 integral points
1. (15, 17) = 1 * (15, 17)
2. (15, -17) = -(15,
17)
E_-03085: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03084: r = 1 t = 1 #III =
1
E(Q) = <(560053/33489, 244613791/6128487)>
R = 13.7237907637
0 integral points
E_-03083: r = 1 t = 1 #III =
1
E(Q) =
<(936248466031/6656112225, 905411464411923946/543038915876625)>
R = 27.6286460633
0 integral points
E_-03082: r = 1 t = 1 #III =
1
E(Q) =
<(1035002262857/53461763524, 798616624117419515/12361322038492232)>
R = 28.0946490042
0 integral points
E_-03081: r = 3 t = 1 #III =
1
E(Q) = <(25, 112)> x
<(3865/81, 236852/729)> x <(1652641/80656,
1702096655/22906304)>
R = 332.9883968954
2 integral points
1. (25, 112) = 1 * (25,
112)
2. (25, -112) = -(25,
112)
E_-03080: r = 1 t = 1 #III =
1
E(Q) = <(1026, 32864)>
R = 6.2489969853
2 integral points
1. (1026, 32864) = 1 * (1026,
32864)
2. (1026, -32864) = -(1026,
32864)
E_-03079: r = 1 t = 1 #III =
1
E(Q) = <(22, 87)>
R = 2.4623178943
2 integral points
1. (22, 87) = 1 * (22,
87)
2. (22, -87) = -(22,
87)
E_-03078: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03077: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03076: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03075: r = 0 t = 1 #III =
9
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-03074: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03073: r = 3 t = 1 #III =
1
E(Q) = <(29, 146)> x
<(4097, 262240)> x <(430361/29584, 11847683/5088448)>
R = 231.7172605777
4 integral points
1. (29, 146) = 1 * (29,
146)
2. (29, -146) = -(29,
146)
3. (4097, 262240) = 1 *
(4097, 262240)
4. (4097, -262240) = -(4097,
262240)
E_-03072: r = 1 t = 1 #III =
1
E(Q) = <(16, 32)>
R = 0.5063673554
4 integral points
1. (16, 32) = 1 * (16,
32)
2. (16, -32) = -(16,
32)
3. (112, 1184) = -2 * (16,
32)
4. (112, -1184) = -(112,
1184)
E_-03071: r = 2 t = 1 #III =
1
E(Q) = <(108, 1121)> x
<(4095, 262048)>
R = 31.3917596967
4 integral points
1. (108, 1121) = 1 * (108,
1121)
2. (108, -1121) = -(108,
1121)
3. (4095, 262048) = 1 *
(4095, 262048)
4. (4095, -262048) = -(4095,
262048)
E_-03070: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03069: r = 1 t = 1 #III =
1
E(Q) = <(1653/49,
64464/343)>
R = 6.9350314658
0 integral points
E_-03068: r = 1 t = 1 #III =
1
E(Q) = <(68, 558)>
R = 2.8763048635
2 integral points
1. (68, 558) = 1 * (68, 558)
2. (68, -558) = -(68,
558)
E_-03067: r = 1 t = 1 #III =
1
E(Q) =
<(52712856784903185313/2201481912722375556,
337263807650131929369217501295/3266424937146782296998226296)>
R = 45.7652826682
0 integral points
E_-03066: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03065: r = 2 t = 1 #III =
1
E(Q) = <(12909/841,
572758/24389)> x <(337701/6241, 194337394/493039)>
R = 112.0837579877
0 integral points
E_-03064: r = 3 t = 1 #III =
1
E(Q) = <(17, 43)> x
<(286/9, 4600/27)> x <(185/4, 2477/8)>
R = 73.8540641566
4 integral points
1. (17, 43) = 1 * (17,
43)
2. (17, -43) = -(17,
43)
3. (1022, 32672) = 1 *
(286/9, 4600/27) - 1 * (185/4, 2477/8)
4. (1022, -32672) = -(1022,
32672)
E_-03063: r = 2 t = 1 #III =
1
E(Q) = <(64, 509)> x
<(244, 3811)>
R =
15.9445849105
6 integral points
1. (64, 509) = 1 * (64,
509)
2. (64, -509) = -(64,
509)
3. (268, 4387) = 1 * (64,
509) - 1 * (244, 3811)
4. (268, -4387) = -(268,
4387)
5. (244, 3811) = 1 * (244,
3811)
6. (244, -3811) = -(244,
3811)
E_-03062: r = 1 t = 1 #III =
1
E(Q) =
<(24647681717577254028984183/40758774113895537737401,
122366097296993785884969347916058555295/8228708354329847596166553002141101)>
R = 58.4814917467
0 integral points
E_-03061: r = 2 t = 1 #III =
1
E(Q) = <(145/4, 1689/8)>
x <(41585/841, 8372138/24389)>
R = 47.4612752795
0 integral points
E_-03060: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03059: r = 1 t = 1 #III =
1
E(Q) = <(3635/121,
206424/1331)>
R = 7.9355877672
0 integral points
E_-03058: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03057: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03056: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-03055: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03054: r = 1 t = 1 #III =
1
E(Q) = <(16569409/76176,
67436663905/21024576)>
R = 16.6640535006
0 integral points
E_-03053: r = 1 t = 1 #III =
1
E(Q) =
<(959043685066581/28420573899025,
28495781652915317226604/151512779410222682375)>
R = 34.7535535188
0 integral points
E_-03052: r = 1 t = 1 #III =
1
E(Q) = <(63193/4356,
303715/287496)>
R = 11.6031987002
0 integral points
E_-03051: r = 3 t = 1 #III =
1
E(Q) = <(15, 18)> x
<(51, 360)> x <(105/4, 981/8)>
R = 14.6607271787
10 integral points
1. (15, 18) = 1 * (15,
18)
2. (15, -18) = -(15,
18)
3. (51, 360) = 1 * (51,
360)
4. (51, -360) = -(51,
360)
5. (303, 5274) = -1 * (51,
360) + 1 * (105/4, 981/8)
6. (303, -5274) = -(303,
5274)
7. (353103, 209822526) = 2 *
(15, 18) - 1 * (51, 360) + 1 * (105/4, 981/8)
8. (353103, -209822526) =
-(353103, 209822526)
9. (115, 1232) = 1 * (15, 18)
- 1 * (105/4, 981/8)
10. (115, -1232) = -(115,
1232)
E_-03050: r = 1 t = 1 #III =
1
E(Q) = <(10409/4,
1061973/8)>
R = 8.7045473962
0 integral points
E_-03049: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03048: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03047: r = 1 t = 1 #III =
1
E(Q) = <(852,
24869)>
R = 6.2959527843
2 integral points
1. (852, 24869) = 1 * (852,
24869)
2. (852, -24869) = -(852,
24869)
E_-03046: r = 1 t = 1 #III =
1
E(Q) =
<(1790475231240170729/59428503127344400,
2258449510618492207648189067/14487457909552829441128000)>
R = 42.3143856070
0 integral points
E_-03045: r = 1 t = 1 #III =
4
E(Q) = <(4069/9,
259552/27)>
R = 8.3308651973
0 integral points
E_-03044: r = 1 t = 1 #III =
1
E(Q) = <(786/49, 11290/343)>
R = 6.4777514542
0 integral points
E_-03043: r = 1 t = 1 #III =
1
E(Q) = <(3943/49,
246870/343)>
R = 7.8404572253
0 integral points
E_-03042: r = 1 t = 1 #III =
1
E(Q) = <(27, 129)>
R = 2.8794360301
2 integral points
1. (27, 129) = 1 * (27,
129)
2. (27, -129) = -(27,
129)
E_-03041: r = 2 t = 1 #III =
1
E(Q) = <(273/16,
2809/64)> x <(85337/2809, 23538408/148877)>
R = 67.3507412525
0 integral points
E_-03040: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03039: r = 1 t = 1 #III =
4
E(Q) = <(79, 700)>
R = 4.4814881978
2 integral points
1. (79, 700) = 1 * (79,
700)
2. (79, -700) = -(79,
700)
E_-03038: r = 2 t = 1 #III =
1
E(Q) = <(63, 497)> x
<(609/16, 14609/64)>
R = 15.8924917349
2 integral points
1. (63, 497) = 1 * (63,
497)
2. (63, -497) = -(63,
497)
E_-03037: r = 1 t = 1 #III =
1
E(Q) = <(27598897/815409,
139195974070/736314327)>
R = 17.3887234459
0 integral points
E_-03036: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03035: r = 2 t = 1 #III =
1
E(Q) = <(969/16,
29957/64)> x <(17271/841, 1829326/24389)>
R = 66.5667105439
0 integral points
E_-03034: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03033: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03032: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03031: r = 1 t = 1 #III =
1
E(Q) = <(274/9,
4285/27)>
R = 5.4331800866
0 integral points
E_-03030: r = 2 t = 1 #III =
1
E(Q) = <(1081/4,
35539/8)> x <(1038263329/64834704, 17130575265713/522049036608)>
R = 101.4153392713
0 integral points
E_-03029: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03028: r = 1 t = 1 #III =
1
E(Q) = <(926/25,
27326/125)>
R = 6.3719214232
0 integral points
E_-03027: r = 2 t = 1 #III =
1
E(Q) = <(7123/441,
319040/9261)> x <(389911/11025, 234993466/1157625)>
R = 122.1645055571
0 integral points
E_-03026: r = 1 t = 1 #III =
1
E(Q) =
<(583864642387/3143508489, 446031664536603203/176247090452763)>
R = 27.1407692852
0 integral points
E_-03025: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03024: r = 1 t = 1 #III =
1
E(Q) = <(1177/81,
4843/729)>
R = 7.6178039573
0 integral points
E_-03023: r = 1 t = 1 #III =
1
E(Q) = <(18, 53)>
R = 2.8833666543
2 integral points
1. (18, 53) = 1 * (18,
53)
2. (18, -53) = -(18,
53)
E_-03022: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03021: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03020: r = 1 t = 1 #III =
9
E(Q) = <(21, 79)>
R = 3.4412786338
2 integral points
1. (21, 79) = 1 * (21,
79)
2. (21, -79) = -(21,
79)
E_-03019: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03018: r = 1 t = 1 #III =
1
E(Q) =
<(733201580521/50059587600, 124729603523944181/11200332129624000)>
R = 27.8638217681
0 integral points
E_-03017: r = 1 t = 1 #III =
1
E(Q) = <(17929297/736164,
67527028295/631628712)>
R = 17.0486220111
0 integral points
E_-03016: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03015: r = 2 t = 1 #III =
1
E(Q) = <(54, 393)> x
<(19, 62)>
R = 7.9250312347
6 integral points
1. (54, 393) = 1 * (54,
393)
2. (54, -393) = -(54,
393)
3. (96, 939) = -1 * (54, 393) + 1 * (19, 62)
4. (96, -939) = -(96, 939)
5. (19, 62) = 1 * (19,
62)
6. (19, -62) = -(19,
62)
E_-03014: r = 2 t = 1 #III =
1
E(Q) = <(15, 19)> x
<(839/25, 23313/125)>
R = 19.5257204547
2 integral points
1. (15, 19) = 1 * (15,
19)
2. (15, -19) = -(15,
19)
E_-03013: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03012: r = 2 t = 1 #III =
1
E(Q) = <(73/4, 443/8)> x
<(709/49, 1429/343)>
R = 33.5119397755
0 integral points
E_-03011: r = 1 t = 1 #III =
1
E(Q) =
<(56533113011974897/895109581497924,
13361137478453188306523753/26780230391115022438968)>
R = 38.7128590931
0 integral points
E_-03010: r = 1 t = 1 #III =
1
E(Q) =
<(1887454464867069557443855691/51006844046425211228782969,
79527270339435586730081656948917767751409/364286166716834225686760917914422490547)>
R = 63.0389941564
0 integral points
E_-03009: r = 1 t = 1 #III =
1
E(Q) =
<(469659441877/27400511961, 204196955234032502/4535634145416291)>
R = 27.3495848172
0 integral points
E_-03008: r = 2 t = 1 #III =
1
E(Q) = <(24, 104)> x <(48,
328)>
R = 3.6842584159
6 integral points
1. (24, 104) =
2. (24, -104) = -(24,
104)
3. (252, 4000) = 1 * (24,
104) - 1 * (48, 328)
4. (252, -4000) = -(252,
4000)
5. (48, 328) = 1 * (48,
328)
6. (48, -328) = -(48,
328)
E_-03007: r = 1 t = 1 #III =
1
E(Q) = <(16, 33)>
R = 2.2644657129
2 integral points
1. (16, 33) = 1 * (16,
33)
2. (16, -33) = -(16,
33)
E_-03006: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03005: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03004: r = 1 t = 1
#III = 1
E(Q) = <(65/4,
287/8)>
R = 4.6708646311
0 integral points
E_-03003: r = 1 t = 1 #III =
1
E(Q) = <(469866049/28196100,
6034700625407/149721291000)>
R = 20.4537224968
0 integral points
E_-03002: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-03001: r = 1 t = 1 #III =
1
E(Q) = <(4445/121,
287242/1331)>
R = 8.6349116585
0 integral points
E_-03000: r = 1 t = 1 #III =
1
E(Q) = <(130/9,
100/27)>
R = 3.1135537987
0 integral points
E_-02999: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02998: r = 2 t = 1 #III =
1
E(Q) = <(97/4, 849/8)> x
<(3239/121, 169321/1331)>
R = 35.7305427988
0 integral points
E_-02997: r = 1 t = 1 #III =
1
E(Q) = <(776634709/5593225,
21631267195552/13227977125)
R = 20.5342017508
0 integral points
E_-02996: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02995: r = 1 t = 1 #III =
1
E(Q) = <(190609/12996, 18740953/1481544)>
R = 12.6993198057
0 integral points
E_-02994: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02993: r = 2 t = 1 #III =
1
E(Q) = <(81/4, 583/8)> x
<(311077/4761, 172567610/328509)>
R = 61.3505272756
0 integral points
E_-02992: r = 1 t = 1 #III =
1
E(Q) = <(977/49,
24095/343)>
R = 7.2989481037
0 integral points
E_-02991: r = 2 t = 1 #III =
1
E(Q) = <(40, 247)> x
<(47914/169, 10487335/2197)>
R = 35.3791354075
2 integral points
1. (40, 247) = 1 * (40,
247)
2. (40, -247) = -(40,
247)
E_-02990: r = 1 t = 1 #III =
1
E(Q) = <(205521/11236,
66630361/1191016)>
R = 12.6805862711
0 integral points
E_-02989: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02988: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02987: r = 1 t = 1 #III =
1
E(Q) = <(767/49,
9990/343)>
R = 6.6050249572
0 integral points
E_-02986: r = 2 t = 1 #III =
1
E(Q) = <(65/4, 289/8)> x
<(255329/400, 129017233/8000)>
R = 56.0045936881
0 integral points
E_-02985: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02984: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02983: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02982: r = 1 t = 1 #III =
1
E(Q) =
<(46171534753/1817828496, 8973073568560625/77504935755456)>
R = 24.8879782538
0 integral points
E_-02981: r = 1 t = 1 #III =
1
E(Q) = <(733508625/26666896,
18388126354297/137707850944)>
R = 20.7220016328
0 integral points
E_-02980: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02979: r = 1 t = 1 #III =
1
E(Q) = <(351523/8649,
203739436/804357)>
R = 12.9831574185
0 integral points
E_-02978: r = 2 t = 1 #III =
1
E(Q) = <(1841/100,
57111/1000)> x <(10017/16, 1002545/64)>
R = 65.2732862464
0 integral points
E_-02977: r = 2 t = 1 #III =
1
E(Q) = <(1166525897/30791401,
38736013429664/170861484149)> x <(1730423161/79923600,
60511619527091/714516984000)>
R = 67.9441676560
2 integral points
1. (17, 44) = -1 * (1166525897/30791401,
38736013429664/170861484149) - 1 * (1730423161/79923600,
60511619527091/714516984000)
2. (17, -44) = -(17,
44)
E_-02976: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02975: r = 2 t = 1 #III =
1
E(Q) = <(30, 155)> x
<(15, 20)>
R = 4.4284229996
6 integral points
1. (30, 155) = 1 * (30,
155)
2. (30, -155) = -(30,
155)
3. (15, 20) = 1 * (15,
20)
4. (15, -20) = -(15,
20)
5. (36, 209) = -1 * (30, 155) - 1 * (15, 20)
6. (36, -209) = -(36,
209)
E_-02974: r = 1 t = 1 #III =
1
E(Q) = <(2369575/145161,
2051352541/55306341)>
R = 15.1713419267
0 integral points
E_-02973: r = 1 t = 1 #III =
1
E(Q) = <(5089/225,
312938/3375)>
R = 8.9040973540
0 integral points
E_-02972: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02971: r = 1 t = 1 #III
= 1
E(Q) = <(79423/2401,
21444786/117649)>
R = 10.9924855164
0 integral points
E_-02970: r = 1 t = 1 #III =
1
E(Q) = <(779692219/421201,
21771316860067/273359449)>
R = 20.4791854883
0 integral points
E_-02969: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02968: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02967: r = 1 t = 1 #III =
1
E(Q) = <(52, 371)>
R = 3.6567788772
2 integral points
1. (52, 371) = 1 * (52,
371)
2. (52, -371) = -(52,
371)
E_-02966: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02965: r = 1 t = 1 #III =
1
E(Q) = <(3221/169,
138224/2197)>
R = 8.5077163301
0 integral points
E_-02964: r = 1 t = 1 #III =
1
E(Q) = <(79342/441,
22343138/9261)>
R = 10.6374154695
0 integral points
E_-02963: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02962: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02961: r = 1 t = 1 #III =
1
E(Q) = <(8017/484,
423737/10648)>
R = 9.4756447392
0 integral points
E_-02960: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02959: r = 1 t = 1 #III =
1
E(Q) = <(20, 71)>
R = 2.9456011531
2 integral points
1. (20, 71) = 1 * (20,
71)
2. (20, -71) = -(20, 71)
E_-02958: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02957: r = 0 t = 1 #III = 36
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02956: r = 2 t = 1 #III =
1
E(Q) = <(257/4, 4097/8)>
x <(7997/529, 271717/12167)>
R = 48.8382455038
0 integral points
E_-02955: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02954: r = 1 t = 1 #III =
1
E(Q) =
<(112422150509769/7140385622500,
587759137353233059397/19080181441163375000)>
R = 32.8609692259
0 integral points
E_-02953: r = 2 t = 1 #III =
1
E(Q) = <(53, 382)> x <(641/4,
16223/8)>
R = 25.9025217923
2 integral points
1. (53, 382) = 1 * (53,
382)
2. (53, -382) = -(53,
382)
E_-02952: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02951: r = 1 t = 1 #III =
1
E(Q) = <(23, 96)>
R = 2.9490398791
2 integral points
1. (23, 96) = 1 * (23,
96)
2. (23, -96) = -(23,
96)
E_-02950: r = 1 t = 1 #III =
9
E(Q) = <(119, 1297)>
R = 4.8530308937
2 integral points
1. (119, 1297) = 1 * (119,
1297)
2. (119, -1297) = -(119,
1297)
E_-02949: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02948: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02947: r = 2 t = 1 #III =
1
E(Q) = <(977/4, 30535/8)>
x <(3971/25, 250144/125)>
R =
56.0227064399
0 integral points
E_-02946: r = 1 t = 1 #III =
1
E(Q) = <(4171/81,
266455/729)>
R = 8.5047604931
0 integral points
E_-02945: r = 1 t = 1 #III =
1
E(Q) = <(16475492246288229/1510389382441,
2114743010030553631882262/1856236832842957739)>
R = 37.3414585205
0 integral points
E_-02944: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02943: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02942: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02941: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02940: r = 1 t = 1 #III =
1
E(Q) = <(16, 34)>
R = 2.3484378349
2 integral points
1. (16, 34) = 1 * (16,
34)
2. (16, -34) = -(16,
34)
E_-02939: r = 1 t = 1 #III =
1
E(Q) = <(114505/6084,
28973413/474552)>
R = 12.0823376701
0 integral points
E_-02938: r = 1 t = 1 #III =
1
E(Q) =
<(611433133507/14643662121, 468357593377450375/1772044196924331)>
R = 27.3458111737
0 integral points
E_-02937: r = 1 t = 1 #III =
1
E(Q) = <(21213217/338724,
97117551505/197137368)>
R = 17.0094112607
0 integral points
E_-02936: r = 1 t = 1 #III =
1
E(Q) = <(750/49,
8744/343)>
R = 6.4461057428
0 integral points
E_-02935: r = 1 t = 1 #III =
1
E(Q) = <(26, 121)>
R = 3.1196567325
2 integral points
1. (26, 121) = 1 * (26,
121)
2. (26, -121) = -(26,
121)
E_-02934: r = 1 t = 1 #III =
4
E(Q) = <(15, 21)>
R = 2.5037156756
2 integral points
1. (15, 21) = 1 * (15,
21)
2. (15, -21) = -(15,
21)
E_-02933: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02932: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02931: r = 1 t = 1 #III =
1
E(Q) =
<(3410620655326297/21708629199504,
199106731298681385628067/101145974015047411008)>
R = 35.8215981166
0 integral points
E_-02930: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02929: r = 1 t = 1 #III =
1
E(Q) = <(15212033/283024,
58768628479/150568768)>
R = 16.6992283075
0 integral points
E_-02928: r = 1 t = 1 #III =
1
E(Q) = <(208/9,
2620/27)>
R = 4.3116461234
0 integral points
E_-02927: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02926: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02925: r = 1 t = 1 #III =
1
E(Q) = <(10921/441,
1025506/9261)>
R = 9.6366278538
0 integral points
E_-02924: r = 1 t = 1 #III =
1
E(Q) = <(4013/49, 253539/343)>
R = 7.8547435256
0 integral points
E_-02923: r = 1 t = 1 #III =
1
E(Q) = <(246763/15129,
70028900/1860867)>
R = 12.9072001245
0 integral points
E_-02922: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02921: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02920: r = 1 t = 1 #III =
1
E(Q) = <(21954601/527076,
100770289109/382657176)>
R = 17.1112992474
0 integral points
E_-02919: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02918: r = 1 t = 1 #III =
1
E(Q) = <(3447/121,
189175/1331)>
R = 8.4420008712
0 integral points
E_-02917: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02916: r = 1 t = 1 #III =
1
E(Q) = <(18, 54)>
R = 0.4503206856
6 integral points
1. (18, 54) = 1 * (18,
54)
2. (18, -54) = -(18,
54)
3. (45, 297) = -2 * (18,
54)
4. (45, -297) = -(45,
297)
5. (106, 1090) = 3 * (18,
54)
6. (106, -1090) = -(106,
1090)
E_-02915: r = 1 t = 1 #III =
1
E(Q) =
<(18508214854259/44983440649,
79622848550386789488/9540672877568357)>
R = 30.0212770957
0 integral points
E_-02914: r = 2 t = 1 #III =
1
E(Q) = <(769/36,
17855/216)> x <(124195/441, 43765091/9261)>
R = 73.7276708107
0 integral points
E_-02913: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02912: r = 2 t = 1 #III =
1
E(Q) = <(81, 727)> x
<(101481/5476, 23810123/405224)>
R = 50.6112337543
2 integral points
1. (81, 727) = 1 * (81,
727)
2. (81, -727) = -(81,
727)
E_-02911: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02910: r = 1 t = 1 #III =
1
E(Q) = <(3871/9,
240839/27)>
R = 8.2816779153
0 integral points
E_-02909: r = 1 t = 1 #III =
1
E(Q) = <(3379545/178084,
4708460867/75151448)>
R = 15.4627403498
0 integral points
E_-02908: r = 1 t = 1 #III =
1
E(Q) = <(28, 138)>
R = 2.1599470729
2 integral points
1. (28, 138) = 1 * (28,
138)
2. (28, -138) = -(28,
138)
E_-02907: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02906: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02905: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02904: r = 1 t = 1 #III =
1
E(Q) = <(22, 88)>
R = 1.1752795278
2 integral points
1. (22, 88) = 1 * (22,
88)
2. (22, -88) = -(22,
88)
E_-02903: r = 1 t = 1 #III =
1
E(Q) = <(864/25,
24487/125)>
R = 6.5463429363
0 integral points
E_-02902: r = 1 t = 1 #III =
1
E(Q) = <(308503/2601,
171202895/132651)>
R = 12.7132341675
0 integral points
E_-02901: r = 1 t = 1 #III =
1
E(Q) =
<(554846551200421/15955143483321, 12610681145980676586080/63731049623199085869)>
R = 34.1950711622
0 integral points
E_-02900: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02899: r = 1 t = 1 #III =
1
E(Q) = <(79297/576,
22317407/13824)>
R = 11.3445172205
0 integral points
E_-02898: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02897: r = 2 t = 1 #III =
1
E(Q) = <(113, 1200)> x
<(233/16, 885/64)>
R = 20.6740401203
2 integral points
1. (113, 1200) = 1 * (113,
1200)
2. (113, -1200) = -(113,
1200)
E_-02896: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02895: r = 1 t = 1 #III =
1
E(Q) = <(31, 164)>
R = 3.7074046102
2 integral points
1. (31, 164) = 1 * (31,
164)
2. (31, -164) = -(31,
164)
E_-02894: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02893: r = 1 t = 1 #III =
1
E(Q) =
<(2279939151234682037/29819532114522241,
3431427292900612009366355720/5149336074758109820420289)>
R = 42.3845387856
0 integral points
E_-02892: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02891: r = 2 t = 1 #III =
1
E(Q) = <(15, 22)> x
<(57/4, 13/8)>
R = 14.6266746149
4 integral points
1. (15, 22) = 1 * (15,
22)
2. (15, -22) = -(15,
22)
3. (963, 29884) = -1 * (15, 22) + 1 * (57/4, 13/8)
4. (963, -29884) = -(963,
29884)
E_-02890: r = 1 t = 1 #III =
1
E(Q) = <(19, 63)>
R = 2.8233354147
2 integral points
1. (19, 63) = 1 * (19,
63)
2. (19, -63) = -(19,
63)
E_-02889: r = 1 t = 1 #III =
1
E(Q) = <(2625/169, 64368/2197)>
R = 6.7352801001
0 integral points
E_-02888: r = 2 t = 1 #III =
1
E(Q) = <(38, 228)> x
<(114, 1216)>
R = 1.4166908153
8 integral points
1. (38, 228) = 1 * (38,
228)
2. (38, -228) = -(38, 228)
3. (209, 3021) = 1 * (38,
228) - 1 * (114, 1216)
4. (209, -3021) = -(209,
3021)
5. (114, 1216) = 1 * (114,
1216)
6. (114, -1216) = -(114,
1216)
7. (17, 45) = 1 * (38, 228) +
1 * (114, 1216)
8. (17, -45) = -(17,
45)
E_-02887: r = 1 t = 1 #III =
1
E(Q) = <(22669826/290521,
107609054813/156590819)>
R = 16.5859608220
0 integral points
E_-02886: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02885: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02884: r = 1 t = 1 #III =
1
E(Q) = <(3845, 238421)>
R = 8.2568056735
2 integral points
1. (3845, 238421) = 1 *
(3845, 238421)
2. (3845, -238421) = -(3845,
238421)
E_-02883: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02882: r = 1 t = 1 #III =
1
E(Q) = <(3843,
238235)>
R = 8.2562860403
2 integral points
1. (3843, 238235) = 1 *
(3843, 238235)
2. (3843, -238235) = -(3843,
238235)
E_-02881: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02880: r = 1 t = 1 #III =
1
E(Q) = <(84, 768)>
R = 2.4157072101
2 integral points
1. (84, 768) = 1 * (84,
768)
2. (84, -768) = -(84,
768)
E_-02879: r = 1 t = 1 #III =
1
E(Q) = <(59, 450)>
R = 3.6749434319
2 integral points
1. (59, 450) = 1 * (59,
450)
2. (59, -450) = -(59,
450)
E_-02878: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02877: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02876: r = 1 t = 1 #III =
1
E(Q) = <(160/9,
1414/27)>
R = 4.6043998194
0 integral points
E_-02875: r = 2 t = 1 #III =
1
E(Q) = <(35, 200)> x
<(959, 29698)>
R = 14.6514237798
4 integral points
1. (35, 200) = 1 * (35,
200)
2. (35, -200) = -(35,
200)
3. (959, 29698) = 1 * (959,
29698)
4. (959, -29698) = -(959,
29698)
E_-02874: r = 1 t = 1 #III =
1
E(Q) = <(23387425/675684,
109113147377/555412248)>
R = 17.2134334896
0 integral points
E_-02873: r = 1 t = 1 #III =
1
E(Q) = <(2937/196,
60845/2744)>
R = 8.5105419062
0 integral points
E_-02872: r = 2 t = 1 #III =
1
E(Q) = <(41, 257)> x <(73/4,
453/8)>
R = 16.4039827176
2 integral points
1. (41, 257) = 1 * (41,
257)
2. (41, -257) = -(41,
257)
E_-02871: r = 1 t = 1 #III =
1
E(Q) = <(16, 35)>
R = 2.8071429498
2 integral points
1. (16, 35) = 1 * (16,
35)
2. (16, -35) = -(16,
35)
E_-02870: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02869: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02868: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02867: r = 1 t = 1 #III =
1
E(Q) = <(309511/225,
172192366/3375)>
R = 12.6491001952
0 integral points
E_-02866: r = 1 t = 1 #III =
4
E(Q) = <(3707/49,
224953/343)>
R = 8.3326780560
0 integral points
E_-02865: r = 1 t = 1 #III =
1
E(Q) =
<(79211135077609/981621229824,
703059554066619509387/972558902630264832)>
R = 32.1107425310
0 integral points
E_-02864: r = 1 t = 1 #III =
1
E(Q) = <(57, 427)>
R = 4.1945466002
2 integral points
1. (57, 427) = 1 * (57,
427)
2. (57, -427) = -(57,
427)
E_-02863: r = 1 t = 1 #III =
1
E(Q) = <(142/9,
881/27)>
R = 4.9959868158
0 integral points
E_-02862: r = 2 t = 1 #III =
1
E(Q) = <(57/4, 45/8)> x
<(183, 2475)>
R = 11.0460911427
2 integral points
1. (183, 2475) = 1 * (183,
2475)
2. (183, -2475) = -(183,
2475)
E_-02861: r = 2 t = 1 #III =
1
E(Q) = <(21, 80)> x
<(279329/19600, 15892017/2744000)>
R = 43.0509251758
2 integral points
1. (21, 80) = 1 * (21,
80)
2. (21, -80) = -(21,
80)
E_-02860: r = 1 t = 1 #III =
1
E(Q) = <(19309/9,
2683117/27)>
R = 9.8723956070
0 integral points
E_-02859: r = 1 t = 1 #III =
1
E(Q) = <(19879057/86436,
88622220583/25412184)>
R = 16.8431014213
0 integral points
E_-02858: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02857: r = 1 t = 1 #III =
1
E(Q) =
<(12475444736984987442161/663374493049655334025,
1052424798337618429335370820786284/17085911523999696298612349705125)>
R = 51.3087007049
0 integral points
E_-02856: r = 3 t = 1 #III =
1
E(Q) = <(25, 113)> x
<(298, 5144)> x <(169/4, 2155/8)>
R = 72.7335832305
4 integral points
1. (25, 113) = 1 * (25,
113)
2. (25, -113) = -(25,
113)
3. (298, 5144) = 1 * (298,
5144)
4. (298, -5144) = -(298,
5144)
E_-02855: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02854: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02853: r = 1 t = 1 #III =
1
E(Q) = <(57/4,
51/8)>
R = 3.8577758187
0 integral points
E_-02852: r = 2 t = 1 #III =
1
E(Q) = <(266, 4338)> x
<(133/9, 523/27)>
R = 19.8618953551
2 integral points
1. (266, 4338) = 1 * (266,
4338)
2. (266, -4338) = -(266,
4338)
E_-02851: r = 1 t = 1 #III =
1
E(Q) = <(86803/2601,
24573824/132651)>
R = 11.6251486511
0 integral points
E_-02850: r = 1 t = 1 #III =
1
E(Q) = <(411385/11236,
256084045/1191016)>
R = 12.0866019771
0 integral points
E_-02849: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02848: r = 1 t = 1 #III =
1
E(Q) = <(242297/676,
119263795/17576)>
R = 12.4222335970
0 integral points
E_-02847: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02846: r = 3 t = 1 #III =
1
E(Q) = <(15, 23)> x
<(489/4, 10805/8)> x <(85233/16, 24883511/64)>
R = 203.8206523724
2 integral points
1. (15, 23) = 1 * (15,
23)
2. (15, -23) = -(15,
23)
E_-02845: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02844: r = 1 t = 1 #III =
1
E(Q) = <(664,
17110)>
R = 5.5872075652
2 integral points
1. (664, 17110) = 1 * (664,
17110)
2. (664, -17110) = -(664,
17110)
E_-02843: r = 1 t = 1 #III =
1
E(Q) = <(192977/11236,
56157255/1191016)>
R = 12.0867683112
0 integral points
E_-02842: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02841: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02840: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02839: r = 2 t = 1 #III =
1
E(Q) = <(32, 173)> x
<(508/9, 11359/27)>
R = 16.7394955932
2 integral points
1. (32, 173) = 1 * (32,
173)
2. (32, -173) = -(32,
173)
E_-02838: r = 1 t = 1 #III =
1
E(Q) =
<(60885114533959/2081686268025, 447325240877360764073/3003467355937810125)>
R = 32.0270150427
0 integral points
E_-02837: r = 1 t = 1 #III =
4
E(Q) = <(268593/7396,
135015305/636056)>
R = 12.7347044661
0 integral points
E_-02836: r = 0 t = 1 #III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02835: r = 1 t = 1 #III =
1
E(Q) = <(121/4,
1261/8)>
R = 5.0737571391
0 integral points
E_-02834: r = 2 t = 1 #III =
1
E(Q) = <(155, 1929)> x <(233/4,
3531/8)>
R = 19.7023287975
4 integral points
1. (155, 1929) = 1 * (155,
1929)
2. (155, -1929) = -(155,
1929)
3. (387, 7613) = -1 * (155, 1929) + 1 * (233/4, 3531/8)
4. (387, -7613) = -(387,
7613)
E_-02833: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02832: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02831: r = 1 t = 1 #III =
1
E(Q) = <(43234240/641601,
282958843463/513922401)>
R = 17.2480926422
0 integral points
E_-02830: r = 1 t = 1 #III =
1
E(Q) =
<(97831678119401/4569709985344,
816269290582502045941/9768614199150044672)>
R = 32.5966498575
0 integral points
E_-02829: r = 1 t = 1 #III =
1
E(Q) = <(15456673/11664,
60767835121/1259712)>
R = 16.5601151618
0 integral points
E_-02828: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02827: r = 1 t = 1 #III =
1
E(Q) = <(125107/7569,
27060740/658503)>
R = 12.2176776659
0 integral points
E_-02826: r = 1 t = 1 #III =
1
E(Q) = <(1809/100,
55623/1000)>
R = 7.2123679463
0 integral points
E_-02825: r = 1 t = 1 #III =
1
E(Q) = <(149,
1818)>
R = 4.5128835822
2 integral points
1. (149, 1818) = 1 * (149,
1818)
2. (149, -1818) = -(149,
1818)
E_-02824: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02823: r = 1 t = 1 #III = 1
E(Q) = <(34, 191)>
R = 3.3127857694
2 integral points
1. (34, 191) = 1 * (34,
191)
2. (34, -191) = -(34,
191)
E_-02822: r = 2 t = 1 #III =
1
E(Q) = <(24332473/1028196,
106484776685/1042590744)> x <(456006343/31169889,
3059868444983/174021490287)>
R = 139.7736362952
0 integral points
E_-02821: r = 1 t = 1 #III =
1
E(Q) =
<(10668233060333/288110224081,
33862948507758944176/154645755767493479)>
R =
30.2273257783
0 integral points
E_-02820: r = 1 t = 1 #III =
1
E(Q) = <(71746/1521,
18957554/59319)>
R = 10.6690437105
0 integral points
E_-02819: r = 2 t = 1 #III =
1
E(Q) = <(945/4, 29047/8)>
x <(711/49, 5270/343)>
R = 40.0434829559
0 integral points
E_-02818: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02817: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02816: r = 1 t = 1 #III =
1
E(Q) = <(20, 72)>
R = 1.4660606624
2 integral points
1. (20, 72) = 1 * (20,
72)
2. (20, -72) = -(20,
72)
E_-02815: r = 1 t = 1 #III =
4
E(Q) = <(44, 287)>
R = 3.5159385333
2 integral points
1. (44, 287) = 1 * (44,
287)
2. (44, -287) = -(44,
287)
E_-02814: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02813: r = 2 t = 1 #III =
1
E(Q) = <(33, 182)> x
<(1161/4, 39557/8)>
R = 24.9921719727
2 integral points
1. (33, 182) = 1 * (33,
182)
2. (33, -182) = -(33,
182)
E_-02812: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02811: r = 2 t = 1 #III =
1
E(Q) = <(793/36,
19171/216)> x <(62179/3249, 11999620/185193)>
R = 71.4642840699
0 integral points
E_-02810: r = 1 t = 1 #III =
1
E(Q) =
<(6711567423331731420891/277613332000934548969,
492140555515673052364982877113291/4625519093722901120988505377547)>
R = 50.5996400221
0 integral points
E_-02809: r = 1 t = 1 #III =
1
E(Q) = <(265/4,
4293/8)>
R = 2.5134360264
0 integral points
E_-02808: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02807: r = 1 t = 1 #III =
1
E(Q) = <(18, 55)>
R = 2.8735930677
2 integral points
1. (18, 55) = 1 * (18,
55)
2. (18, -55) = -(18,
55)
E_-02806: r = 2 t = 1 #III =
1
E(Q) = <(127/9, 53/27)> x
<(1115815/31329, 1141470271/5545233)>
R = 74.8488866925
0 integral points
E_-02805: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02804: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02803: r = 2 t = 1 #III =
1
E(Q) = <(1163/49,
35260/343)> x <(112654049/1254400, 1193378632657/1404928000)>
R = 129.8222820872
0 integral points
E_-02802: r = 1 t = 1 #III =
1
E(Q) = <(22416049/756900,
100242600407/658503000)>
R = 17.2078136517
0 integral points
E_-02801: r = 1 t = 1 #III =
9
E(Q) = <(57/4, 77/8)>
R = 4.5873671877
0 integral points
E_-02800: r = 1 t = 1 #III =
1
E(Q) = <(16, 36)>
R = 1.3300824268
2 integral points
1. (16, 36) = 1 * (16,
36)
2. (16, -36) = -(16,
36)
E_-02799: r = 2 t = 1 #III =
1
E(Q) = <(24, 105)> x
<(15, 24)>
R = 4.7301040004
6 integral points
1. (24, 105) = 1 * (24,
105)
2. (24, -105) = -(24,
105)
3. (15, 24) = 1 * (15,
24)
4. (15, -24) = -(15,
24)
5. (42, 267) = -1 * (24, 105) - 1 * (15, 24)
6. (42, -267) = -(42,
267)
E_-02798: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02797: r = 2 t = 1 #III =
1
E(Q) = <(17, 46)> x
<(529057/33489, 207444050/6128487)>
R = 42.8274273603
2 integral points
1. (17, 46) = 1 * (17,
46)
2. (17, -46) = -(17,
46)
E_-02796: r = 1 t = 1 #III =
1
E(Q) =
<(959939633036245/18350317010529,
29449823868847048007809/78607748436562361583)>
R = 34.6613630584
0 integral points
E_-02795: r = 1 t = 1 #III =
1
E(Q) = <(277471/7569,
141952634/658503)>
R = 12.7640327371
0 integral points
E_-02794: r = 1 t = 1 #III =
1
E(Q) = <(14654665/1004004,
17875349947/1006012008)>
R = 17.0332853436
0 integral points
E_-02793: r = 1 t = 1 #III =
1
E(Q) = <(129097537/7817616,
903956710175/21858054336)>
R = 19.1555357203
0 integral points
E_-02792: r = 1 t = 1 #III =
1
E(Q) = <(702/49,
4180/343)>
R = 6.4021603942
0 integral points
E_-02791: r = 1 t = 1 #III =
1
E(Q) = <(103,
1044)>
R = 4.1691821955
2 integral points
1. (103, 1044) = 1 * (103,
1044)
2. (103, -1044) = -(103,
1044)
E_-02790: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02789: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02788: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02787: r = 1 t = 1 #III =
1
E(Q) =
<(16050702529369/22906822500,
64304195584385145347/3466947585375000)>
R = 30.4191247171
0 integral points
E_-02786: r = 2 t = 1 #III =
1
E(Q) = <(57/4, 83/8)> x
<(5541201/100, 13043851801/1000)>
R = 70.9293887691
0 integral points
E_-02785: r = 1 t = 1 #III =
1
E(Q) = <(2981/169,
114226/2197)>
R = 8.4522903990
0 integral points
E_-02784: r = 1 t = 1 #III =
1
E(Q) = <(288505/4761,
153991261/328509)>
R = 12.7138250867
0 integral points
E_-02783: r = 1 t = 1 #III =
1
E(Q) = <(27, 130)>
R =
3.6032464369
2 integral points
1. (27, 130) = 1 * (27,
130)
2. (27, -130) = -(27,
130)
E_-02782: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02781: r = 1 t = 1 #III =
1
E(Q) = <(302545/1521,
166382722/59319)>
R = 12.6634209648
0 integral points
E_-02780: r = 1 t = 1 #III =
1
E(Q) = <(29, 147)>
R = 3.1054347331
2 integral points
1. (29, 147) = 1 * (29,
147)
2. (29, -147) = -(29,
147)
E_-02779: r = 1 t = 1 #III =
1
E(Q) =
<(876394640807632375/62137472734279881,
80008521904166795534577394/15489249605380355019886971)>
R = 41.8624300645
0 integral points
E_-02778: r = 2 t = 1 #III =
1
E(Q) = <(43, 277)> x
<(889/16, 26291/64)>
R = 25.3454841569
4 integral points
1. (43, 277) = 1 * (43,
277)
2. (43, -277) = -(43,
277)
3. (2899, 156089) = 1 * (43,
277) - 1 * (889/16, 26291/64)
4. (2899, -156089) = -(2899,
156089)
E_-02777: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02776: r = 1 t = 1 #III =
1
E(Q) = <(4145/121,
257483/1331)>
R = 8.5751009691
0 integral points
E_-02775: r = 1 t = 1 #III =
1
E(Q) = <(280,
4685)>
R = 4.1305829381
2 integral points
1. (280, 4685) = 1 * (280,
4685)
2. (280, -4685) = -(280,
4685)
E_-02774: r = 1 t = 1 #III =
1
E(Q) = <(282633711/19228225,
1690123000459/84315766625)>
R = 19.9884468834
0 integral points
E_-02773: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02772: r = 1 t = 1 #III =
1
E(Q) = <(246,
3858)>
R = 4.1148720479
2 integral points
1. (246, 3858) = 1 * (246,
3858)
2. (246, -3858) = -(246,
3858)
E_-02771: r = 1 t = 1 #III =
1
E(Q) = <(695/49,
3114/343)>
R = 6.5394151226
0 integral points
E_-02770: r = 2 t = 1 #III =
1
E(Q) = <(161/4, 1999/8)>
x <(10765259/765625, 2105103223/669921875)>
R = 87.2077139753
0 integral points
E_-02769: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02768: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02767: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02766: r = 1 t = 1 #III =
1
E(Q) =
<(25138737612662353/598242974508036,
3910800004530754533436441/14632428502949899572216)>
R = 37.9647101865
0 integral points
E_-02765: r = 1 t = 1 #III =
1
E(Q) = <(976082361/6031936,
30485123152429/14814434816)>
R = 20.7523201560
0 integral points
E_-02764: r = 1 t = 1 #III =
1
E(Q) = <(229,
3465)>
R = 4.9220770043
2 integral points
1. (229, 3465) = 1 * (229,
3465)
2. (229, -3465) = -(229,
3465)
E_-02763: r = 1 t = 1 #III =
9
E(Q) = <(19, 64)>
R = 3.3669831496
2 integral points
1. (19, 64) = 1 * (19,
64)
2. (19, -64) = -(19,
64)
E_-02762: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02761: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02760: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-02759: r = 1 t = 1 #III =
1
E(Q) = <(47161/900,
10143091/27000)>
R = 10.9238163332
0 integral points
E_-02758: r = 3 t = 1 #III =
1
E(Q) = <(23, 97)> x
<(233/16, 1163/64)> x <(15359/121, 1902179/1331)>
R = 196.9090411894
2 integral points
1. (23, 97) = 1 * (23,
97)
2. (23, -97) = -(23,
97)
E_-02757: r = 1 t = 1 #III =
1
E(Q) = <(3433/81,
197470/729)>
R = 8.3408419549
0 integral points
E_-02756: r = 1 t = 1 #III =
1
E(Q) = <(690/49,
2066/343)>
R = 6.3908407510
0 integral points
E_-02755: r = 1 t = 1 #III =
1
E(Q) = <(961/16,
29601/64)>
R = 6.4607738749
0 integral points
E_-02754: r = 1 t = 1 #III =
1
E(Q) =
<(60842837659/307967401, 15005021555219975/5404519920149)>
R = 24.8751499569
0 integral points
E_-02753: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02752: r = 1 t = 1 #III =
1
E(Q) = <(1177/9,
40355/27)>
R = 7.1364744922
0 integral points
E_-02751: r = 1 t = 1 #III =
1
E(Q) = <(2230,
105307)>
R = 7.2515231029
2 integral points
1. (2230, 105307) = 1 *
(2230, 105307)
2. (2230, -105307) = -(2230,
105307)
E_-02750: r = 2 t = 1 #III =
1
E(Q) = <(15, 25)> x
<(284265/1936, 151494325/85184)>
R = 17.7856579568
2 integral points
1. (15, 25) = 1 * (15,
25)
2. (15, -25) = -(15,
25)
E_-02749: r = 1 t = 1 #III =
1
E(Q) = <(19390105/191844,
85269031453/84027672)>
R = 16.8651916152
0 integral points
E_-02748: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02747: r = 2 t = 1 #III =
1
E(Q) = <(687/49, 1030/343)> x
<(117993/3136, 39471755/175616)>
R = 84.2505753737
0 integral points
E_-02746: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02745: r = 1 t = 1 #III =
1
E(Q) = <(198129/3844,
87302103/238328)>
R = 11.6291281397
0 integral points
E_-02744: r = 0 t = 2 #III =
1
E(Q) = <(14, 0)>
R = 1.0000000000
1 integral point
1. (14, 0) = (14, 0)
E_-02743: r = 1 t = 1 #III =
1
E(Q) = <(14, 1)>
R = 2.7262092643
4 integral points
1. (14, 1) = 1 * (14,
1)
2. (14, -1) = -(14, 1)
3. (86408, 25399837) = -2 *
(14, 1)
4. (86408, -25399837) =
-(86408, 25399837)
E_-02742: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02741: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02740: r = 1 t = 1 #III =
9
E(Q) = <(14, 2)>
R = 2.4949918395
4 integral points
1. (14, 2) = 1 * (14,
2)
2. (14, -2) = -(14, 2)
3. (21581, 3170351) = -2 *
(14, 2)
4. (21581, -3170351) =
-(21581, 3170351)
E_-02739: r = 2 t = 1 #III =
1
E(Q) = <(895/9,
26738/27)> x <(3895/81, 240074/729)>
R = 53.9147470528
0 integral points
E_-02738: r = 1 t = 1 #III =
1
E(Q) = <(9878457/376996,
28588002835/231475544)>
R = 16.4203705310
0 integral points
E_-02737: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02736: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02735: r = 1 t = 1 #III =
1
E(Q) = <(14, 3)>
R = 2.1764538235
4 integral points
1. (14, 3) = 1 * (14,
3)
2. (14, -3) = -(14, 3)
3. (9576, 937079) = -2 * (14,
3)
4. (9576, -937079) = -(9576,
937079)
E_-02734: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02733: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02732: r = 1 t = 1 #III =
1
E(Q) = <(274441/14400,
111859739/1728000)>
R = 12.9424761647
0 integral points
E_-02731: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02730: r = 1 t = 1 #III =
1
E(Q) =
<(10505189625961/3990954276, 34049113699976051851/252124545432024)>
R =
29.9861559802
0 integral points
E_-02729: r = 1 t = 1 #III =
4
E(Q) = <(3753/49,
229216/343)>
R = 8.3418092810
0 integral points
E_-02728: r = 2 t = 1 #III =
1
E(Q) = <(14, 4)> x
<(49, 339)>
R = 8.7484146016
4 integral points
1. (14, 4) = 1 * (14,
4)
2. (14, -4) = -(14, 4)
3. (49, 339) = 1 * (49,
339)
4. (49, -339) = -(49,
339)
E_-02727: r = 2 t = 1 #III =
1
E(Q) = <(16, 37)> x
<(22, 89)>
R = 8.3811192566
6 integral points
1. (16, 37) = 1 * (16,
37)
2. (16, -37) = -(16,
37)
3. (403, 8090) = 1 * (16, 37)
- 1 * (22, 89)
4. (403, -8090) = -(403,
8090)
5. (22, 89) = 1 * (22,
89)
6. (22, -89) = -(22,
89)
E_-02726: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02725: r = 1 t = 1 #III =
1
E(Q) = <(89, 838)>
R = 4.5846945323
2 integral points
1. (89, 838) = 1 * (89,
838)
2. (89, -838) = -(89,
838)
E_-02724: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02723: r = 1 t = 1 #III =
1
E(Q) =
<(8729385463/38155329, 815504055003730/235685467233)>
R = 22.9274701787
0 integral points
E_-02722: r = 1 t = 1 #III =
1
E(Q) = <(246569/4900,
121120747/343000)>
R = 12.5837033708
0 integral points
E_-02721: r = 1 t = 1 #III =
1
E(Q) =
<(1403249113/78428736, 38085211048861/694564886016)>
R = 21.5056705086
0 integral points
E_-02720: r = 1 t = 1 #III =
1
E(Q) = <(293761/9,
159217649/27)>
R = 12.5907848136
0 integral points
E_-02719: r = 1 t = 1 #III =
1
E(Q) = <(14, 5)>
R = 2.7248582510
2 integral points
1. (14, 5) = 1 * (14, 5)
2. (14, -5) = -(14, 5)
E_-02718: r = 1 t = 1 #III =
1
E(Q) = <(871/9,
25667/27)>
R = 6.8579674497
0 integral points
E_-02717: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02716: r = 1 t = 1 #III =
1
E(Q) = <(449/4,
9505/8)>
R = 6.1832321225
0 integral points
E_-02715: r = 1 t = 1 #III =
1
E(Q) = <(40360939/2832489,
63637239428/4767078987)>
R = 18.0529613759
0 integral points
E_-02714: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02713: r = 1 t = 1 #III =
1
E(Q) = <(343657/12321,
188444960/1367631)>
R = 13.0432673412
0 integral points
E_-02712: r = 1 t = 1 #III =
1
E(Q) = <(7078/441,
349280/9261)>
R = 8.6588726503
0 integral points
E_-02711: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02710: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02709: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02708: r = 2 t = 1 #III =
1
E(Q) = <(14, 6)> x
<(57/4, 109/8)>
R = 8.6795589855
8 integral points
1. (14, 6) = 1 * (14,
6)
2. (14, -6) = -(14, 6)
3. (2373, 115597) = -2 * (14, 6)
4. (2373, -115597) = -(2373,
115597)
5. (6134, 480414) = 1 * (14,
6) - 1 * (57/4, 109/8)
6. (6134, -480414) = -(6134,
480414)
7. (902, 27090) = -1 * (14, 6) - 1 * (57/4, 109/8)
8. (902, -27090) = -(902,
27090)
E_-02707: r = 1 t = 1 #III =
1
E(Q) = <(52595881/396900,
381219279029/250047000)>
R = 17.8426856298
0 integral points
E_-02706: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02705: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02704: r = 1 t = 1 #III =
1
E(Q) = <(17, 47)>
R = 3.2963361523
2 integral points
1. (17, 47) = 1 * (17,
47)
2. (17, -47) = -(17,
47)
E_-02703: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02702: r = 1 t = 1 #III =
1
E(Q) = <(56948977/4088484,
6030758665/8266914648)>
R = 18.4069421234
0 integral points
E_-02701: r = 2 t = 1 #III =
1
E(Q) = <(65/4, 319/8)> x
<(3601, 216090)>
R = 30.5436227474
2 integral points
1. (3601, 216090) = 1 *
(3601, 216090)
2. (3601, -216090) = -(3601,
216090)
E_-02700: r = 1 t = 1 #III =
1
E(Q) = <(21, 81)>
R = 1.7802311977
2 integral points
1. (21, 81) = 1 * (21,
81)
2. (21, -81) = -(21,
81)
E_-02699: r = 3 t = 1 #III =
1
E(Q) = <(15, 26)> x
<(47, 318)> x <(257/16, 2433/64)>
R = 55.5803118584
6 integral points
1. (15, 26) = 1 * (15,
26)
2. (15, -26) = -(15,
26)
3. (47, 318) = 1 * (47,
318)
4. (47, -318) = -(47,
318)
5. (3599, 215910) = 1 * (15,
26) - 1 * (257/16, 2433/64)
6. (3599, -215910) = -(3599,
215910)
E_-02698: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02697: r = 2 t = 1 #III =
1
E(Q) = <(1321/81,
29528/729)> x <(471953341/31036041, 4949341217378/172901784411)>
R = 151.3974963752
0 integral points
E_-02696: r = 2 t = 1 #III =
1
E(Q) = <(18, 56)> x
<(13977289/1004004, 1467443845/1006012008)>
R = 43.9099499543
2 integral points
1. (18, 56) = 1 * (18, 56)
2. (18, -56) = -(18,
56)
E_-02695: r = 2 t = 1 #III =
1
E(Q) = <(14, 7)> x
<(196/9, 2359/27)>
R = 5.3297194315
6 integral points
1. (14, 7) = 1 * (14,
7)
2. (14, -7) = -(14, 7)
3. (1736, 72331) = -2 * (14, 7)
4. (1736, -72331) = -(1736,
72331)
5. (71, 596) = -1 * (14, 7) - 1 * (196/9, 2359/27)
6. (71, -596) = -(71,
596)
E_-02694: r = 1 t = 1 #III =
1
E(Q) =
<(81440064577/1721918016, 22943315921490847/71452709991936)>
R = 25.3013096423
0 integral points
E_-02693: r = 1 t = 1 #III =
1
E(Q) = <(293208013/15186609,
3971780768960/59182215273)>
R = 19.9097841215
0 integral points
E_-02692: r = 2 t = 1 #III =
1
E(Q) = <(26, 122)> x
<(37, 219)>
R = 9.3779284301
6 integral points
1. (26, 122) = 1 * (26,
122)
2. (26, -122) = -(26,
122)
3. (898, 26910) = 1 * (26,
122) - 1 * (37, 219)
4. (898, -26910) = -(898,
26910)
5. (37, 219) = 1 * (37,
219)
6. (37, -219) = -(37,
219)
E_-02691: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-02690: r = 2 t = 1 #III =
1
E(Q) = <(369/16,
6263/64)> x <(1601/100, 37599/1000)>
R = 43.5308516648
0 integral points
E_-02689: r = 2 t = 1 #III =
1
E(Q) = <(5441/4, 401345/8)> x
<(2061973/131769, 1617020846/47832147)>
R = 128.7711051882
0 integral points
E_-02688: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02687: r = 1 t = 1 #III =
1
E(Q) = <(57/4,
115/8)>
R = 4.5810444769
0 integral points
E_-02686: r = 1 t = 1 #III =
1
E(Q) = <(11711/841,
91865/24389)>
R = 9.9167797376
0 integral points
E_-02685: r = 1 t = 1 #III =
1
E(Q) =
<(3940347781/158382225, 224747988517196/1993240301625)>
R = 22.4225352483
0 integral points
E_-02684: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02683: r = 1 t = 1 #III =
1
E(Q) = <(72691/225,
19597636/3375)>
R = 11.2204149204
0 integral points
E_-02682: r = 2 t = 1 #III =
1
E(Q) = <(2857/36,
152299/216)> x <(6211/441, 97847/9261)>
R = 73.8099011756
0 integral points
E_-02681: r = 2 t = 1 #III =
1
E(Q) = <(65/4, 321/8)> x
<(134121/1936, 48920075/85184)>
R = 44.9761119171
0 integral points
E_-02680: r = 2 t = 1 #III =
1
E(Q) = <(14, 8)> x
<(2081, 94931)>
R = 17.4629863058
4 integral points
1. (14, 8) = 1 * (14,
8)
2. (14, -8) = -(14, 8)
3. (2081, 94931) = 1 * (2081,
94931)
4. (2081, -94931) = -(2081, 94931)
E_-02679: r = 1 t = 1 #III =
1
E(Q) = <(766/25,
20189/125)>
R = 6.4488702553
0 integral points
E_-02678: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02677: r = 1 t = 1 #III =
1
E(Q) =
<(148539658996907525153/4104535502154286276,
1758484871613450270360392971025/8315646606700582297453665976)>
R = 46.6776178087
0 integral points
E_-02676: r = 1 t = 1 #III =
1
E(Q) = <(82078/2601,
22491226/132651)>
R = 10.8845576908
0 integral points
E_-02675: r = 1 t = 1 #III =
9
E(Q) = <(39, 238)>
R = 3.8777969215
2 integral points
1. (39, 238) = 1 * (39,
238)
2. (39, -238) = -(39,
238)
E_-02674: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02673: r = 1 t = 1 #III =
1
E(Q) = <(397,
7910)>
R = 6.0054303775
2 integral points
1. (397, 7910) = 1 * (397,
7910)
2. (397, -7910) = -(397,
7910)
E_-02672: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02671: r = 1 t = 1 #III =
1
E(Q) = <(20, 73)>
R = 2.9332000615
2 integral points
1. (20, 73) = 1 * (20,
73)
2. (20, -73) = -(20,
73)
E_-02670: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02669: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02668: r = 0 t = 1 #III =
9
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-02667: r = 2 t = 1 #III =
1
E(Q) = <(907/9,
27280/27)> x <(24847/1089, 3448990/35937)>
R = 62.9041385540
0 integral points
E_-02666: r = 1 t = 1 #III =
1
E(Q) = <(10961961/781456,
6707145515/690807104)>
R = 16.7539200652
0 integral points
E_-02665: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02664: r = 1 t = 1 #III =
1
E(Q) = <(30, 156)>
R = 2.2503699432
2 integral points
1. (30, 156) = 1 * (30,
156)
2. (30, -156) = -(30,
156)
E_-02663: r = 1 t = 1 #III =
1
E(Q) = <(14, 9)>
R = 2.1723627290
2 integral points
1. (14, 9) = 1 * (14,
9)
2. (14, -9) = -(14, 9)
E_-02662: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02661: r = 2 t = 1 #III =
1
E(Q) = <(121, 1330)> x
<(23881/1600, 1649221/64000)>
R = 50.0837503127
2 integral points
1. (121, 1330) = 1 * (121,
1330)
2. (121, -1330) = -(121,
1330)
E_-02660: r = 2 t = 1 #III =
1
E(Q) = <(81/4, 601/8)> x
<(1866, 80606)>
R = 30.8846245296
2 integral points
1. (1866, 80606) = 1 * (1866,
80606)
2. (1866, -80606) = -(1866,
80606)
E_-02659: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02658: r = 1 t = 1 #III =
1
E(Q) =
<(1741098564289/115511616900,
1086889625126394337/39258933235803000)>
R = 28.6968863569
0 integral points
E_-02657: r = 1 t = 1 #III =
1
E(Q) = <(13473/961,
295880/29791)>
R = 10.0521609614
0 integral points
E_-02656: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02655: r = 1 t = 1 #III =
1
E(Q) = <(11626/729,
736759/19683)>
R = 9.3858777461
0 integral points
E_-02654: r = 2 t = 1 #III =
1
E(Q) = <(225/16, 721/64)>
x <(3095/121, 157941/1331)>
R = 37.9519462367
0 integral points
E_-02653: r = 2 t = 1 #III =
1
E(Q) = <(449, 9514)> x
<(705637697/30824704, 16542430832159/171138756608)>
R = 115.9540077569
2 integral points
1. (449, 9514) = 1 * (449,
9514)
2. (449, -9514) = -(449,
9514)
E_-02652: r = 1 t = 1 #III =
1
E(Q) = <(16, 38)>
R = 2.3338386759
2 integral points
1. (16, 38) = 1 * (16,
38)
2. (16, -38) = -(16,
38)
E_-02651: r = 1 t = 1 #III =
1
E(Q) = <(63385/2304,
14907581/110592)>
R = 11.3545299541
0 integral points
E_-02650: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02649: r = 1 t = 1 #III =
1
E(Q) =
<(64867074846456649/3835671839705601,
11111058945569446516050040/237553900749790885318401)>
R = 39.1735793904
0 integral points
E_-02648: r = 1 t = 1 #III =
1
E(Q) = <(3489/25,
205987/125)>
R = 8.2182168392
0 integral points
E_-02647: r = 1 t = 1 #III =
1
E(Q) = <(67, 546)>
R = 3.7813486334
2 integral points
1. (67, 546) = 1 * (67,
546)
2. (67, -546) = -(67, 546)
E_-02646: r = 1 t = 1 #III =
1
E(Q) = <(15, 27)>
R = 1.5729435354
2 integral points
1. (15, 27) = 1 * (15,
27)
2. (15, -27) = -(15,
27)
E_-02645: r = 1 t = 1 #III =
1
E(Q) = <(161/4,
2001/8)>
R = 2.6488413745
0 integral points
E_-02644: r = 2 t = 1 #III =
1
E(Q) = <(14, 10)> x
<(70702/441, 18793522/9261)>
R = 24.6029449600
2 integral points
1. (14, 10) = 1 * (14,
10)
2. (14, -10) = -(14,
10)
E_-02643: r = 1 t = 1 #III =
1
E(Q) = <(71611/225,
19162484/3375)>
R = 11.2057105568
0 integral points
E_-02642: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02641: r = 1 t = 1 #III =
1
E(Q) =
<(38240362625/94439524, 7477808940432479/917763294232)>
R = 24.3881469583
0 integral points
E_-02640: r = 1 t = 1 #III =
1
E(Q) =
<(1149864958068121/1399486634001,
38991435570574780522411/1655591288536548999)>
R = 34.6887656373
0 integral points
E_-02639: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02638: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02637: r = 1 t = 1 #III =
1
E(Q) = <(433,
9010)>
R = 6.0903567541
2 integral points
1. (433, 9010) = 1 * (433,
9010)
2. (433, -9010) = -(433,
9010)
E_-02636: r = 1 t = 1 #III =
1
E(Q) = <(221,
3285)>
R = 4.8872678679
2 integral points
1. (221, 3285) = 1 * (221,
3285)
2. (221, -3285) = -(221,
3285)
E_-02635: r = 1 t = 1 #III =
1
E(Q) =
<(61042740779203129/4369029416665956,
2775804158511432689013773/288786876347436525904104)>
R = 39.1943727863
0 integral points
E_-02634: r = 2 t = 1 #III =
1
E(Q) = <(19, 65)> x
<(11256896593/672468624, 790853660634329/17438456357568)>
R = 77.9883761697
2 integral points
1. (19, 65) = 1 * (19,
65)
2. (19, -65) = -(19, 65)
E_-02633: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02632: r = 1 t = 1 #III =
1
E(Q) = <(293057/13924,
134399455/1643032)>
R = 12.9680434376
0 integral points
E_-02631: r = 2 t = 1 #III =
1
E(Q) = <(28, 139)> x
<(946/25, 28381/125)>
R = 18.5843620996
4 integral points
1. (28, 139) = 1 * (28,
139)
2. (28, -139) = -(28,
139)
3. (1318, 47849) = 1 * (28,
139) - 1 * (946/25, 28381/125)
4. (1318, -47849) = -(1318,
47849)
E_-02630: r = 1 t = 1 #III =
1
E(Q) = <(16493401/509796,
64329493789/363994344)>
R = 16.8732237383
0 integral points
E_-02629: r = 2 t = 1 #III =
1
E(Q) = <(25, 114)> x
<(113/4, 1129/8)>
R = 15.0141749043
4 integral points
1. (25, 114) = 1 * (25,
114)
2. (25, -114) = -(25,
114)
3. (6109, 477480) = 1 * (25, 114) - 1 *
(113/4, 1129/8)
4. (6109, -477480) = -(6109,
477480)
E_-02628: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02627: r = 1 t = 1 #III =
1
E(Q) = <(8711/625,
140166/15625)>
R = 9.0677133607
0 integral points
E_-02626: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02625: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02624: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02623: r = 2 t = 1 #III =
1
E(Q) = <(14, 11)> x
<(1036/9, 33317/27)>
R = 16.2042102385
2 integral points
1. (14, 11) = 1 * (14,
11)
2. (14, -11) = -(14,
11)
E_-02622: r = 1 t = 1 #III =
1
E(Q) = <(449551/27225,
194788799/4492125)>
R = 13.4867976217
0 integral points
E_-02621: r = 1 t = 1 #III =
1
E(Q) =
<(12517456756802258167545/10769866404343441444,
1400469925994047763578099552201619/35343981738533154735192615128)>
R = 50.8887067334
0 integral points
E_-02620: r = 1 t = 1 #III =
1
E(Q) = <(89/4,
733/8)>
R = 4.8493424104
0 integral points
E_-02619: r = 1 t = 1 #III =
1
E(Q) = <(1555/81,
48664/729)>
R = 7.7612950906
0 integral points
E_-02618: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02617: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02616: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02615: r = 1 t = 1 #III =
1
E(Q) = <(124/9,
17/27)>
R = 4.9074662625
0 integral points
E_-02614: r = 1 t = 1 #III =
1
E(Q) =
<(32183978340638704241/390945540730704400,
182154458323556071096427293961/244441193574422787994072000)>
R = 45.0203560504
0 integral points
E_-02613: r = 1 t = 1 #III =
1
E(Q) =
<(312253655885029/9256228184025,
5326651542104712988208/28161194908218580125)>
R = 33.6191550273
0 integral points
E_-02612: r = 1 t = 1 #III =
1
E(Q) = <(96689646/2059225,
938686728694/2954987875)>
R =
17.8715182137
0 integral points
E_-02611: r = 1 t = 1 #III =
1
E(Q) = <(56779/3249,
9669500/185193)>
R = 11.3943722281
0 integral points
E_-02610: r = 1 t = 1 #III =
1
E(Q) = <(129/4,
1407/8)>
R = 4.3823124391
0 integral points
E_-02609: r = 2 t = 1 #III =
1
E(Q) = <(17, 48)> x
<(2145/4, 99343/8)>
R = 20.8673224295
2 integral points
1. (17, 48) = 1 * (17,
48)
2. (17, -48) = -(17, 48)
E_-02608: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02607: r = 1 t = 1 #III =
1
E(Q) =
<(1624855204/28890625, 65015407776233/155287109375)>
R = 20.8954421085
0 integral points
E_-02606: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02605: r = 1 t = 1 #III =
1
E(Q) =
<(109859360775389/3605308525225,
1097189130082233703088/6845633641898847125)>
R = 32.5990355686
0 integral points
E_-02604: r = 2 t = 1 #III =
1
E(Q) = <(253/9, 3781/27)>
x <(505/36, 2701/216)>
R = 34.7713154295
0 integral points
E_-02603: r = 2 t = 1 #III =
1
E(Q) = <(4203/169,
248360/2197)> x <(6201/400, 268051/8000)>
R = 69.4978870274
0 integral points
E_-02602: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02601: r = 1 t = 1 #III =
1
E(Q) = <(85, 782)>
R = 2.6528433455
2 integral points
1. (85, 782) = 1 * (85,
782)
2. (85, -782) = -(85,
782)
E_-02600: r = 1 t = 1
#III = 1
E(Q) = <(14, 12)>
R = 1.9376617280
2 integral points
1. (14, 12) = 1 * (14,
12)
2. (14, -12) = -(14,
12)
E_-02599: r = 1 t = 1 #III =
1
E(Q) = <(185/4,
2483/8)>
R =
5.4003427720
0 integral points
E_-02598: r = 2 t = 1 #III =
1
E(Q) = <(121/4, 1267/8)>
x <(11047/169, 1155679/2197)>
R = 47.0931992956
0 integral points
E_-02597: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02596: r = 1 t = 1 #III =
1
E(Q) = <(2330/169,
10906/2197)>
R = 7.6083301193
0 integral points
E_-02595: r = 2 t = 1 #III =
1
E(Q) = <(721/36, 15929/216)> x
<(1351/81, 32966/729)>
R = 52.7469247793
0 integral points
E_-02594: r = 1 t = 1 #III =
1
E(Q) =
<(14247296233497/78234327616,
53765711388280850557/21882454371505664)>
R = 30.3339366224
0 integral points
E_-02593: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02592: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02591: r = 1 t = 1 #III =
1
E(Q) = <(15, 28)>
R = 3.2178009425
2 integral points
1. (15, 28) = 1 * (15,
28)
2. (15, -28) = -(15,
28)
E_-02590: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02589: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02588: r = 1 t = 1 #III =
1
E(Q) = <(24, 106)>
R = 2.5891091876
2 integral points
1. (24, 106) = 1 * (24,
106)
2. (24, -106) = -(24,
106)
E_-02587: r = 2 t = 1 #III =
1
E(Q) = <(857/4, 25085/8)>
x <(779/25, 20792/125)>
R = 41.4041071397
0 integral points
E_-02586: r = 1 t = 1 #III =
1
E(Q) =
<(771829442731/22074530625, 657250513165061621/3279723387609375)>
R = 27.6073597047
0 integral points
E_-02585: r = 1 t = 1 #III =
1
E(Q) = <(20273765241/1297584484,
1638715807354541/46741588282648)>
R = 24.2244706975
0 integral points
E_-02584: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02583: r = 2 t = 1 #III =
1
E(Q) = <(18, 57)> x
<(78, 687)>
R = 6.3594987346
4 integral points
1. (18, 57) = 1 * (18,
57)
2. (18, -57) = -(18,
57)
3. (78, 687) = 1 * (78,
687)
4. (78, -687) = -(78, 687)
E_-02582: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02581: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02580: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02579: r = 1 t = 1 #III =
1
E(Q) =
<(3843912529/279424656, 23030982925145/4670862549696)>
R = 22.6176202230
0 integral points
E_-02578: r = 1 t = 1 #III =
1
E(Q) = <(5139888827/6195121,
368493310375895/15419656169)>
R = 22.3704610392
0 integral points
E_-02577: r = 1 t = 1 #III =
1
E(Q) = <(2798050349779016754409/190301499962662140900,
64391414021619593038052605221077/2625205570547379944254958673000)>
R = 49.9009359051
0 integral points
E_-02576: r = 1 t = 1 #III =
1
E(Q) = <(170193/11236,
35716199/1191016)>
R = 12.5493575533
0 integral points
E_-02575: r = 2 t = 1 #III =
1
E(Q) = <(16, 39)> x
<(14, 13)>
R = 6.0260261020
8 integral points
1. (16, 39) = 1 * (16,
39)
2. (16, -39) = -(16,
39)
3. (646, 16419) = -1 * (16, 39) + 1 * (14, 13)
4. (646, -16419) = -(646,
16419)
5. (14, 13) = 1 * (14,
13)
6. (14, -13) = -(14,
13)
7. (139, 1638) = -1 * (16, 39) - 1 * (14, 13)
8. (139, -1638) = -(139,
1638)
E_-02574: r = 2 t = 1 #III =
1
E(Q) = <(433/4, 9001/8)>
x <(796591/42025, 560748889/8615125)>
R = 77.5990194601
0 integral points
E_-02573: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02572: r = 1 t = 1 #III =
1
E(Q) = <(234901/11025,
97543601/1157625)>
R = 12.7400380695
0 integral points
E_-02571: r = 1 t = 1 #III =
1
E(Q) = <(305578261537/9144714384,
162997479151223887/874490747113152)>
R = 26.6907430532
0 integral points
E_-02570: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02569: r = 1 t = 1 #III =
1
E(Q) =
<(1826786537/12432676, 78046921903147/43837615576)>
R = 21.3830492055
0 integral points
E_-02568: r = 1 t = 1 #III =
1
E(Q) = <(838/9,
24220/27)>
R = 6.1279396696
0 integral points
E_-02567: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02566: r = 2 t = 1 #III =
1
E(Q) = <(31, 165)> x
<(503, 11281)>
R = 17.3576134099
4 integral points
1. (31, 165) = 1 * (31,
165)
2. (31, -165) = -(31,
165)
3. (503, 11281) = 1 * (503,
11281)
4. (503, -11281) = -(503,
11281)
E_-02565: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02564: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02563: r = 1 t = 1 #III =
9
E(Q) = <(23, 98)>
R =
3.4830874645
2 integral points
1. (23, 98) = 1 * (23,
98)
2. (23, -98) = -(23,
98)
E_-02562: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02561: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02560: r = 1 t = 1 #III =
1
E(Q) = <(56, 416)>
R = 2.0945094713
2 integral points
1. (56, 416) = 1 * (56,
416)
2. (56, -416) = -(56,
416)
E_-02559: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02558: r = 1 t = 1 #III =
1
E(Q) =
<(416257805151517221308398891311/4975815031589931593692875625,
267974048422147993123355907011764537184544191/350991291791697746860757024379037532796875)>
R = 68.3011260750
0 integral points
E_-02557: r = 2 t = 1 #III =
1
E(Q) = <(97, 954)> x
<(3853/121, 229500/1331)>
R = 30.0113304047
2 integral points
1. (97, 954) = 1 * (97,
954)
2. (97, -954) = -(97,
954)
E_-02556: r = 2 t = 1 #III =
1
E(Q) = <(36, 210)> x
<(60, 462)>
R = 5.3540511402
6 integral points
1. (36, 210) = 1 * (36,
210)
2. (36, -210) = -(36,
210)
3. (688, 18046) = 1 * (36,
210) - 1 * (60, 462)
4. (688, -18046) = -(688,
18046)
5. (60, 462) = 1 * (60,
462)
6. (60, -462) = -(60,
462)
E_-02555: r = 1 t = 1 #III =
1
E(Q) = <(207019/15129,
4966408/1860867)>
R = 12.7894437149
0 integral points
E_-02554: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-02553: r = 2 t = 1 #III =
1
E(Q) = <(73/4, 475/8)> x
<(349/25, 1618/125)>
R = 29.6513153122
0 integral points
E_-02552: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02551: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02550: r = 2 t = 1 #III =
1
E(Q) = <(3391/9,
197461/27)> x <(7489/324, 577313/5832)>
R = 62.7034710619
0 integral points
E_-02549: r = 1 t = 1 #III =
1
E(Q) = <(5685/361,
252616/6859)>
R = 9.1321573088
0 integral points
E_-02548: r = 2 t = 1 #III =
1
E(Q) = <(14, 14)> x
<(22, 90)>
R = 2.6014010179
8 integral points
1. (14, 14) = 1 * (14,
14)
2. (14, -14) = -(14,
14)
3. (413, 8393) = -2 * (14, 14)
4. (413, -8393) = -(413,
8393)
5. (133, 1533) = 1 * (14, 14)
- 1 * (22, 90)
6. (133, -1533) = -(133,
1533)
7. (22, 90) = 1 * (22,
90)
8. (22, -90) = -(22,
90)
E_-02547: r = 1 t = 1 #III =
1
E(Q) = <(274951/225, 144172574/3375)>
R = 12.5312211999
0 integral points
E_-02546: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02545: r = 0 t = 1 #III =
9
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-02544: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02543: r = 1 t = 1 #III =
1
E(Q) = <(3804/25,
234533/125)>
R = 7.8367898645
0 integral points
E_-02542: r = 1 t = 1 #III =
1
E(Q) =
<(1838112820686276573623/55170005305066657201,
76049304874874469869483134447675/409783567087015778147261074199)>
R = 49.2081046210
0 integral points
E_-02541: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02540: r = 2 t = 1 #III =
1
E(Q) = <(201/4, 2821/8)>
x <(3501/49, 206429/343)>
R = 41.2788976382
0 integral points
E_-02539: r = 1 t = 1 #III =
1
E(Q) = <(7945/484,
462213/10648)>
R = 8.8998117785
0 integral points
E_-02538: r = 1 t = 1 #III =
1
E(Q) = <(403/9,
7975/27)>
R = 6.1832457043
0 integral points
E_-02537: r = 2 t = 1 #III =
1
E(Q) = <(21, 82)> x
<(1584177/2116, 1993903991/97336)>
R = 47.3623930736
2 integral points
1. (21, 82) = 1 * (21,
82)
2. (21, -82) = -(21,
82)
E_-02536: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02535: r = 1 t = 1 #III =
1
E(Q) = <(10726/49,
1110719/343)>
R = 8.8566064781
0 integral points
E_-02534: r = 2 t = 1 #III =
1
E(Q) = <(15, 29)> x
<(1284639175/10634121, 46010759000401/34677868581)>
R = 66.5388817518
2 integral points
1. (15, 29) = 1 * (15,
29)
2. (15, -29) = -(15,
29)
E_-02533: r = 1 t = 1 #III =
1
E(Q) = <(7433/529,
188930/12167)>
R = 9.4491314728
0 integral points
E_-02532: r = 1 t = 1 #III =
1
E(Q) = <(13565122/74529,
49951018970/20346417)>
R =
15.7758672785
0 integral points
E_-02531: r = 2 t = 1 #III =
1
E(Q) = <(843, 24476)> x
<(1185/64, 31631/512)>
R = 41.7950086781
2 integral points
1. (843, 24476) = 1 * (843,
24476)
2. (843, -24476) = -(843,
24476)
E_-02530: r = 2 t = 1 #III =
1
E(Q) = <(3259/49,
185247/343)> x <(10129/400, 936633/8000)>
R = 57.6354511378
0 integral points
E_-02529: r = 1 t = 1 #III =
1
E(Q) = <(1425/49,
50952/343)>
R = 6.8078303295
0 integral points
E_-02528: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02527: r = 1 t = 1 #III =
1
E(Q) = <(92, 881)>
R = 4.1503543712
2 integral points
1. (92, 881) = 1 * (92,
881)
2. (92, -881) = -(92,
881)
E_-02526: r = 2 t = 1 #III =
1
E(Q) = <(247/9, 3637/27)>
x <(3319/225, 88253/3375)>
R =
48.5728446294
0 integral points
E_-02525: r = 1 t = 1 #III =
1
E(Q) = <(1105/81,
2710/729)>
R = 6.4831087118
0 integral points
E_-02524: r = 2 t = 1 #III =
1
E(Q) = <(20, 74)> x <(160/9,
1502/27)>
R = 11.0177197052
4 integral points
1. (20, 74) = 1 * (20,
74)
2. (20, -74) = -(20,
74)
3. (3365, 195199) = -1 * (20, 74) + 1 * (160/9, 1502/27)
4. (3365, -195199) = -(3365,
195199)
E_-02523: r = 1 t = 1 #III =
1
E(Q) = <(293232307/21538881,
53220777940/99961946721)>
R = 20.0457645657
0 integral points
E_-02522: r = 3 t = 1 #III =
1
E(Q) = <(27, 131)> x
<(129/4, 1409/8)> x <(593883/14641, 448938355/1771561)>
R = 233.2327499855
4 integral points
1. (3363, 195025) = 1 * (27,
131) - 1 * (129/4, 1409/8)
2. (3363, -195025) = -(3363,
195025)
3. (27, 131) = 1 * (27, 131)
4. (27, -131) = -(27,
131)
E_-02521: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02520: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02519: r = 1 t = 1 #III =
1
E(Q) = <(14, 15)>
R = 2.1639115339
2 integral points
1. (14, 15) = 1 * (14,
15)
2. (14, -15) = -(14,
15)
E_-02518: r = 2 t = 1 #III =
1
E(Q) = <(377/4, 7309/8)> x
<(4367/289, 150011/4913)>
R = 46.5363807697
0 integral points
E_-02517: r = 2 t = 1 #III =
1
E(Q) = <(577/36,
8641/216)> x <(37561/81, 7279478/729)>
R = 69.1619323499
0 integral points
E_-02516: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02515: r = 2 t = 1 #III =
1
E(Q) = <(839, 24302)> x
<(329531/6241, 187543676/493039)>
R = 84.6652198957
2 integral points
1. (839, 24302) = 1 * (839,
24302)
2. (839, -24302) = -(839,
24302)
E_-02514: r = 1 t = 1 #III =
1
E(Q) =
<(751739766963262393/45332119306174464, 436600029398139742335452371/9651816013340200572813312)>
R = 41.6245132983
0 integral points
E_-02513: r = 1 t = 1 #III =
1
E(Q) =
<(1367335447977/64254138256,
1374675259177816555/16287395981683904)>
R = 28.3148044878
0 integral points
E_-02512: r = 2 t = 1 #III =
1
E(Q) = <(17, 49)> x
<(313/4, 5523/8)>
R = 17.0909436047
2 integral points
1. (17, 49) = 1 * (17,
49)
2. (17, -49) = -(17,
49)
E_-02511: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02510: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02509: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02508: r = 1 t = 1 #III =
1
E(Q) = <(430202569/26936100,
5532098731003/139798359000)>
R = 20.3581944700
0 integral points
E_-02507: r = 1 t = 1 #III =
1
E(Q) =
<(1730897570861593/119804495634576,
29577412261635961892995/1311322982276146837824)>
R = 35.6088404453
0 integral points
E_-02506: r = 1 t = 1 #III =
1
E(Q) = <(51525539/403225,
369634804337/256047875)>
R = 17.8228135641
0 integral points
E_-02505: r = 1 t = 1 #III =
1
E(Q) = <(9901/729,
10234/19683)>
R = 9.7496805791
0 integral points
E_-02504: r = 1 t = 1 #III =
1
E(Q) = <(67606/9, 17578340/27)>
R = 10.4294166286
0 integral points
E_-02503: r = 1 t = 1 #III =
1
E(Q) = <(19, 66)>
R = 2.8054491575
2 integral points
1. (19, 66) = 1 * (19,
66)
2. (19, -66) = -(19,
66)
E_-02502: r = 1 t = 1 #III =
1
E(Q) = <(18614841/206116,
80177069523/93576664)>
R = 16.0991023869
0 integral points
E_-02501: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-02500: r = 1 t = 1 #III =
1
E(Q) = <(50, 350)>
R = 1.2376956290
2 integral points
1. (50, 350) = 1 * (50,
350)
2. (50, -350) = -(50,
350)
E_-02499: r = 1 t = 1 #III =
1
E(Q) = <(81961945/5225796,
440415710531/11946169656)>
R = 18.7072676550
0 integral points
E_-02498: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02497: r = 1 t = 1 #III =
4
E(Q) = <(2597/169,
73910/2197)>
R = 8.3561417699
0 integral points
E_-02496: r = 2 t = 1 #III =
1
E(Q) = <(16, 40)> x
<(40, 248)>
R = 2.7347941297
6 integral points
1. (16, 40) = 1 * (16,
40)
2. (16, -40) = -(16,
40)
3. (88, 824) = 1 * (16, 40) -
1 * (40, 248)
4. (88, -824) = -(88,
824)
5. (40, 248) = 1 * (40,
248)
6. (40, -248) = -(40, 248)
E_-02495: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02494: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02493: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02492: r = 1 t = 1 #III =
1
E(Q) = <(32, 174)>
R = 2.2452992546
2 integral points
1. (32, 174) = 1 * (32, 174)
2. (32, -174) = -(32,
174)
E_-02491: r = 1 t = 1 #III =
1
E(Q) = <(269371/441,
139805380/9261)>
R = 12.5174924745
0 integral points
E_-02490: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02489: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02488: r = 1 t = 1 #III =
9
E(Q) = <(14, 16)>
R = 2.4802996933
2 integral points
1. (14, 16) = 1 * (14,
16)
2. (14, -16) = -(14,
16)
E_-02487: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02486: r = 1 t = 1 #III =
1
E(Q) =
<(492411064910548208527801204983/27225190562499431332407509881,
263111643967696223461162299820309310850528769/4492172164301141127102668211753295810718029)>
R = 68.7969623661
0 integral points
E_-02485: r = 2 t = 1 #III =
1
E(Q) = <(29, 148)> x
<(100909/961, 32020512/29791)>
R = 39.8857919704
2 integral points
1. (29, 148) = 1 * (29,
148)
2. (29, -148) = -(29,
148)
E_-02484: r = 1 t = 1 #III =
1
E(Q) = <(94, 910)>
R = 3.9383954522
2 integral points
1. (94, 910) = 1 * (94,
910)
2. (94, -910) = -(94,
910)
E_-02483: r = 1 t = 1 #III =
1
E(Q) = <(22673/1024,
2998215/32768)>
R = 9.8360677758
0 integral points
E_-02482: r = 2 t = 1 #III =
1
E(Q) = <(89/4, 739/8)> x
<(58400771/1985281, 423985571693/2797260929)>
R = 85.6754760225
0 integral points
E_-02481: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02480: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02479: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02478: r = 1 t = 1 #III =
1
E(Q) = <(3224503/45369,
5770190845/9663597)>
R = 15.1025814450
0 integral points
E_-02477: r = 1 t = 1
#III = 1
E(Q) = <(3261/25,
186116/125)>
R = 8.1534455379
0 integral points
E_-02476: r = 1 t = 1 #III =
1
E(Q) = <(18085/441,
2388023/9261)>
R = 10.0019343287
0 integral points
E_-02475: r = 1 t = 1 #III =
1
E(Q) = <(15, 30)>
R = 1.4058081934
2 integral points
1. (15, 30) = 1 * (15,
30)
2. (15, -30) = -(15,
30)
E_-02474: r = 2 t = 1 #III =
1
E(Q) = <(35, 201)> x
<(13762529/132496, 50999682735/48228544)>
R = 51.2854963571
2 integral points
1. (35, 201) = 1 * (35,
201)
2. (35, -201) = -(35,
201)
E_-02473: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-02472: r = 2 t = 1 #III =
1
E(Q) = <(46, 308)> x
<(53866/3721, 5379248/226981)>
R = 35.0852913699
2 integral points
1. (46, 308) = 1 * (46,
308)
2. (46, -308) = -(46, 308)
E_-02471: r = 1 t = 1 #III =
1
E(Q) = <(130/9,
629/27)>
R = 4.9248230904
0 integral points
E_-02470: r = 1 t = 1 #III =
1
E(Q) = <(619121/45796,
8962121/9800344)>
R =
13.8853100635
0 integral points
E_-02469: r = 1 t = 1 #III =
1
E(Q) = <(104805169/7371225,
402890659678/20012875875)>
R = 18.9939030170
0 integral points
E_-02468: r = 3 t = 1 #III =
1
E(Q) = <(18, 58)> x <(69,
571)> x <(157/9, 1439/27)>
R = 54.6868015884
6 integral points
1. (18, 58) = 1 * (18,
58)
2. (18, -58) = -(18,
58)
3. (69, 571) = 1 * (69,
571)
4. (69, -571) = -(69,
571)
5. (40098, 8029418) = -1 *
(18, 58) + 1 * (157/9, 1439/27)
6. (40098, -8029418) =
-(40098, 8029418)
E_-02467: r = 1 t = 1 #III =
1
E(Q) =
<(885653791009/36465721600, 758331066392534223/6963494196736000)>
R = 27.2870254153
0 integral points
E_-02466: r = 2 t = 1 #III =
1
E(Q) = <(265/16,
2917/64)> x <(273187/3249, 142490987/185193)>
R = 71.8808565492
0 integral points
E_-02465: r = 0 t = 1 #III
= 4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02464: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02463: r = 1 t = 1 #III =
1
E(Q) = <(1864/25,
80237/125)>
R = 7.1790791339
0 integral points
E_-02462: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02461: r = 1 t = 1 #III =
1
E(Q) = <(267985/1521,
138697298/59319)>
R = 12.5457572492
0 integral points
E_-02460: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02459: r = 2 t = 1 #III =
1
E(Q) = <(825/4, 23693/8)>
x <(1398921/16384, 1651316315/2097152)>
R = 78.7048957545
0 integral points
E_-02458: r = 2 t = 1 #III =
1
E(Q) = <(2689/196,
30591/2744)> x <(2881/144, 128737/1728)>
R = 59.2089869442
0 integral points
E_-02457: r = 1 t = 1 #III =
1
E(Q) = <(337/9,
6040/27)>
R = 6.0368813039
0 integral points
E_-02456: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02455: r = 1 t = 1 #III =
1
E(Q) = <(14, 17)>
R = 2.7093390192
2 integral points
1. (14, 17) = 1 * (14,
17)
2. (14, -17) = -(14,
17)
E_-02454: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02453: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02452: r = 1 t = 1 #III =
1
E(Q) = <(734/25,
18898/125)>
R = 6.1785198470
0 integral points
E_-02451: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02450: r = 0 t = 1 #III =
9
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-02449: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02448: r = 1 t = 1 #III =
1
E(Q) = <(33, 183)>
R = 3.0084800705
2 integral points
1. (33, 183) = 1 * (33,
183)
2. (33, -183) = -(33,
183)
E_-02447: r = 1 t = 1 #III =
1
E(Q) = <(26, 123)>
R = 2.5526307055
2 integral points
1. (26, 123) = 1 * (26,
123)
2. (26, -123) = -(26,
123)
E_-02446: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02445: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02444: r = 1 t = 1 #III =
1
E(Q) =
<(823028009449/16771286016, 738897458321487115/2171948624216064)>
R = 27.6027948523
0 integral points
E_-02443: r = 2 t = 1 #III =
1
E(Q) = <(1481/100, 28379/1000)> x
<(27017/1156, 3993275/39304)>
R = 71.2097411224
0 integral points
E_-02442: r = 1 t = 1 #III =
1
E(Q) = <(349009/22500,
121226777/3375000)>
R = 13.2497737721
0 integral points
E_-02441: r = 1 t = 1 #III =
1
E(Q) = <(254445/8281,
122829862/753571)>
R = 12.7081315023
0 integral points
E_-02440: r = 2 t = 1 #III =
1
E(Q) = <(34, 192)> x
<(86, 796)>
R =
9.2283574449
6 integral points
1. (34, 192) = 1 * (34,
192)
2. (34, -192) = -(34,
192)
3. (241, 3741) = 1 * (34,
192) - 1 * (86, 796)
4. (241, -3741) = -(241,
3741)
5. (86, 796) = 1 * (86,
796)
6. (86, -796) = -(86,
796)
E_-02439: r = 1 t = 1 #III =
1
E(Q) = <(238/9,
3421/27)>
R = 5.3110050437
0 integral points
E_-02438: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02437: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02436: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02435: r = 1 t = 1 #III =
1
E(Q) = <(65059/441,
16588088/9261)>
R = 11.1390406157
0 integral points
E_-02434: r = 1 t = 1 #III =
1
E(Q) =
<(1247390993/38291344, 42476661478649/236946836672)>
R = 21.1912764577
0 integral points
E_-02433: r = 1 t = 1 #III =
1
E(Q) = <(4369/225,
235972/3375)>
R = 8.7812938869
0 integral points
E_-02432: r = 1 t = 1 #III =
1
E(Q) = <(17788/441, 2328040/9261)>
R = 8.6011272187
0 integral points
E_-02431: r = 1 t = 1 #III =
1
E(Q) = <(38, 229)>
R = 3.3885091468
2 integral points
1. (38, 229) = 1 * (38, 229)
2. (38, -229) = -(38,
229)
E_-02430: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02429: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02428: r = 1 t = 1 #III =
1
E(Q) = <(584/25,
12698/125)>
R = 5.7827388233
0 integral points
E_-02427: r = 1 t = 1 #III =
1
E(Q) = <(57337/2304,
12602125/110592)>
R = 11.2745474782
0 integral points
E_-02426: r = 2 t = 1 #III =
1
E(Q) = <(57/4, 173/8)> x
<(364515/22201, 147942457/3307949)>
R = 53.7353394119
0 integral points
E_-02425: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02424: r = 1 t = 1 #III =
1
E(Q) = <(1174465/84681,
384809021/24642171)>
R = 14.5110266609
0 integral points
E_-02423: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02422: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02421: r = 1 t = 1 #III =
1
E(Q) = <(42705/1156,
8610567/39304)>
R = 10.1482581100
0 integral points
E_-02420: r = 1 t = 1 #III =
1
E(Q) = <(14, 18)>
R = 1.9268289413
2 integral points
1. (14, 18) = 1 * (14,
18)
2. (14, -18) = -(14,
18)
E_-02419: r = 1 t = 1 #III =
1
E(Q) = <(38951683/2152089,
187050070324/3157114563)>
R = 17.9019702011
0 integral points
E_-02418: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02417: r = 2 t = 1 #III =
1
E(Q) = <(7941/25,
707614/125)> x <(234657/16384, 47864945/2097152)>
R = 100.1979535346
0 integral points
E_-02416: r = 1 t = 1 #III =
1
E(Q) = <(200, 2828)>
R = 3.9532472608
2 integral points
1. (200, 2828) = 1 * (200,
2828)
2. (200, -2828) = -(200,
2828)
E_-02415: r = 2 t = 1 #III =
1
E(Q) = <(16, 41)> x
<(844/49, 17807/343)>
R = 16.8279493826
2 integral points
1. (16, 41) = 1 * (16,
41)
2. (16, -41) = -(16,
41)
E_-02414: r = 3 t = 1 #III =
1
E(Q) = <(15, 31)> x
<(393/4, 7781/8)> x <(2775/121, 130739/1331)>
R = 130.0740820269
2 integral points
1. (15, 31) = 1 * (15,
31)
2. (15, -31) = -(15,
31)
E_-02413: r = 2 t = 1 #III =
1
E(Q) = <(17, 50)> x
<(1461997/841, 1767745020/24389)>
R = 42.8329837946
2 integral points
1. (17, 50) = 1 * (17,
50)
2. (17, -50) = -(17,
50)
E_-02412: r = 1 t = 1 #III =
1
E(Q) = <(43717/3249,
909865/185193)>
R = 11.2332676935
0 integral points
E_-02411: r = 1 t = 1 #III =
1
E(Q) =
<(29474951850065/1040138896384,
151307310423233019609/1060808536532942848)>
R = 30.7461967655
0 integral points
E_-02410: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02409: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02408: r = 2 t = 1 #III =
1
E(Q) = <(121/9, 127/27)>
x <(1486/9, 57268/27)>
R =
35.2900252777
0 integral points
E_-02407: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02406: r = 1 t = 1 #III =
1
E(Q) =
<(306542890801/11670480900, 158053793639955049/1260762051627000)>
R = 26.7500774550
0 integral points
E_-02405: r = 1 t = 1 #III =
1
E(Q) = <(155601/11236,
18863239/1191016)>
R = 12.4892479081
0 integral points
E_-02404: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02403: r = 2 t = 1 #III =
1
E(Q) = <(87, 810)> x
<(73/4, 485/8)>
R = 11.6143687724
2 integral points
1. (87, 810) = 1 * (87,
810)
2. (87, -810) = -(87,
810)
E_-02402: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02401: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02400: r = 1 t = 1 #III =
1
E(Q) = <(25, 115)>
R = 2.4613223173
2 integral points
1. (25, 115) = 1 * (25,
115)
2. (25, -115) = -(25,
115)
E_-02399: r = 1 t = 1 #III =
1
E(Q) = <(48072/3481,
3146317/205379)>
R = 10.8534408842
0 integral points
E_-02398: r = 1 t = 1 #III =
1
E(Q) = <(3239/25,
184237/125)>
R = 8.1464210090
0 integral points
E_-02397: r = 1 t = 1 #III =
1
E(Q) =
<(1641649879148886037/510278417171649,
2103394785488479300646051180/11526854190987469136607)>
R = 41.9447918442
0 integral points
E_-02396: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02395: r = 1 t = 1 #III =
1
E(Q) = <(60271/1521,
14509054/59319)>
R = 11.2102186550
0 integral points
E_-02394: r = 1 t = 1 #III = 1
E(Q) = <(81/4,
615/8)>
R = 4.0443775452
0 integral points
E_-02393: r = 2 t = 1 #III =
1
E(Q) = <(57/4, 179/8)> x
<(19433/16, 2709003/64)>
R = 42.5445314268
0 integral points
E_-02392: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02391: r = 1 t = 1 #III =
1
E(Q) = <(58, 439)>
R = 3.7387460559
2 integral points
1. (58, 439) = 1 * (58,
439)
2. (58, -439) = -(58,
439)
E_-02390: r = 2 t = 1 #III =
1
E(Q) = <(5079/49,
361577/343)> x <(789441/33124, 636499681/6028568)>
R = 119.0213500210
0 integral points
E_-02389: r = 1 t = 1 #III =
4
E(Q) = <(2453/169,
56824/2197)>
R = 8.3173636149
0 integral points
E_-02388: r = 1 t = 1 #III =
1
E(Q) = <(50758/3249,
6990830/185193)>
R = 10.6224858384
0 integral points
E_-02387: r = 2 t = 1 #III =
1
E(Q) = <(753/16,
20425/64)> x <(134695971/7645225, 1173514567856/21139047125)>
R = 85.1147034666
0 integral points
E_-02386: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02385: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02384: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02383: r = 1 t = 1 #III =
1
E(Q) = <(14, 19)>
R = 2.7048793546
2 integral points
1. (14, 19) = 1 * (14,
19)
2. (14, -19) = -(14,
19)
E_-02382: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02381: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02380: r = 0 t = 1 #III =
9
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-02379: r = 2 t = 1 #III =
1
E(Q) = <(937/36,
26677/216)> x <(3163/9, 177884/27)>
R = 57.3838771299
0 integral points
E_-02378: r = 1 t = 1 #III =
1
E(Q) = <(1777699/119025,
1268098793/41063625)>
R = 14.8900728780
0 integral points
E_-02377: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02376: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02375: r = 1 t = 1 #III =
1
E(Q) = <(20, 75)>
R = 0.7606157764
4 integral points
1. (20, 75) = 1 * (20,
75)
2. (20, -75) = -(20, 75)
3. (24, 107) = -2 * (20,
75)
4. (24, -107) = -(24,
107)
E_-02374: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02373: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02372: r = 2 t = 1 #III =
1
E(Q) = <(21, 83)> x
<(21714/169, 3197914/2197)>
R = 31.6843782350
2 integral points
1. (21, 83) = 1 * (21, 83)
2. (21, -83) = -(21,
83)
E_-02371: r = 2 t = 1 #III =
1
E(Q) = <(833/16,
23839/64)> x <(3047/49, 167362/343)>
R = 52.1649466788
0 integral points
E_-02370: r = 3 t = 1 #III =
1
E(Q) = <(19, 67)> x
<(241/4, 3721/8)> x <(1129/64, 28597/512)>
R = 133.1204004497
4 integral points
1. (19, 67) = 1 * (19,
67)
2. (19, -67) = -(19,
67)
3. (8131, 733189) = -1 * (19,
67) + 1 * (1129/64, 28597/512)
4. (8131, -733189) = -(8131,
733189)
E_-02369: r = 1 t = 1 #III =
9
E(Q) = <(105/4,
1003/8)>
R = 4.9541398995
0 integral points
E_-02368: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02367: r = 2 t = 1 #III =
1
E(Q) = <(22, 91)> x
<(72, 609)>
R = 7.7509707152
6 integral points
1. (22, 91) = 1 * (22,
91)
2. (22, -91) = -(22, 91)
3. (102, 1029) = 1 * (22, 91)
- 1 * (72, 609)
4. (102, -1029) = -(102,
1029)
5. (72, 609) = 1 * (72,
609)
6. (72, -609) = -(72,
609)
E_-02366: r = 2 t = 1 #III =
1
E(Q) = <(65/4, 351/8)> x
<(23, 99)>
R = 6.5879138046
2 integral points
1. (23, 99) = 1 * (23,
99)
2. (23, -99) = -(23,
99)
E_-02365: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02364: r = 1 t = 1 #III =
1
E(Q) = <(136/9,
890/27)>
R = 4.4818662090
0 integral points
E_-02363: r = 1 t = 1 #III =
1
E(Q) = <(59407/1521,
14189570/59319)>
R = 11.1977449258
0 integral points
E_-02362: r = 1 t = 1 #III =
1
E(Q) =
<(82160029974257/15724658404,
744716334932291639945/1971840714544792)>
R = 32.0412576483
0 integral points
E_-02361: r = 1 t = 1 #III =
1
E(Q) =
<(1166267880433/61357271616,
1020275232119104841/15198441608369664)>
R = 28.1879095251
0 integral points
E_-02360: r = 1 t = 1 #III =
4
E(Q) = <(786,
22036)>
R = 5.9842266412
2 integral points
1. (786, 22036) = 1 * (786,
22036)
2. (786, -22036) = -(786,
22036)
E_-02359: r = 1 t = 1 #III =
1
E(Q) = <(190/9,
2267/27)>
R = 5.1514511629
0 integral points
E_-02358: r = 2 t = 1 #III =
1
E(Q) = <(151/9, 1313/27)>
x <(2017/144, 34129/1728)>
R = 44.1553353836
0 integral points
E_-02357: r = 2 t = 1 #III =
1
E(Q) = <(41, 258)> x
<(3257/49, 185130/343)>
R = 25.2064006277
2 integral points
1. (41, 258) = 1 * (41,
258)
2. (41, -258) = -(41,
258)
E_-02356: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02355: r = 1 t = 1 #III =
1
E(Q) =
<(35429601528550441/10834788557376,
6668826016842346321134379/35664050050384218624)>
R = 38.1088263633
0 integral points
E_-02354: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02353: r = 1 t = 1 #III =
4
E(Q) = <(3137,
175700)>
R = 8.0536298439
2 integral points
1. (3137, 175700) = 1 *
(3137, 175700)
2. (3137, -175700) = -(3137,
175700)
E_-02352: r = 1 t = 1 #III =
1
E(Q) = <(28, 140)>
R = 0.9305632201
2 integral points
1. (28, 140) = 1 * (28,
140)
2. (28, -140) = -(28,
140)
E_-02351: r = 4 t = 1 #III =
1
E(Q) = <(18, 59)> x <(30,
157)> x <(15, 32)> x <(172/9, 1837/27)>
R = 87.0353402980
20 integral points
1. (276, 4585) = 1 * (18, 59)
- 1 * (30, 157)
2. (276, -4585) = -(276,
4585)
3. (18, 59) = 1 * (18,
59)
4. (18, -59) = -(18,
59)
5. (30, 157) = 1 * (30,
157)
6. (30, -157) = -(30,
157)
7. (15, 32) = 1 * (15,
32)
8. (15, -32) = -(15,
32)
9. (48, 329) = -1 * (18, 59)
- 1 * (15, 32)
10. (48, -329) = -(48,
329)
11. (651, 16610) = 1 * (18,
59) + 1 * (30, 157) + 1 * (15, 32)
12. (651, -16610) = -(651,
16610)
13. (3135, 175532) = 1 * (18,
59) - 1 * (30, 157) - 1 * (15, 32) + 1 * (172/9, 1837/27)
14. (3135, -175532) = -(3135,
175532)
15. (558, 13181) = 1 * (15,
32) - 1 * (172/9, 1837/27)
16. (558, -13181) = -(558,
13181)
17. (378, 7349) = -1 * (30,
157) + 1 * (172/9, 1837/27)
18. (378, -7349) = -(378,
7349)
19. (13035, 1488218) = 1 *
(18, 59) - 1 * (172/9, 1837/27)
20. (13035, -1488218) =
-(13035, 1488218)
E_-02350: r = 1 t = 1 #III =
1
E(Q) = <(55, 405)>
R = 2.5321446488
2 integral points
1. (55, 405) = 1 * (55,
405)
2. (55, -405) = -(55,
405)
E_-02349: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02348: r = 1 t = 1 #III =
1
E(Q) = <(653/49, 1485/343)>
R = 6.4803545487
0 integral points
E_-02347: r = 1 t = 1 #III =
1
E(Q) =
<(36707281028449/472381290000,
221839793401685421457/324667660617000000)>
R = 31.3385836287
0 integral points
E_-02346: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02345: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02344: r = 3 t = 1 #III =
1
E(Q) = <(14, 20)> x
<(170, 2216)> x <(65/4, 353/8)>
R = 43.7176261540
6 integral points
1. (14, 20) = 1 * (14,
20)
2. (14, -20) = -(14,
20)
3. (170, 2216) = 1 * (170,
2216)
4. (170, -2216) = -(170,
2216)
5. (782, 21868) = 1 * (14,
20) - 1 * (65/4, 353/8)
6. (782, -21868) = -(782,
21868)
E_-02343: r = 2 t = 1 #III =
1
E(Q) = <(166/9, 1693/27)>
x <(1252/9, 44281/27)>
R = 31.0463683194
0 integral points
E_-02342: r = 1 t = 1 #III =
1
E(Q) = <(282727/8649,
145204705/804357)>
R = 12.7953899388
0 integral points
E_-02341: r = 2 t = 1 #III =
1
E(Q) = <(1141/25, 38064/125)> x
<(36449/4, 6958705/8)>
R = 65.4601738122
0 integral points
E_-02340: r = 1 t = 1 #III =
1
E(Q) = <(66, 534)>
R = 2.8868687946
2 integral points
1. (66, 534) = 1 * (66,
534)
2. (66, -534) = -(66,
534)
E_-02339: r = 1 t = 1 #III =
1
E(Q) = <(49435/3249,
6371092/185193)>
R = 11.2974033471
0 integral points
E_-02338: r = 2 t = 1 #III =
1
E(Q) = <(211/9, 2773/27)>
x <(1129/36, 36469/216)>
R = 41.3219575063
0 integral points
E_-02337: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02336: r = 0 t = 1 #III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02335: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02334: r = 1 t = 1 #III =
1
E(Q) = <(10837887616097962386766417463655175/749819013039033931012965938537769,
537654736843314657737620849054611041641939649528563/20532161556910450835113947166000978154021874399147)>
R = 78.8790927753
0 integral points
E_-02333: r = 1 t = 1 #III =
1
E(Q) = <(199041/100,
88800161/1000)>
R = 12.2053641950
0 integral points
E_-02332: r = 1 t = 1 #III =
1
E(Q) = <(16, 42)>
R = 1.7667945614
2 integral points
1. (16, 42) = 1 * (16,
42)
2. (16, -42) = -(16,
42)
E_-02331: r = 1 t = 1 #III =
1
E(Q) = <(62953/36,
15795179/216)>
R = 11.0548068939
0 integral points
E_-02330: r = 2 t = 1 #III =
1
E(Q) = <(51, 361)> x
<(35051/1369, 6089709/50653)>
R = 40.3629039928
2 integral points
1. (51, 361) = 1 * (51,
361)
2. (51, -361) = -(51,
361)
E_-02329: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02328: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02327: r = 1 t = 1 #III =
1
E(Q) = <(31563/1849,
4090718/79507)>
R = 10.8013555945
0 integral points
E_-02326: r = 1 t = 1 #III =
1
E(Q) =
<(569096427182541359/1955558485559809,
429297435408142013617799435/86478114814204748975873)>
R = 40.9108153205
0 integral points
E_-02325: r = 2 t = 1 #III =
1
E(Q) = <(3109/9,
173348/27)> x <(10669/225, 1089928/3375)>
R = 71.7801238621
0 integral points
E_-02324: r = 1 t = 1 #III =
1
E(Q) = <(2629965/39601,
4248104449/7880599)>
R =
14.9042256108
0 integral points
E_-02323: r = 1 t = 1 #III =
1
E(Q) = <(691/25,
17136/125)>
R = 6.2731030011
0 integral points
E_-02322: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02321: r = 2 t = 1 #III =
1
E(Q) = <(45, 298)> x
<(1961/121, 58560/1331)>
R = 29.5963917394
2 integral points
1. (45, 298) = 1 * (45,
298)
2. (45, -298) = -(45,
298)
E_-02320: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02319: r = 1 t = 1 #III =
1
E(Q) = <(145/4,
1703/8)>
R = 5.1962889129
0 integral points
E_-02318: r = 2 t = 1 #III =
1
E(Q) = <(807, 22925)> x
<(46182753/9604, 313848258095/941192)>
R = 118.2945210119
2 integral points
1. (807, 22925) = 1 * (807,
22925)
2. (807, -22925) = -(807,
22925)
E_-02317: r = 1 t = 1 #III =
1
E(Q) =
<(142105745133361801/20057544459225,
53569482736344077132539174/89829016601029012125)>
R = 39.4964965338
0 integral points
E_-02316: r = 2 t = 1 #III =
1
E(Q) = <(157/9, 1477/27)> x
<(2845/81, 147637/729)>
R = 37.5777080321
0 integral points
E_-02315: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02314: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02313: r = 1 t = 1 #III =
1
E(Q) = <(1017/49,
27924/343)>
R = 6.5622272098
0 integral points
E_-02312: r = 1 t = 1 #III =
1
E(Q) = <(17, 51)>
R = 0.8374814125
2 integral points
1. (17, 51) = 1 * (17,
51)
2. (17, -51) = -(17,
51)
E_-02311: r = 1 t = 1 #III =
1
E(Q) = <(4850794/233289,
9208617515/112678587)>
R = 15.3018668767
0 integral points
E_-02310: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02309: r = 2 t = 1 #III =
1
E(Q) = <(385/9, 7442/27)>
x <(505/36, 4589/216)>
R = 41.3961916889
0 integral points
E_-02308: r = 1 t = 1 #III =
1
E(Q) = <(11186/625,
914434/15625)>
R = 9.0517378008
0 integral points
E_-02307: r = 2 t = 1 #III =
1
E(Q) = <(787/9, 22040/27)> x
<(60289/900, 14746337/27000)>
R = 64.9069008128
0 integral points
E_-02306: r = 1 t = 1 #III =
1
E(Q) =
<(7306543021721745/480200868672196,
367040214013540890052103/10522875012836005635256)>
R = 37.0145349394
0 integral points
E_-02305: r = 2 t = 1 #III =
1
E(Q) = <(61, 474)> x
<(2341/169, 41274/2197)>
R = 25.5082380245
2 integral points
1. (61, 474) = 1 * (61, 474)
2. (61, -474) = -(61,
474)
E_-02304: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02303: r = 1 t = 1 #III =
1
E(Q) = <(14, 21)>
R = 0.8532188062
4 integral points
1. (14, 21) = 1 * (14,
21)
2. (14, -21) = -(14,
21)
3. (168, 2177) = -2 * (14,
21)
4. (168, -2177) = -(168,
2177)
E_-02302: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02301: r = 2 t = 1 #III =
1
E(Q) = <(433/16,
8471/64)> x <(102205/361, 32672788/6859)>
R = 68.0905441486
0 integral points
E_-02300: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02299: r = 1 t = 1 #III =
1
E(Q) = <(995/49,
26732/343)>
R = 7.2794909122
0 integral points
E_-02298: r = 1 t = 1 #III =
1
E(Q) =
<(4408247584950149048251/12608916838110432225,
292676120590059811098448852130749/44773049012126545462486604625)>
R = 49.8609712506
0 integral points
E_-02297: r = 1 t = 1 #III =
1
E(Q) =
<(8782098707649/56663041600,
26017373759729810143/13488070422464000)>
R = 29.8560162190
0 integral points
E_-02296: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02295: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02294: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02293: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-02292: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02291: r = 1 t = 1 #III =
1
E(Q) = <(167725675/4397409,
2126882760256/9221366673)>
R = 19.1460943420
0 integral points
E_-02290: r = 1 t = 1 #III =
1
E(Q) = <(4691/289,
218981/4913)>
R = 8.9128319203
0 integral points
E_-02289: r = 1 t = 1 #III =
1
E(Q) = <(195337/36,
86332987/216)>
R = 12.1839753375
0 integral points
E_-02288: r = 1 t = 1 #III =
1
E(Q) = <(192,
2660)>
R = 3.9133690024
2 integral points
1. (192, 2660) = 1 * (192,
2660)
2. (192, -2660) = -(192,
2660)
E_-02287: r = 1 t = 1 #III =
1
E(Q) = <(82, 741)>
R = 3.4936365351
2 integral points
1. (82, 741) = 1 * (82,
741)
2. (82, -741) = -(82, 741)
E_-02286: r = 1 t = 1 #III =
1
E(Q) = <(15, 33)>
R = 2.4674339292
2 integral points
1. (15, 33) = 1 * (15,
33)
2. (15, -33) = -(15,
33)
E_-02285: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02284: r = 1 t = 1 #III =
1
E(Q) = <(13369/576,
1397485/13824)>
R = 9.8334250491
0 integral points
E_-02283: r = 1 t = 1 #III =
1
E(Q) = <(547327/40401,
115803730/8120601)>
R = 13.7490941343
0 integral points
E_-02282: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02281: r = 1 t = 1 #III =
1
E(Q) = <(42122741/1600225,
255719626414/2024284625)>
R = 17.8519889366
0 integral points
E_-02280: r = 1 t = 1 #III =
1
E(Q) = <(1246/81,
26884/729)>
R = 6.9153760740
0 integral points
E_-02279: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02278: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02277: r = 0 t = 1 #III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02276: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02275: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02274: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02273: r = 2 t = 1 #III =
1
E(Q) = <(10849/36,
1129969/216)> x <(503389/16641, 342175994/2146689)>
R = 99.3740262193
0 integral points
E_-02272: r = 1 t = 1 #III =
1
E(Q) = <(2297/169,
33955/2197)>
R = 8.2734431113
0 integral points
E_-02271: r = 2 t = 1 #III =
1
E(Q) = <(322/9, 5633/27)>
x <(532/9, 12203/27)>
R = 31.6692537501
0 integral points
E_-02270: r = 1 t = 1 #III =
1
E(Q) = <(689992929/29333056,
16468345340113/158867831296)>
R = 20.6802165104
0 integral points
E_-02269: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02268: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02267: r = 1 t = 1 #III =
1
E(Q) = <(839/25,
23562/125)>
R = 6.4175878580
0 integral points
E_-02266: r = 2 t = 1 #III =
1
E(Q) = <(184075/9,
78975469/27)> x <(36312457/272484, 218713427227/142236648)>
R = 84.2359107238
0 integral points
E_-02265: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02264: r = 2 t = 1 #III =
1
E(Q) = <(42, 268)> x
<(24465/1849, 575867/79507)>
R = 34.2952453031
2 integral points
1. (42, 268) = 1 * (42,
268)
2. (42, -268) = -(42,
268)
E_-02263: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02262: r = 1 t = 1 #III =
1
E(Q) = <(15650569/22500,
61914695003/3375000)>
R = 16.5776235662
0 integral points
E_-02261: r = 1 t = 1 #III =
1
E(Q) = <(66597297985/2342172816,
16319362461811487/113351795603136)>
R = 25.1963830009
0 integral points
E_-02260: r = 2 t = 1 #III =
1
E(Q) = <(14, 22)> x
<(109, 1137)>
R = 10.0636545345
4 integral points
1. (14, 22) = 1 * (14,
22)
2. (14, -22) = -(14,
22)
3. (109, 1137) = 1 * (109,
1137)
4. (109, -1137) = -(109,
1137)
E_-02259: r = 2 t = 1 #III =
1
E(Q) = <(27, 132)> x
<(14265/4, 1703757/8)>
R = 20.8891824348
2 integral points
1. (27, 132) = 1 * (27,
132)
2. (27, -132) = -(27,
132)
E_-02258: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02257: r = 2 t = 1 #III =
1
E(Q) = <(77, 674)> x
<(31485035057/2350213441, 1382860621726064/113935997406239)>
R = 109.9137598766
2 integral points
1. (77, 674) = 1 * (77,
674)
2. (77, -674) = -(77,
674)
E_-02256: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02255: r = 1 t = 1 #III =
1
E(Q) = <(5684044/140625,
13318076303/52734375)>
R = 15.2869837266
0 integral points
E_-02254: r = 1 t = 1 #III =
1
E(Q) = <(941705/68644,
325660133/17984728)>
R = 14.2841509635
0 integral points
E_-02253: r = 3 t = 1 #III =
1
E(Q) = <(37, 220)> x
<(217/16, 995/64)> x <(673/4, 17455/8)>
R = 131.3005458052
2 integral points
1. (37, 220) = 1 * (37,
220)
2. (37, -220) = -(37,
220)
E_-02252: r = 2 t = 1 #III =
1
E(Q) = <(273/16,
3335/64)> x <(21021/625, 2956181/15625)>
R =
58.0412585782
0 integral points
E_-02251: r = 1 t = 1 #III =
1
E(Q) = <(745/4,
20331/8)>
R = 6.1073101918
0 integral points
E_-02250: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02249: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02248: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02247: r = 1 t = 1 #III =
1
E(Q) = <(16, 43)>
R = 2.7731736206
2 integral points
1. (16, 43) = 1 * (16,
43)
2. (16, -43) = -(16,
43)
E_-02246: r = 2 t = 1 #III =
1
E(Q) = <(1089/4, 35935/8)> x
<(1863/121, 49871/1331)>
R = 48.2204662211
0 integral points
E_-02245: r = 1 t = 1 #III =
1
E(Q) = <(2261/169,
26876/2197)>
R = 8.2630054135
0 integral points
E_-02244: r = 1 t = 1 #III =
1
E(Q) = <(730/9,
19682/27)>
R = 5.9986651846
0 integral points
E_-02243: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02242: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02241: r = 1 t = 1 #III =
1
E(Q) =
<(18436150513/251095716, 2496160148492969/3978862715736)>
R = 23.7465272473
0 integral points
E_-02240: r = 1 t = 1 #III =
1
E(Q) = <(44, 288)>
R = 2.0286323255
2 integral points
1. (44, 288) = 1 * (44,
288)
2. (44, -288) = -(44,
288)
E_-02239: r = 1 t = 1 #III =
1
E(Q) = <(536/25,
10909/125)>
R = 6.1777380633
0 integral points
E_-02238: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02237: r = 2 t = 1 #III =
1
E(Q) = <(57/4, 205/8)> x
<(27009/1600, 3246527/64000)>
R = 48.0089107426
0 integral points
E_-02236: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02235: r = 2 t = 1 #III =
9
E(Q) = <(19, 68)> x
<(31, 166)>
R = 12.3067845310
4 integral points
1. (19, 68) = 1 * (19,
68)
2. (19, -68) = -(19,
68)
3. (31, 166) = 1 * (31,
166)
4. (31, -166) = -(31,
166)
E_-02234: r = 1 t = 1 #III =
1
E(Q) = <(21845433/1507984,
52577135149/1851804352)>
R = 17.4029222472
0 integral points
E_-02233: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02232: r = 1 t = 1 #III =
1
E(Q) = <(18, 60)>
R = 1.8809865596
2 integral points
1. (18, 60) = 1 * (18,
60)
2. (18, -60) = -(18,
60)
E_-02231: r = 1 t = 1 #III =
1
E(Q) = <(98, 969)>
R = 3.6552776577
2 integral points
1. (98, 969) = 1 * (98,
969)
2. (98, -969) = -(98,
969)
E_-02230: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02229: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02228: r = 2 t = 1 #III =
1
E(Q) = <(54, 394)> x
<(57453/2401, 12601793/117649)>
R = 37.0518745268
2 integral points
1. (54, 394) = 1 * (54,
394)
2. (54, -394) = -(54,
394)
E_-02227: r = 2 t = 1 #III =
1
E(Q) = <(3011/25,
165116/125)> x <(25943/1681, 2623390/68921)>
R =
75.6694948407
0 integral points
E_-02226: r = 1 t = 1 #III =
1
E(Q) =
<(3283772752562857/233641863481104,
83777623677909025274773/3571297190677166064192)>
R = 36.2438655925
0 integral points
E_-02225: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02224: r = 2 t = 1 #III =
1
E(Q) = <(20, 76)> x
<(52, 372)>
R = 3.9456671099
6 integral points
1. (20, 76) = 1 * (20, 76)
2. (20, -76) = -(20,
76)
3. (124, 1380) = 1 * (20, 76)
- 1 * (52, 372)
4. (124, -1380) = -(124,
1380)
5. (52, 372) = 1 * (52,
372)
6. (52, -372) = -(52,
372)
E_-02223: r = 1 t = 1 #III =
1
E(Q) = <(43, 278)>
R = 3.9448554000
2 integral points
1. (43, 278) = 1 * (43,
278)
2. (43, -278) = -(43,
278)
E_-02222: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02221: r = 2 t = 1 #III =
1
E(Q) = <(881/16,
25975/64)> x <(120065/3136, 40771457/175616)>
R = 81.5313882091
0 integral points
E_-02220: r = 1 t = 1 #III =
1
E(Q) =
<(2071263871058629/100463475783609,
81455440784802560471303/1006960185910053197523)>
R = 35.6346082837
0 integral points
E_-02219: r = 3 t = 1 #III =
1
E(Q) = <(15, 34)> x
<(345/4, 6397/8)> x <(36513/4, 6977041/8)>
R = 156.3140899323
2 integral points
1. (15, 34) = 1 * (15,
34)
2. (15, -34) = -(15,
34)
E_-02218: r = 1 t = 1 #III =
1
E(Q) = <(2843/49,
150725/343)>
R = 8.0895585520
0 integral points
E_-02217: r = 1 t = 1 #III =
1
E(Q) =
<(193276809481/2128899600, 84844817213942629/98227427544000)>
R = 26.0753635776
0 integral points
E_-02216: r = 1 t = 1 #III =
1
E(Q) = <(5241/361,
199265/6859)>
R = 9.0655878758
0 integral points
E_-02215: r = 1 t = 1 #III =
1
E(Q) = <(14, 23)>
R = 2.6940470115
2 integral points
1. (14, 23) = 1 * (14,
23)
2. (14, -23) = -(14, 23)
E_-02214: r = 1 t = 1 #III =
1
E(Q) = <(327,
5913)>
R = 4.1665467502
2 integral points
1. (327, 5913) = 1 * (327,
5913)
2. (327, -5913) = -(327,
5913)
E_-02213: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02212: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02211: r = 1 t = 1 #III =
1
E(Q) = <(870145/49284,
627822559/10941048)>
R = 14.0986167622
0 integral points
E_-02210: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02209: r = 2 t = 1 #III =
1
E(Q) = <(17, 52)> x
<(2213/169, 13246/2197)>
R = 25.2258341233
2 integral points
1. (17, 52) = 1 * (17,
52)
2. (17, -52) = -(17,
52)
E_-02208: r = 1 t = 1 #III =
1
E(Q) = <(336524113/4678569,
6155056801655/10119744747)>
R = 19.7448224661
0 integral points
E_-02207: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02206: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02205: r = 1 t = 1 #III =
1
E(Q) = <(21, 84)>
R = 1.3756578604
2 integral points
1. (21, 84) = 1 * (21,
84)
2. (21, -84) = -(21, 84)
E_-02204: r = 1 t = 1 #III =
1
E(Q) = <(80, 714)>
R = 3.0080577902
2 integral points
1. (80, 714) = 1 * (80,
714)
2. (80, -714) = -(80,
714)
E_-02203: r = 1 t = 1 #III
= 1
E(Q) =
<(35125399120651/191883422025,
208139209801523003476/84053573600941125)>
R = 31.2336162683
0 integral points
E_-02202: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02201: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02200: r = 2 t = 1 #III =
1
E(Q) = <(26, 124)> x
<(2201/169, 6599/2197)>
R = 22.6342910155
2 integral points
1. (26, 124) = 1 * (26,
124)
2. (26, -124) = -(26,
124)
E_-02199: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02198: r = 3 t = 1 #III =
1
E(Q) = <(39, 239)> x
<(2487/121, 107185/1331)> x <(1738503/19321,
2288795657/2685619)>
R = 229.4470964205
2 integral points
1. (39, 239) = 1 * (39,
239)
2. (39, -239) = -(39,
239)
E_-02197: r = 0 t = 2 #III =
1
E(Q) = <(13, 0)>
R = 1.0000000000
1 integral point
1. (13, 0) = (13, 0)
E_-02196: r = 2 t = 1 #III =
1
E(Q) = <(13, 1)> x
<(1294/25, 46178/125)>
R = 20.3810175398
2 integral points
1. (13, 1) = 1 * (13,
1)
2. (13, -1) = -(13, 1)
E_-02195: r = 1 t = 1 #III =
1
E(Q) = <(731,
19764)>
R = 6.0560406809
2 integral points
1. (731, 19764) = 1 * (731,
19764)
2. (731, -19764) = -(731,
19764)
E_-02194: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02193: r = 2 t = 1 #III =
1
E(Q) = <(13, 2)> x
<(219075322093/14354196481, 63469086822115238/1719761926192129)>
R = 82.6927249477
2 integral points
1. (13, 2) = 1 * (13,
2)
2. (13, -2) = -(13, 2)
E_-02192: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02191: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02190: r = 1 t = 1 #III =
1
E(Q) =
<(597545553362959/18334744684281,
14137257465074640206233/78507708276324972429)>
R = 34.2625552418
0 integral points
E_-02189: r = 1 t = 1 #III =
1
E(Q) = <(130562425/9753129,
441349446898/30459021867)>
R = 19.2227090025
0 integral points
E_-02188: r = 3 t = 1 #III =
1
E(Q) = <(13, 3)> x
<(29, 149)> x <(53, 383)>
R = 30.8151009281
10 integral points
1. (13, 3) = 1 * (13,
3)
2. (13, -3) = -(13, 3)
3. (29, 149) = 1 * (29,
149)
4. (29, -149) = -(29,
149)
5. (53, 383) = 1 * (53,
383)
6. (53, -383) = -(53,
383)
7. (22549, 3386031) = 1 *
(13, 3) - 1 * (29, 149) - 1 * (53, 383)
8. (22549, -3386031) = -(22549,
3386031)
9. (2917, 157545) = -1 * (13,
3) - 1 * (29, 149) - 1 * (53, 383)
10. (2917, -157545) = -(2917,
157545)
E_-02187: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02186: r = 2 t = 1 #III =
1
E(Q) = <(139/9, 1045/27)>
x <(1097/64, 27333/512)>
R = 31.3177954381
2 integral points
1. (2915, 157383) = 1 *
(139/9, 1045/27) - 1 * (1097/64, 27333/512)
2. (2915, -157383) = -(2915,
157383)
E_-02185: r = 2 t = 1 #III =
1
E(Q) = <(1289/4,
46277/8)> x <(19929529/1028196, 74435524723/1042590744)>
R = 116.4361566287
0 integral points
E_-02184: r = 2 t = 1 #III =
1
E(Q) = <(22, 92)> x <(45250/3249,
4212928/185193)>
R = 28.7923939564
2 integral points
1. (22, 92) = 1 * (22,
92)
2. (22, -92) = -(22,
92)
E_-02183: r = 1 t = 1 #III =
1
E(Q) = <(127/9, 676/27)>
R = 5.3556730570
0 integral points
E_-02182: r = 1 t = 1 #III =
1
E(Q) =
<(13473966359/241336225, 1554187227021727/3749158255375)>
R = 23.4654819435
0 integral points
E_-02181: r = 3 t = 1 #III
= 1
E(Q) = <(13, 4)> x
<(169/4, 2165/8)> x <(47125/2601, 8141012/132651)>
R = 179.3973331372
2 integral points
1. (13, 4) = 1 * (13,
4)
2. (13, -4) = -(13, 4)
E_-02180: r = 1 t = 1 #III =
1
E(Q) = <(3021/49,
165271/343)>
R = 8.1416173448
0 integral points
E_-02179: r = 1 t = 1 #III =
1
E(Q) = <(727,
19602)>
R = 6.0505870734
2 integral points
1. (727, 19602) = 1 * (727,
19602)
2. (727, -19602) = -(727,
19602)
E_-02178: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02177: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02176: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02175: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02174: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02173: r = 1 t = 1 #III =
1
E(Q) = <(982825841/49000000,
26338299786889/343000000000)>
R = 21.0804842860
0 integral points
E_-02172: r = 2 t = 1 #III =
1
E(Q) = <(13, 5)> x
<(577/4, 13855/8)>
R = 19.7960237647
2 integral points
1. (13, 5) = 1 * (13,
5)
2. (13, -5) = -(13, 5)
E_-02171: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02170: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02169: r = 2 t = 1 #III =
1
E(Q) = <(25, 116)> x
<(178273/6724, 70755569/551368)>
R = 40.5014091224
2 integral points
1. (25, 116) = 1 * (25,
116)
2. (25, -116) = -(25,
116)
E_-02168: r = 2 t = 1 #III =
1
E(Q) = <(14, 24)> x <(641/49,
2883/343)>
R = 11.3875999813
4 integral points
1. (14, 24) = 1 * (14,
24)
2. (14, -24) = -(14,
24)
3. (1218, 42508) = -1 * (14,
24) + 1 * (641/49, 2883/343)
4. (1218, -42508) = -(1218, 42508)
E_-02167: r = 1 t = 1 #III =
1
E(Q) = <(23, 100)>
R = 3.4656448084
2 integral points
1. (23, 100) = 1 * (23,
100)
2. (23, -100) = -(23,
100)
E_-02166: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02165: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02164: r = 1 t = 1 #III =
1
E(Q) =
<(3460501550/16982641, 203541525204766/69985463561)>
R = 21.3105393264
0 integral points
E_-02163: r = 2 t = 1 #III =
1
E(Q) = <(1873/144,
10585/1728)> x <(112387/4761, 34440020/328509)>
R = 83.1712444678
0 integral points
E_-02162: r = 1 t = 1 #III =
1
E(Q) = <(8091/625,
42889/15625)>
R = 9.5472785970
0 integral points
E_-02161: r = 2 t = 1 #III =
1
E(Q) = <(13, 6)> x
<(124865/7921, 29543648/704969)>
R = 28.7610151161
2 integral points
1. (13, 6) = 1 * (13,
6)
2. (13, -6) = -(13, 6)
E_-02160: r = 1 t = 1 #III =
1
E(Q) = <(24, 108)>
R = 0.4609201050
6 integral points
1. (24, 108) = 1 * (24,
108)
2. (24, -108) = -(24,
108)
3. (16, 44) = -2 * (24,
108)
4. (16, -44) = -(16,
44)
5. (321, 5751) = -3 * (24,
108)
6. (321, -5751) = -(321,
5751)
E_-02159: r = 1 t = 1 #III =
1
E(Q) = <(7631/49,
666420/343)>
R = 8.4416372241
0 integral points
E_-02158: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02157: r = 2 t = 1 #III =
1
E(Q) = <(13393/676,
1317575/17576)> x <(2037361/40000, 2884217609/8000000)>
R = 131.6254745248
0 integral points
E_-02156: r = 1 t = 1 #III =
1
E(Q) = <(30937/2304,
1800163/110592)>
R = 10.8713941466
0 integral points
E_-02155: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02154: r = 1 t = 1 #III =
1
E(Q) = <(3115/81,
170531/729)>
R = 8.2465372529
0 integral points
E_-02153: r = 1 t = 1 #III =
1
E(Q) = <(2829/25,
150358/125)>
R = 8.0176748605
0 integral points
E_-02152: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02151: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02150: r = 1 t = 1 #III =
1
E(Q) = <(15, 35)>
R =
2.1182700943
2 integral points
1. (15, 35) = 1 * (15,
35)
2. (15, -35) = -(15,
35)
E_-02149: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02148: r = 2 t = 1 #III =
1
E(Q) = <(13, 7)> x
<(1066/49, 30962/343)>
R = 20.4778464902
2 integral points
1. (13, 7) = 1 * (13,
7)
2. (13, -7) = -(13, 7)
E_-02147: r = 1 t = 1 #III =
1
E(Q) = <(57283/441,
13703320/9261)>
R = 11.0167189777
0 integral points
E_-02146: r = 1 t = 1 #III =
1
E(Q) = <(183569/484,
78648505/10648)>
R = 12.1412567595
0 integral points
E_-02145: r = 1 t = 1 #III =
4
E(Q) = <(1241881/86436,
728091811/25412184)>
R = 14.5332671544
0 integral points
E_-02144: r = 1 t = 1 #III =
1
E(Q) = <(767528961/9193024,
21224658786305/27873248768)>
R = 20.5532312992
0 integral points
E_-02143: r = 1 t = 1 #III =
1
E(Q) = <(32, 175)>
R = 3.2448747763
2 integral points
1. (32, 175) = 1 * (32,
175)
2. (32, -175) = -(32,
175)
E_-02142: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02141: r = 2 t = 1 #III =
1
E(Q) = <(65, 522)> x
<(205/9, 2656/27)>
R = 19.9301677875
2 integral points
1. (65, 522) = 1 * (65, 522)
2. (65, -522) = -(65,
522)
E_-02140: r = 1 t = 1 #III =
1
E(Q) = <(7804/81,
688582/729)>
R = 8.1201654445
0 integral points
E_-02139: r = 1 t = 1 #III =
1
E(Q) = <(2118355/91809,
2801910788/27818127)>
R = 14.8940136712
0 integral points
E_-02138: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02137: r = 1 t = 1 #III =
1
E(Q) = <(3293/121,
178670/1331)>
R = 8.3805507477
0 integral points
E_-02136: r = 1 t = 1 #III =
1
E(Q) = <(730/9,
19684/27)>
R = 5.9970696267
0 integral points
E_-02135: r = 2 t = 1 #III
= 1
E(Q) = <(36, 211)> x
<(354/25, 3317/125)>
R = 19.6056901106
2 integral points
1. (36, 211) = 1 * (36,
211)
2. (36, -211) = -(36,
211)
E_-02134: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02133: r = 2 t = 1 #III =
1
E(Q) = <(13, 8)> x
<(73, 622)>
R = 11.9606747947
4 integral points
1. (13, 8) = 1 * (13,
8)
2. (13, -8) = -(13, 8)
3. (73, 622) = 1 * (73,
622)
4. (73, -622) = -(73,
622)
E_-02132: r = 2 t = 1 #III =
1
E(Q) = <(62, 486)> x
<(113/4, 1143/8)>
R = 11.3784169625
2 integral points
1. (62, 486) = 1 * (62,
486)
2. (62, -486) = -(62,
486)
E_-02131: r = 1 t = 1 #III =
1
E(Q) = <(182834467/13816089,
701312394068/51354402813)>
R = 19.5606010022
0 integral points
E_-02130: r = 0 t = 1 #III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02129: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02128: r = 1 t = 1 #III =
1
E(Q) = <(71297/3481,
16512455/205379)>
R = 11.5397735842
0 integral points
E_-02127: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02126: r = 1 t = 1 #III =
1
E(Q) = <(2931127746463/16589182401,
5017280837164198039/2136670104066399)>
R = 28.7511170650
0 integral points
E_-02125: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02124: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02123: r = 1 t = 1 #III =
1
E(Q) = <(713/4,
19035/8)>
R = 6.0644724882
0 integral points
E_-02122: r = 2 t = 1 #III =
1
E(Q) = <(841/36,
22267/216)> x <(1032635419/77845329,
10005775108651/686829337767)>
R = 129.3498608706
0 integral points
E_-02121: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02120: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02119: r = 2 t = 1 #III =
1
E(Q) = <(14, 25)> x
<(1232, 43243)>
R = 17.8395525771
4 integral points
1. (14, 25) = 1 * (14,
25)
2. (14, -25) = -(14,
25)
3. (1232, 43243) = 1 * (1232,
43243)
4. (1232, -43243) = -(1232,
43243)
E_-02118: r = 1 t = 1 #III =
1
E(Q) = <(224953/10404,
94859245/1061208)>
R = 12.6706743906
0 integral points
E_-02117: r = 1 t = 1 #III =
1
E(Q) =
<(7773781916896432549561/161953315529222240100,
678815171068294979478679134380941/2061032143697115643777506399000)>
R = 50.5674477921
0 integral points
E_-02116: r = 1 t = 1 #III =
1
E(Q) = <(13, 9)>
R = 2.5591913322
2 integral points
1. (13, 9) = 1 * (13,
9)
2. (13, -9) = -(13, 9)
E_-02115: r = 1 t = 1 #III =
1
E(Q) =
<(5150791249/374887044, 158812454340217/7258562945928)>
R = 22.8809949778
0 integral points
E_-02114: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02113: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02112: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02111: r = 1 t = 1 #III =
1
E(Q) = <(18, 61)>
R = 2.8375975814
2 integral points
1. (18, 61) = 1 * (18,
61)
2. (18, -61) = -(18,
61)
E_-02110: r = 1 t = 1 #III =
1
E(Q) = <(154991/5929,
57301441/456533)>
R = 12.2417833622
0 integral points
E_-02109: r = 1 t = 1 #III =
1
E(Q) =
<(4436111035807321/242364274210809,
239319101483192309188510/3773139866220407684877)>
R = 36.4316829153
0 integral points
E_-02108: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02107: r = 1 t = 1 #III =
1
E(Q) = <(2167/169,
2430/2197)>
R = 7.6810096841
0 integral points
E_-02106: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02105: r = 2 t = 1 #III =
1
E(Q) = <(101, 1014)> x
<(6081/169, 463364/2197)>
R = 36.8970492365
2 integral points
1. (101, 1014) = 1 * (101,
1014)
2. (101, -1014) = -(101,
1014)
E_-02104: r = 2 t = 1 #III =
1
E(Q) = <(17, 53)> x
<(302, 5248)>
R = 15.2437978296
4 integral points
1. (17, 53) = 1 * (17,
53)
2. (17, -53) = -(17,
53)
3. (302, 5248) = 1 * (302,
5248)
4. (302, -5248) = -(302,
5248)
E_-02103: r = 1 t = 1 #III =
1
E(Q) = <(713314/225,
602450137/3375)>
R = 13.0180643101
0 integral points
E_-02102: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02101: r = 1 t = 1 #III =
1
E(Q) = <(158830407224637185/41559115716496,
63299527160853210601753217/267916491506128907456)>
R = 39.6086744925
0 integral points
E_-02100: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02099: r = 2 t = 1 #III =
1
E(Q) = <(657/16,
16583/64)> x <(2355/121, 96656/1331)>
R = 53.7902865148
0 integral points
E_-02098: r = 2 t = 1 #III =
1
E(Q) = <(19, 69)> x
<(1739/121, 39271/1331)>
R = 21.8710919949
2 integral points
1. (19, 69) = 1 * (19,
69)
2. (19, -69) = -(19,
69)
E_-02097: r = 1 t = 1 #III =
1
E(Q) = <(13, 10)>
R = 3.1071216999
2 integral points
1. (13, 10) = 1 * (13,
10)
2. (13, -10) = -(13,
10)
E_-02096: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02095: r = 1 t = 1 #III =
1
E(Q) = <(31106/25,
5486129/125)>
R = 9.8893825344
0 integral points
E_-02094: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02093: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02092: r = 2 t = 1 #III =
1
E(Q) = <(173, 2275)> x
<(341/25, 2639/125)>
R = 32.2158254195
2 integral points
1. (173, 2275) = 1 * (173,
2275)
2. (173, -2275) = -(173,
2275)
E_-02091: r = 2 t = 1 #III =
1
E(Q) = <(679/9,
17650/27)> x <(553/36, 8459/216)>
R = 44.5863042975
0 integral points
E_-02090: r = 1 t = 1 #III =
1
E(Q) = <(201331/7569,
85173391/658503)>
R = 12.4978153829
0 integral points
E_-02089: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02088: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02087: r = 1 t = 1 #III =
1
E(Q) = <(2244/49,
105139/343)>
R = 7.4231554277
0 integral points
E_-02086: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02085: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02084: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02083: r = 2 t = 1 #III =
1
E(Q) = <(611/25,
13984/125)> x <(42523/3249, 2334700/185193)>
R = 71.7231486270
0 integral points
E_-02082: r = 1 t = 1 #III =
1
E(Q) =
<(1195322977/40220964, 39653568060625/255081353688)>
R = 21.1581420768
0 integral points
E_-02081: r = 1 t = 1 #III =
9
E(Q) = <(33, 184)>
R = 3.7285780488
2 integral points
1. (33, 184) = 1 * (33,
184)
2. (33, -184) = -(33, 184)
E_-02080: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02079: r = 1 t = 1 #III =
1
E(Q) = <(15, 36)>
R = 1.7217469491
2 integral points
1. (15, 36) = 1 * (15,
36)
2. (15, -36) = -(15,
36)
E_-02078: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02077: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02076: r = 1 t = 1 #III =
1
E(Q) = <(13, 11)>
R = 3.1055896230
2 integral points
1. (13, 11) = 1 * (13,
11)
2. (13, -11) = -(13,
11)
E_-02075: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02074: r = 1 t = 1 #III =
1
E(Q) =
<(6295704131/176491225, 487989668506471/2344685924125)>
R = 22.7782744955
0 integral points
E_-02073: r = 1 t = 1 #III =
1
E(Q) =
<(2694616539238297/78462853021476,
136250266774727668524515/695018145813110818776)>
R = 35.7531297349
0 integral points
E_-02072: r = 1 t = 1 #III =
1
E(Q) = <(774/25,
20768/125)>
R = 6.2047274267
0 integral points
E_-02071: r = 3 t = 1 #III =
1
E(Q) = <(16, 45)> x
<(28, 141)> x <(35, 202)>
R = 15.5219078811
12 integral points
1. (16, 45) = 1 * (16,
45)
2. (16, -45) = -(16,
45)
3. (28, 141) = 1 * (28,
141)
4. (28, -141) = -(28,
141)
5. (20, 77) = -1 * (16, 45) -
1 * (28, 141)
6. (20, -77) = -(20,
77)
7. (2338, 113049) = 1 * (28, 141) - 1
* (35, 202)
8. (2338, -113049) = -(2338,
113049)
9. (118, 1281) = 1 * (16, 45)
- 1 * (35, 202)
10. (118, -1281) = -(118,
1281)
11. (35, 202) = 1 * (35,
202)
12. (35, -202) = -(35, 202)
E_-02070: r = 1 t = 1 #III =
1
E(Q) = <(1599/121,
20523/1331)>
R = 7.1774908551
0 integral points
E_-02069: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02068: r = 2 t = 1 #III =
1
E(Q) = <(14, 26)> x
<(183406393/11009124, 1846630417645/36528273432)>
R = 47.5960463026
2 integral points
1. (14, 26) = 1 * (14,
26)
2. (14, -26) = -(14, 26)
E_-02067: r = 1 t = 1 #III =
1
E(Q) =
<(1957855273/78747876, 80594417162485/698808651624)>
R = 21.6977870422
0 integral points
E_-02066: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-02065: r = 1 t = 1 #III =
1
E(Q) = <(14273281/36,
53924449951/216)>
R = 16.4739196393
0 integral points
E_-02064: r = 1 t = 1 #III =
1
E(Q) = <(38495665/1022121,
234186517439/1033364331)>
R = 17.6699119741
0 integral points
E_-02063: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02062: r = 2 t = 1 #III =
1
E(Q) = <(47, 319)> x <(73/4,
507/8)>
R = 16.5072957360
2 integral points
1. (47, 319) = 1 * (47,
319)
2. (47, -319) = -(47,
319)
E_-02061: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02060: r = 1 t = 1 #III =
1
E(Q) = <(221149/1089,
103985803/35937)>
R = 12.3450954349
0 integral points
E_-02059: r = 1 t = 1 #III =
1
E(Q) = <(20776057/427716,
93844347373/279726264)>
R = 17.0083943377
0 integral points
E_-02058: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02057: r = 1 t = 1 #III =
1
E(Q) = <(429/25,
6842/125)>
R = 4.8867214612
0 integral points
E_-02056: r = 1 t = 1 #III =
1
E(Q) = <(914/49,
22840/343)>
R = 6.5180096754
0 integral points
E_-02055: r = 2 t = 1 #III =
1
E(Q) = <(34, 193)> x <(76,
661)>
R = 12.9450186584
4 integral points
1. (34, 193) = 1 * (34,
193)
2. (34, -193) = -(34,
193)
3. (76, 661) = 1 * (76,
661)
4. (76, -661) = -(76,
661)
E_-02054: r = 1 t = 1 #III =
9
E(Q) = <(105/4,
1013/8)>
R = 4.9410663987
0 integral points
E_-02053: r = 2 t = 1 #III =
1
E(Q) = <(13, 12)> x
<(71329/1936, 18655089/85184)>
R = 27.4448352968
2 integral points
1. (13, 12) = 1 * (13,
12)
2. (13, -12) = -(13,
12)
E_-02052: r = 1 t = 1 #III =
1
E(Q) = <(277/9,
4445/27)>
R = 5.8709470782
0 integral points
E_-02051: r = 1 t = 1 #III =
1
E(Q) = <(1070225/77284,
528268761/21484952)>
R = 13.8447002575
0 integral points
E_-02050: r = 1 t = 1 #III =
1
E(Q) = <(8851/9,
832699/27)>
R = 9.0962297709
0 integral points
E_-02049: r = 2 t = 1 #III =
1
E(Q) = <(49, 340)> x
<(916630345/6780816, 27740299902139/17657244864)>
R = 81.2290210108
2 integral points
1. (49, 340) = 1 * (49,
340)
2. (49, -340) = -(49,
340)
E_-02048: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02047: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02046: r = 1 t = 1
#III = 1
E(Q) = <(937135/19881,
898295617/2803221)>
R = 13.9140636893
0 integral points
E_-02045: r = 1 t = 1 #III =
1
E(Q) = <(1515889/106929,
991545058/34965783)>
R = 14.7315547582
0 integral points
E_-02044: r = 1 t = 1 #III =
1
E(Q) = <(64, 510)>
R = 2.8064303153
2 integral points
1. (64, 510) = 1 * (64,
510)
2. (64, -510) = -(64,
510)
E_-02043: r = 2 t = 1 #III =
1
E(Q) = <(63, 498)> x
<(99, 984)>
R = 10.9541417503
4 integral points
1. (63, 498) = 1 * (63,
498)
2. (63, -498) = -(63,
498)
3. (99, 984) = 1 * (99,
984)
4. (99, -984) = -(99,
984)
E_-02042: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02041: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02040: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02039: r = 1 t = 1 #III =
1
E(Q) = <(279,
4660)>
R = 5.6591523544
2 integral points
1. (279, 4660) = 1 * (279,
4660)
2. (279, -4660) = -(279,
4660)
E_-02038: r = 1 t = 1 #III =
1
E(Q) =
<(434654706826906650539767/4082123542368386236401,
286318676527254355283910299955632905/260812988963489496502287652214601)>
R = 54.5018630057
0 integral points
E_-02037: r = 1 t = 1 #III =
1
E(Q) = <(834121/65025,
142440794/16581375)>
R = 14.1779840344
0 integral points
E_-02036: r = 3 t = 1 #III =
1
E(Q) = <(30, 158)> x
<(21, 85)> x <(177/4, 2327/8)>
R = 48.6519033411
8 integral points
1. (678, 17654) = -1 * (30,
158) + 1 * (21, 85)
2. (678, -17654) = -(678,
17654)
3. (30, 158) = 1 * (30,
158)
4. (30, -158) = -(30,
158)
5. (21, 85) = 1 * (21,
85)
6. (21, -85) = -(21,
85)
7. (918, 27814) = 1 * (30,
158) - 1 * (177/4, 2327/8)
8. (918, -27814) = -(918,
27814)
E_-02035: r = 1 t = 1 #III =
1
E(Q) = <(64771/2601,
15359824/132651)>
R = 11.3793670991
0 integral points
E_-02034: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02033: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02032: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02031: r = 1 t = 1 #III =
1
E(Q) = <(3137950/159201,
4764827213/63521199)>
R = 14.8698038088
0 integral points
E_-02030: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02029: r = 1 t = 1 #III =
1
E(Q) = <(2705,
140686)>
R = 7.9057355649
2 integral points
1. (2705, 140686) = 1 *
(2705, 140686)
2. (2705, -140686) = -(2705,
140686)
E_-02028: r = 2 t = 1 #III =
1
E(Q) = <(13, 13)> x
<(481/4, 10543/8)>
R = 6.2309043171
2 integral points
1. (13, 13) = 1 * (13,
13)
2. (13, -13) = -(13,
13)
E_-02027: r = 2 t = 1 #III =
1
E(Q) = <(1563/121,
15080/1331)> x <(2703, 140530)>
R = 60.6440908691
2 integral points
1. (2703, 140530) = 1 *
(2703, 140530)
2. (2703, -140530) = -(2703,
140530)
E_-02026: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02025: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02024: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02023: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02022: r = 2 t = 1 #III =
1
E(Q) = <(193/4, 2657/8)>
x <(589515409/15382084, 14053975364729/60328533448)>
R = 88.3003513097
0 integral points
E_-02021: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02020: r = 1 t = 1 #III =
1
E(Q) = <(674,
17498)>
R = 5.8316169405
2 integral points
1. (674, 17498) = 1 * (674,
17498)
2. (674, -17498) = -(674,
17498)
E_-02019: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02018: r = 1 t = 1 #III =
1
E(Q) = <(10677537/163216,
34764487375/65939264)>
R = 16.3016132040
0 integral points
E_-02017: r = 2 t = 1 #III =
1
E(Q) = <(877/49,
20910/343)> x <(1873, 81060)>
R = 38.4895012680
2 integral points
1. (1873, 81060) = 1 * (1873,
81060)
2. (1873, -81060) = -(1873,
81060)
E_-02016: r = 1 t = 1 #III =
1
E(Q) = <(57/4,
237/8)>
R = 3.8064339938
0 integral points
E_-02015: r = 1 t = 1 #III =
1
E(Q) = <(14, 27)>
R = 2.1309732594
2 integral points
1. (14, 27) = 1 * (14,
27)
2. (14, -27) = -(14,
27)
E_-02014: r = 2 t = 1 #III =
1
E(Q) = <(377/16,
6733/64)> x <(8270345/13924, 23783915483/1643032)>
R = 97.8762775380
0 integral points
E_-02013: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02012: r = 1 t = 1 #III =
1
E(Q) = <(174421/11025,
51088969/1157625)>
R = 12.5216766179
0 integral points
E_-02011: r = 2 t = 1 #III =
1
E(Q) = <(713/16,
18821/64)> x <(54295/9, 12651434/27)>
R = 68.7620664717
0 integral points
E_-02010: r = 1 t = 1 #III =
1
E(Q) =
<(820298639027252491/48403801234632321,
569230469977819000188216869/10649254432057976608621119)>
R = 41.6741121288
0 integral points
E_-02009: r = 1 t = 1 #III =
1
E(Q) = <(57, 428)>
R = 4.1779579643
2 integral points
1. (57, 428) = 1 * (57,
428)
2. (57, -428) = -(57,
428)
E_-02008: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02007: r = 1 t = 1 #III =
1
E(Q) = <(1972,
87571)>
R = 7.1286393529
2 integral points
1. (1972, 87571) = 1 * (1972,
87571)
2. (1972, -87571) = -(1972,
87571)
E_-02006: r = 2 t = 1 #III =
1
E(Q) = <(15, 37)> x
<(137/4, 1563/8)>
R = 14.5982092554
2 integral points
1. (15, 37) = 1 * (15,
37)
2. (15, -37) = -(15,
37)
E_-02005: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02004: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-02003: r = 1 t = 1 #III =
1
E(Q) = <(109188251622046695151/4254079811145305625,
1071235577654781939335878534774/8774218600895246790296671875)>
R = 46.4305303286
0 integral points
E_-02002: r = 1 t = 1 #III =
1
E(Q) = <(2113211/34225,
3058859959/6331625)>
R = 14.6882734875
0 integral points
E_-02001: r = 3 t = 1 #III =
1
E(Q) = <(13, 14)> x
<(265/16, 3227/64)> x <(167665/1764, 68573609/74088)>
R = 197.7625148618
2 integral points
1. (13, 14) = 1 * (13, 14)
2. (13, -14) = -(13,
14)
E_-02000: r = 1 t = 1 #III =
1
E(Q) = <(105,
1075)>
R = 3.1181079239
2 integral points
1. (105, 1075) = 1 * (105,
1075)
2. (105, -1075) = -(105,
1075)
E_-01999: r = 3 t = 1 #III =
1
E(Q) = <(22, 93)> x
<(40, 249)> x <(100, 999)>
R = 20.1849843537
12 integral points
1. (299, 5170) = 1 * (22, 93)
- 1 * (40, 249)
2. (299, -5170) = -(299,
5170)
3. (22, 93) = 1 * (22, 93)
4. (22, -93) = -(22,
93)
5. (40, 249) = 1 * (40,
249)
6. (40, -249) = -(40,
249)
7. (74, 635) = 1 * (22, 93) -
1 * (100, 999)
8. (74, -635) = -(74,
635)
9. (100, 999) = 1 * (100, 999)
10. (100, -999) = -(100,
999)
11. (562, 13323) = -1 * (22,
93) + 1 * (40, 249) + 1 * (100, 999)
12. (562, -13323) = -(562,
13323)
E_-01998: r = 1 t = 1 #III =
1
E(Q) = <(216127/441,
100475425/9261)>
R = 12.2994250804
0 integral points
E_-01997: r = 2 t = 1 #III =
1
E(Q) = <(17, 54)> x
<(15881/256, 1992933/4096)>
R = 24.4197890315
2 integral points
1. (17, 54) = 1 * (17,
54)
2. (17, -54) = -(17,
54)
E_-01996: r = 1 t = 1 #III =
1
E(Q) =
<(23883711013/572118561, 3640088253585239/13684503860559)>
R = 24.0789960443
0 integral points
E_-01995: r = 1 t = 1 #III =
1
E(Q) =
<(6266588281/47444544, 495859524760781/326798019072)>
R = 22.6170069098
0 integral points
E_-01994: r = 2 t = 1 #III =
1
E(Q) = <(27, 133)> x
<(1968378067/120362841, 64416790110617/1320500728611)>
R = 76.9887663373
2 integral points
1. (27, 133) = 1 * (27,
133)
2. (27, -133) = -(27,
133)
E_-01993: r = 1 t = 1 #III =
1
E(Q) =
<(173136128761/10893096900, 51125893946506259/1136912523453000)>
R = 26.3267024480
0 integral points
E_-01992: r = 1 t = 1 #III =
1
E(Q) = <(9217/729,
106165/19683)>
R = 9.6758832156
0 integral points
E_-01991: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01990: r = 2 t = 1 #III =
1
E(Q) = <(271, 4461)> x
<(15529/256, 1926507/4096)>
R = 46.2195442584
2 integral points
1. (271, 4461) = 1 * (271,
4461)
2. (271, -4461) = -(271,
4461)
E_-01989: r = 1 t = 1 #III =
1
E(Q) = <(96093/5329,
24213756/389017)>
R = 11.1421365527
0 integral points
E_-01988: r = 2 t = 1 #III =
1
E(Q) = <(18, 62)> x
<(249/16, 2701/64)>
R = 14.7464277723
4 integral points
1. (18, 62) = 1 * (18,
62)
2. (18, -62) = -(18,
62)
3. (1794, 75986) = -1 * (18,
62) + 1 * (249/16, 2701/64)
4. (1794, -75986) = -(1794,
75986)
E_-01987: r = 1 t = 1 #III =
1
E(Q) = <(69649/3600,
15657607/216000)>
R = 11.5278938992
0 integral points
E_-01986: r = 2 t = 1 #III =
1
E(Q) = <(5473/16,
404881/64)> x <(508105/6724, 361350331/551368)>
R = 106.1721380139
0 integral points
E_-01985: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01984: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-01983: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01982: r = 1 t = 1 #III =
1
E(Q) =
<(1020977549248288951/77543922997739025,
374302687941149446661629699/21593430972084077859882375)>
R = 41.9951980791
0 integral points
E_-01981: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01980: r = 1 t = 1 #III =
1
E(Q) = <(16, 46)>
R = 2.2942780381
2 integral points
1. (16, 46) = 1 * (16,
46)
2. (16, -46) = -(16,
46)
E_-01979: r = 1 t = 1 #III =
1
E(Q) = <(1001/64, 22005/512)>
R = 6.8142547513
0 integral points
E_-01978: r = 2 t = 1 #III =
1
E(Q) = <(59, 451)> x
<(857/64, 10531/512)>
R = 26.9364828937
2 integral points
1. (59, 451) = 1 * (59,
451)
2. (59, -451) = -(59, 451)
E_-01977: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01976: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01975: r = 1 t = 1 #III =
1
E(Q) = <(65/4,
385/8)>
R = 3.5409357094
0 integral points
E_-01974: r = 1 t = 1 #III =
1
E(Q) = <(163992271/12852225,
468682690069/46075226625)>
R = 19.4568160695
0 integral points
E_-01973: r = 1 t = 1 #III =
1
E(Q) =
<(140013171098281/4997504960100,
1580670285912351944821/11171972313353151000)>
R = 32.8393875804
0 integral points
E_-01972: r = 2 t = 1 #III =
1
E(Q) = <(13, 15)> x
<(38, 230)>
R = 7.9945065534
4 integral points
1. (13, 15) = 1 * (13,
15)
2. (13, -15) = -(13,
15)
3. (38, 230) = 1 * (38,
230)
4. (38, -230) = -(38,
230)
E_-01971: r = 2 t = 1 #III =
1
E(Q) = <(75, 648)> x
<(57/4, 243/8)>
R = 7.9788895982
2 integral points
1. (75, 648) = 1 * (75,
648)
2. (75, -648) = -(75,
648)
E_-01970: r = 0 t = 1
#III = 4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01969: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01968: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01967: r = 1 t = 1 #III =
1
E(Q) = <(163/9,
1702/27)>
R = 5.4923218644
0 integral points
E_-01966: r = 3 t = 1 #III =
1
E(Q) = <(23, 101)> x
<(415/9, 8369/27)> x <(18095, 2434097)>
R = 184.3819688618
4 integral points
1. (23, 101) = 1 * (23,
101)
2. (23, -101) = -(23,
101)
3. (18095, 2434097) = 1 *
(18095, 2434097)
4. (18095, -2434097) = -(18095,
2434097)
E_-01965: r = 1 t = 1 #III =
1
E(Q) = <(622909/15129,
484658612/1860867)>
R = 13.5262199715
0 integral points
E_-01964: r = 2 t = 1 #III =
1
E(Q) = <(165, 2119)> x
<(153/4, 1859/8)>
R = 25.9883085875
2 integral points
1. (165, 2119) = 1 * (165,
2119)
2. (165, -2119) = -(165,
2119)
E_-01963: r = 1 t = 1 #III =
1
E(Q) = <(181801/4900,
76012299/343000)>
R = 11.7648763789
0 integral points
E_-01962: r = 1 t = 1 #III =
1
E(Q) = <(13473/256,
1553295/4096)>
R = 8.9208098599
0 integral points
E_-01961: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01960: r = 2 t = 1 #III =
1
E(Q) = <(14, 28)> x
<(329/25, 2233/125)>
R = 5.7616673242
4 integral points
1. (14, 28) = 1 * (14,
28)
2. (14, -28) = -(14, 28)
3. (2954, 160552) = -1 * (14,
28) + 1 * (329/25, 2233/125)
4. (2954, -160552) = -(2954,
160552)
E_-01959: r = 1 t = 1 #III =
1
E(Q) = <(19, 70)>
R = 3.3256954144
2 integral points
1. (19, 70) = 1 * (19,
70)
2. (19, -70) = -(19,
70)
E_-01958: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01957: r = 1 t = 1 #III =
1
E(Q) =
<(7861539281/628504900, 2577191891321/15756617843000)>
R = 23.3345523022
0 integral points
E_-01956: r = 1 t = 1 #III =
1
E(Q) =
<(18647909737/404733924, 2520917958409397/8142437083032)>
R = 23.8137316383
0 integral points
E_-01955: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01954: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01953: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01952: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01951: r = 3 t = 1 #III =
1
E(Q) = <(26, 125)> x
<(68, 559)> x <(476, 10385)>
R = 55.3773663835
6 integral points
1. (26, 125) = 1 * (26,
125)
2. (26, -125) = -(26,
125)
3. (68, 559) = 1 * (68, 559)
4. (68, -559) = -(68,
559)
5. (476, 10385) = 1 * (476,
10385)
6. (476, -10385) = -(476,
10385)
E_-01950: r = 1 t = 1 #III =
1
E(Q) = <(504841/12996,
352683739/1481544)>
R = 13.3262609495
0 integral points
E_-01949: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01948: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01947: r = 2 t = 1 #III =
1
E(Q) = <(793/36,
20195/216)> x <(10773841/90000, 35343475111/27000000)>
R = 113.6035119932
0 integral points
E_-01946: r = 1 t = 1 #III =
1
E(Q) = <(132267/5329,
44938363/389017)>
R = 12.0900885598
0 integral points
E_-01945: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01944: r = 1 t = 1 #III =
1
E(Q) = <(70, 584)>
R =
3.6643334937
2 integral points
1. (70, 584) = 1 * (70,
584)
2. (70, -584) = -(70,
584)
E_-01943: r = 1 t = 1 #III =
1
E(Q) = <(24, 109)>
R = 3.0227980957
2 integral points
1. (24, 109) = 1 * (24,
109)
2. (24, -109) = -(24,
109)
E_-01942: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01941: r = 2 t = 1 #III =
1
E(Q) = <(13, 16)> x
<(208297/1089, 95052662/35937)>
R = 37.2206818446
2 integral points
1. (13, 16) = 1 * (13,
16)
2. (13, -16) = -(13,
16)
E_-01940: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01939: r = 2 t = 1 #III =
1
E(Q) = <(641/4, 16225/8)>
x <(20507/961, 2627372/29791)>
R = 58.7013650320
0 integral points
E_-01938: r = 1 t = 1 #III =
1
E(Q) = <(577573993/28643904,
12129628334005/153302174208)>
R = 20.5343758908
0 integral points
E_-01937: r = 1 t = 1 #III =
1
E(Q) =
<(13742125201/813960900, 1245218433172199/23222304477000)>
R = 23.7661774838
0 integral points
E_-01936: r = 1 t = 1 #III =
1
E(Q) = <(25, 117)>
R = 2.9646045233
2 integral points
1. (25, 117) = 1 * (25,
117)
2. (25, -117) = -(25,
117)
E_-01935: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01934: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01933: r = 2 t = 1 #III =
1
E(Q) = <(121/9, 602/27)>
x <(13257073/79524, 48259281385/22425768)>
R = 79.6715899343
0 integral points
E_-01932: r = 1 t = 1 #III =
1
E(Q) = <(9506389/2025,
29310509537/91125)>
R = 16.0691063318
0 integral points
E_-01931: r = 1 t = 1 #III =
9
E(Q) = <(15, 38)>
R = 3.1764285324
2 integral points
1. (15, 38) = 1 * (15,
38)
2. (15, -38) = -(15,
38)
E_-01930: r = 1 t = 1 #III =
4
E(Q) = <(2459/49,
121003/343)>
R = 7.9583828462
0 integral points
E_-01929: r = 1 t = 1 #III =
1
E(Q) = <(2329/81,
107740/729)>
R = 8.0115084212
0 integral points
E_-01928: r = 1 t = 1 #III =
1
E(Q) = <(1124082/14161,
1189483240/1685159)>
R = 13.3353004921
0 integral points
E_-01927: r = 1 t = 1 #III =
1
E(Q) = <(209/4,
3001/8)>
R = 5.4872834783
0 integral points
E_-01926: r = 2 t = 1 #III =
1
E(Q) = <(151, 1855)> x
<(203095/2601, 91341593/132651)>
R = 60.9892390510
2 integral points
1. (151, 1855) = 1 * (151,
1855)
2. (151, -1855) = -(151,
1855)
E_-01925: r = 1 t = 1 #III =
1
E(Q) = <(8941/225,
832364/3375)>
R = 9.2876501654
0 integral points
E_-01924: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01923: r = 1 t = 1
#III = 1
E(Q) = <(403153/28224,
149299865/4741632)>
R = 13.3951699145
0 integral points
E_-01922: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01921: r = 1 t = 1 #III =
1
E(Q) =
<(12840211913/214651801, 1448440577677276/3144863536451)>
R = 23.4026203721
0 integral points
E_-01920: r = 1 t = 1 #III =
1
E(Q) = <(124/9,
712/27)>
R = 3.9372652184
0 integral points
E_-01919: r = 2 t = 1 #III =
1
E(Q) = <(226/9, 3185/27)>
x <(492, 10913)>
R = 28.0477113718
2 integral points
1. (492, 10913) = 1 * (492,
10913)
2. (492, -10913) = -(492,
10913)
E_-01918: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01917: r = 1 t = 1 #III =
1
E(Q) = <(409/25,
6202/125)>
R = 6.4467893476
0 integral points
E_-01916: r = 1 t = 1 #III =
1
E(Q) = <(20, 78)>
R = 1.8836928499
2 integral points
1. (20, 78) = 1 * (20,
78)
2. (20, -78) = -(20,
78)
E_-01915: r = 1 t = 1 #III =
1
E(Q) = <(213679/3249,
98441002/185193)>
R = 12.3875694145
0 integral points
E_-01914: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01913: r = 2 t = 1 #III =
1
E(Q) = <(153, 1892)> x
<(4089/196, 232301/2744)>
R = 43.8894489274
2 integral points
1. (153, 1892) = 1 * (153,
1892)
2. (153, -1892) = -(153,
1892)
E_-01912: r = 1 t = 1 #III =
1
E(Q) = <(126409586/7812025,
1052806194916/21834609875)>
R = 18.3988525929
0 integral points
E_-01911: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01910: r = 1 t = 1 #III = 1
E(Q) = <(3279/169,
161357/2197)>
R = 8.4665233604
0 integral points
E_-01909: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01908: r = 1 t = 1 #III =
1
E(Q) = <(13, 17)>
R = 3.0928723839
2 integral points
1. (13, 17) = 1 * (13,
17)
2. (13, -17) = -(13,
17)
E_-01907: r = 1 t = 1 #III =
1
E(Q) = <(56977/1764,
13209895/74088)>
R =
11.1807782997
0 integral points
E_-01906: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01905: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01904: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01903: r = 2 t = 1 #III =
1
E(Q) = <(14, 29)> x
<(256/9, 3923/27)>
R = 14.2749829014
2 integral points
1. (14, 29) = 1 * (14,
29)
2. (14, -29) = -(14,
29)
E_-01902: r = 3 t = 1 #III =
1
E(Q) = <(31, 167)> x
<(73/4, 517/8)> x <(1753/64, 69917/512)>
R = 126.7683951541
2 integral points
1. (31, 167) = 1 * (31,
167)
2. (31, -167) = -(31,
167)
E_-01901: r = 1 t = 1 #III =
1
E(Q) =
<(2858318425/72284004, 150447473953219/614558602008)>
R = 21.9628815388
0 integral points
E_-01900: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01899: r = 1 t = 1 #III =
1
E(Q) =
<(10114110865/216266436, 1007678983346009/3180414207816)>
R = 23.1979922552
0 integral points
E_-01898: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01897: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01896: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01895: r = 1 t = 1 #III =
1
E(Q) = <(139/9,
1142/27)>
R = 5.3885486768
0 integral points
E_-01894: r = 1 t = 1 #III =
1
E(Q) = <(199639/2601,
89013655/132651)>
R = 12.3029050197
0 integral points
E_-01893: r = 1 t = 1 #III =
1
E(Q) =
<(1588017558236328564601/29558881446336320400, 62894935547951107016660324374349/160705963709670506368009608000)>
R = 48.9570003959
0 integral points
E_-01892: r = 1 t = 1 #III =
1
E(Q) = <(51082/9,
11545210/27)>
R = 10.1493804854
0 integral points
E_-01891: r = 1 t = 1 #III =
1
E(Q) = <(106512505/8608356,
45649824787/25256916504)>
R = 19.0328135317
0 integral points
E_-01890: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01889: r = 2 t = 1 #III =
1
E(Q) = <(29, 150)> x
<(4805/361, 148554/6859)>
R = 23.8259954800
2 integral points
1. (29, 150) = 1 * (29,
150)
2. (29, -150) = -(29,
150)
E_-01888: r = 2 t = 1 #III =
1
E(Q) = <(17, 55)> x
<(186521/1600, 80506819/64000)>
R = 37.2478953773
2 integral points
1. (17, 55) = 1 * (17,
55)
2. (17, -55) = -(17,
55)
E_-01887: r = 1 t = 1 #III =
1
E(Q) = <(16, 47)>
R = 2.7501182335
2 integral points
1. (16, 47) = 1 * (16,
47)
2. (16, -47) = -(16,
47)
E_-01886: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01885: r = 1 t = 1 #III =
1
E(Q) = <(9004649/394384,
24789123403/247673152)>
R = 16.3316540574
0 integral points
E_-01884: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01883: r = 2 t = 1 #III =
1
E(Q) = <(627, 15700)> x
<(711/25, 18166/125)>
R = 43.6995661062
2 integral points
1. (627, 15700) = 1 * (627,
15700)
2. (627, -15700) = -(627,
15700)
E_-01882: r = 2 t = 1 #III =
1
E(Q) = <(91, 867)> x
<(793/64, 2307/512)>
R = 25.7294039476
2 integral points
1. (91, 867) = 1 * (91,
867)
2. (91, -867) = -(91, 867)
E_-01881: r = 1 t = 1 #III =
1
E(Q) = <(201/16,
645/64)>
R = 5.1121546228
0 integral points
E_-01880: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01879: r = 1 t = 1 #III =
1
E(Q) = <(203275/441,
91647746/9261)>
R = 12.2387771652
0 integral points
E_-01878: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01877: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01876: r = 1 t = 1 #III =
1
E(Q) = <(2501,
125075)>
R = 7.8274787798
2 integral points
1. (2501, 125075) = 1 *
(2501, 125075)
2. (2501, -125075) = -(2501,
125075)
E_-01875: r = 1 t = 1 #III =
1
E(Q) = <(481/36,
4879/216)>
R = 6.6890684389
0 integral points
E_-01874: r = 1 t = 1 #III =
1
E(Q) = <(2499, 124925)>
R = 7.8266801280
2 integral points
1. (2499, 124925) = 1 *
(2499, 124925)
2. (2499, -124925) = -(2499,
124925)
E_-01873: r = 2 t = 1 #III =
1
E(Q) = <(13, 18)> x
<(1009/81, 5644/729)>
R = 18.4272980035
2 integral points
1. (13, 18) = 1 * (13,
18)
2. (13, -18) = -(13,
18)
E_-01872: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01871: r = 1 t = 1 #III =
1
E(Q) = <(89/4,
765/8)>
R = 4.2646931932
0 integral points
E_-01870: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01869: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01868: r = 1 t = 1 #III =
1
E(Q) = <(12109/225,
1324477/3375)>
R = 9.5410831694
0 integral points
E_-01867: r = 2 t = 1 #III =
1
E(Q) = <(623, 15550)> x
<(539/25, 11288/125)>
R = 41.7969110924
2 integral points
1. (623, 15550) = 1 * (623,
15550)
2. (623, -15550) = -(623,
15550)
E_-01866: r = 1 t = 1 #III =
1
E(Q) =
<(69084516951283/4494353360121,
400396905894050518231/9527979685569558669)>
R = 32.3202671949
0 integral points
E_-01865: r = 1 t = 1 #III =
9
E(Q) = <(21, 86)>
R = 3.3873622136
2 integral points
1. (21, 86) = 1 * (21,
86)
2. (21, -86) = -(21,
86)
E_-01864: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01863: r = 1 t = 1 #III =
1
E(Q) = <(18, 63)>
R = 1.3577689670
2 integral points
1. (18, 63) = 1 * (18,
63)
2. (18, -63) = -(18,
63)
E_-01862: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01861: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01860: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01859: r = 1 t = 1 #III =
1
E(Q) = <(51217/576,
11575673/13824)>
R = 10.9285527086
0 integral points
E_-01858: r = 1 t = 1 #III =
1
E(Q) =
<(501424656692033/23653651704004, 10073855857599072508255/115039582369726862008)>
R = 34.1879683626
0 integral points
E_-01857: r = 1 t = 1 #III =
1
E(Q) = <(29461897/2396304,
4502917925/3709478592)>
R = 17.7477924522
0 integral points
E_-01856: r = 1 t = 1 #III =
1
E(Q) = <(12532/9,
1402912/27)>
R = 8.0551741676
0 integral points
E_-01855: r = 1 t = 1 #III =
1
E(Q) = <(46, 309)>
R = 2.9794073040
2 integral points
1. (46, 309) = 1 * (46,
309)
2. (46, -309) = -(46,
309)
E_-01854: r = 1 t = 1 #III =
1
E(Q) = <(15, 39)>
R = 2.4385090071
2 integral points
1. (15, 39) = 1 * (15,
39)
2. (15, -39) = -(15,
39)
E_-01853: r = 2 t = 1 #III =
1
E(Q) = <(353/16,
6033/64)> x <(2429/25, 119592/125)>
R = 40.6433670238
0 integral points
E_-01852: r = 1 t = 1 #III =
1
E(Q) = <(124/9,
746/27)>
R = 4.3941928647
0 integral points
E_-01851: r = 1 t = 1 #III =
1
E(Q) =
<(91243102129/1332104004, 27481832247607415/48619131937992)>
R = 25.3463605364
0 integral points
E_-01850: r = 1 t = 1 #III
= 1
E(Q) = <(115/9,
415/27)>
R = 4.2030181672
0 integral points
E_-01849: r = 1 t = 1 #III =
1
E(Q) = <(172751657/2579236,
2263564754507/4142253016)>
R = 19.0793460006
0 integral points
E_-01848: r = 1 t = 1 #III =
1
E(Q) = <(2473/9,
122975/27)>
R = 7.8406425481
0 integral points
E_-01847: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01846: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01845: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01844: r = 2 t = 1 #III =
1
E(Q) = <(14, 30)> x
<(2573/49, 129681/343)>
R = 14.0173076248
2 integral points
1. (14, 30) = 1 * (14,
30)
2. (14, -30) = -(14,
30)
E_-01843: r = 1 t = 1 #III =
1
E(Q) =
<(3169838971/34398225, 178255845035144/201745589625)>
R = 21.9584868547
0 integral points
E_-01842: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01841: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01840: r = 1 t = 1 #III =
1
E(Q) = <(41, 259)>
R = 3.8945004752
2 integral points
1. (41, 259) = 1 * (41,
259)
2. (41, -259) = -(41, 259)
E_-01839: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01838: r = 1 t = 1 #III =
1
E(Q) = <(2007/121,
69485/1331)>
R = 8.0269230510
0 integral points
E_-01837: r = 2 t = 1 #III =
1
E(Q) = <(49/4, 9/8)> x
<(155521/11025, 36052694/1157625)>
R = 47.4112379067
0 integral points
E_-01836: r = 1 t = 1 #III =
1
E(Q) = <(13, 19)>
R = 3.0871514558
2 integral points
1. (13, 19) = 1 * (13,
19)
2. (13, -19) = -(13,
19)
E_-01835: r = 1 t = 1 #III =
1
E(Q) = <(569/16,
13293/64)>
R = 6.0020351375
0 integral points
E_-01834: r = 2 t = 1 #III =
1
E(Q) = <(7163/49,
606059/343)> x <(58433/484, 14117599/10648)>
R = 94.6543694872
0 integral points
E_-01833: r = 2 t = 1 #III =
1
E(Q) = <(277, 4610)> x
<(93097/1936, 28170475/85184)>
R = 60.1286259928
2 integral points
1. (277, 4610) = 1 * (277,
4610)
2. (277, -4610) = -(277,
4610)
E_-01832: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01831: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01830: r = 1 t = 1 #III =
9
E(Q) = <(49/4,
23/8)>
R = 4.4404332699
0 integral points
E_-01829: r = 1 t = 1 #III =
1
E(Q) =
<(138267717801/11105576689, 11757032485150370/1170338988216887)>
R = 26.1935452787
0 integral points
E_-01828: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01827: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01826: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01825: r = 1 t = 1 #III =
1
E(Q) = <(6169/441,
279728/9261)>
R = 9.2168517121
0 integral points
E_-01824: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01823: r = 1 t = 1 #III =
1
E(Q) = <(120351/9025,
20078224/857375)>
R = 12.2081145528
0 integral points
E_-01822: r = 1 t = 1 #III =
1
E(Q) = <(95561231/7756225,
150008081879/21601086625)>
R = 18.9205747395
0 integral points
E_-01821: r = 1 t = 1 #III =
1
E(Q) =
<(7373714048709701886871885/386511960842933101610841,
17198069986782737491804330481834308172/240294818928268938383148552090096861)>
R = 57.6315223349
0 integral points
E_-01820: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01819: r = 1 t = 1 #III =
1
E(Q) = <(835/49, 19188/343)>
R = 6.5893325335
0 integral points
E_-01818: r = 2 t = 1 #III =
1
E(Q) = <(19, 71)> x
<(16022011/1247689, 24120616267/1393668613)>
R = 55.9268607048
2 integral points
1. (19, 71) = 1 * (19,
71)
2. (19, -71) = -(19,
71)
E_-01817: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01816: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01815: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01814: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01813: r = 1 t = 1 #III =
1
E(Q) =
<(34490714813/2828431489, 82352449367980/150424471879487)>
R = 24.8132366957
0 integral points
E_-01812: r = 3 t = 1 #III =
1
E(Q) = <(22, 94)> x
<(37, 221)> x <(49/4, 41/8)>
R = 42.4641188376
6 integral points
1. (382, 7466) = 1 * (22, 94)
- 1 * (37, 221)
2. (382, -7466) = -(382,
7466)
3. (22, 94) = 1 * (22,
94)
4. (22, -94) = -(22,
94)
5. (37, 221) = 1 * (37, 221)
6. (37, -221) = -(37,
221)
E_-01811: r = 2 t = 1 #III =
1
E(Q) = <(609/4, 15025/8)>
x <(2433/196, 27679/2744)>
R = 50.2850549400
0 integral points
E_-01810: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01809: r = 1 t = 1 #III =
1
E(Q) = <(12621457/86436,
44826830567/25412184)>
R = 16.4021556964
0 integral points
E_-01808: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01807: r = 1 t = 1 #III =
1
E(Q) = <(107,
1106)>
R = 4.7426564965
2 integral points
1. (107, 1106) = 1 * (107,
1106)
2. (107, -1106) = -(107,
1106)
E_-01806: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01805: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01804: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01803: r = 2 t = 1 #III =
1
E(Q) = <(583/9,
14030/27)> x <(457/36, 3365/216)>
R =
41.8078550777
0 integral points
E_-01802: r = 1 t = 1 #III =
1
E(Q) =
<(99662311447378905243/883853989329578281,
994313480401110930961628982605/830942150689076106199558571)>
R = 46.1145363462
0 integral points
E_-01801: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01800: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01799: r = 1 t = 1 #III =
1
E(Q) = <(50, 351)>
R = 3.0485985121
2 integral points
1. (50, 351) = 1 * (50,
351)
2. (50, -351) = -(50,
351)
E_-01798: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-01797: r = 2 t = 1 #III =
1
E(Q) = <(13, 20)> x
<(2089922653/126360081, 74180409762140/1420413670521)>
R = 66.6478751020
2 integral points
1. (13, 20) = 1 * (13,
20)
2. (13, -20) = -(13,
20)
E_-01796: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01795: r = 2 t = 1 #III =
1
E(Q) = <(2279/49,
107822/343)> x <(5020289/38416, 11243935807/7529536)>
R = 115.2090028672
0 integral points
E_-01794: r = 1 t = 1 #III =
1
E(Q) = <(2635/81,
131689/729)>
R = 8.1010264219
0 integral points
E_-01793: r = 1 t = 1 #III =
1
E(Q) =
<(22084158853/346965129, 3270439466600410/6462919457883)>
R = 23.9347011243
0 integral points
E_-01792: r = 1 t = 1 #III =
1
E(Q) = <(16, 48)>
R = 0.3457796333
6 integral points
1. (16, 48) = 1 * (16,
48)
2. (16, -48) = -(16,
48)
3. (32, 176) = -2 * (16,
48)
4. (32, -176) = -(32,
176)
5. (148, 1800) = 3 * (16,
48)
6. (148, -1800) = -(148,
1800)
E_-01791: r = 1 t = 1 #III =
1
E(Q) = <(49/4,
55/8)>
R = 4.4371288893
0 integral points
E_-01790: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01789: r = 0 t = 1
#III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01788: r = 1 t = 1 #III =
4
E(Q) = <(28, 142)>
R = 2.6666261101
2 integral points
1. (28, 142) = 1 * (28,
142)
2. (28, -142) = -(28,
142)
E_-01787: r = 1 t = 1 #III =
1
E(Q) =
<(36997213417/2320156224, 5321886789024395/111757284997632)>
R = 24.7680356009
0 integral points
E_-01786: r = 1 t = 1 #III =
1
E(Q) = <(327301739/13300609,
5555202911525/48507321023)>
R = 19.8983832790
0 integral points
E_-01785: r = 1 t = 1 #III =
1
E(Q) =
<(2367691321/11088900, 115198759202381/36926037000)>
R = 21.6200983826
0 integral points
E_-01784: r = 1 t = 1 #III =
1
E(Q) = <(144105/3364,
54079627/195112)>
R = 12.0499427654
0 integral points
E_-01783: r = 1 t = 1 #III =
1
E(Q) = <(14, 31)>
R = 2.6629063528
2 integral points
1. (14, 31) = 1 * (14,
31)
2. (14, -31) = -(14,
31)
E_-01782: r = 1 t = 1 #III =
1
E(Q) = <(16897/4,
2196415/8)>
R = 9.7366564921
0 integral points
E_-01781: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01780: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01779: r = 1 t = 1 #III =
1
E(Q) =
<(1039334700254335/25586732738889,
33059133822403343758382/129426214575302612037)>
R = 34.7579469691
0 integral points
E_-01778: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01777: r = 3 t = 1 #III =
1
E(Q) = <(17, 56)> x
<(461, 9898)> x <(2273/4, 108367/8)>
R = 136.1619694248
4 integral points
1. (17, 56) = 1 * (17,
56)
2. (17, -56) = -(17,
56)
3. (461, 9898) = 1 * (461,
9898)
4. (461, -9898) = -(461,
9898)
E_-01776: r = 1 t = 1 #III =
1
E(Q) = <(112/9,
332/27)>
R = 3.8690451752
0 integral points
E_-01775: r = 1 t = 1 #III =
1
E(Q) = <(15, 40)>
R = 2.0921182826
2 integral points
1. (15, 40) = 1 * (15,
40)
2. (15, -40) = -(15,
40)
E_-01774: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01773: r = 1 t = 1 #III =
1
E(Q) = <(873/16,
25653/64)>
R = 6.1747061715
0 integral points
E_-01772: r = 1 t = 1 #III =
1
E(Q) = <(54553/4356,
3986045/287496)>
R =
11.4405561780
0 integral points
E_-01771: r = 1 t = 1 #III =
1
E(Q) =
<(671063619697/55451772324, 15063769210950487/13057894250400168)>
R = 27.7813203408
0 integral points
E_-01770: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01769: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01768: r = 1 t = 1 #III =
1
E(Q) = <(506/25,
10096/125)>
R = 5.8822780177
0 integral points
E_-01767: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01766: r = 1 t = 1 #III =
1
E(Q) = <(2354693169/184900,
114261911640553/79507000)>
R = 21.5802600100
0 integral points
E_-01765: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01764: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01763: r = 3 t = 1 #III =
1
E(Q) = <(23, 102)> x
<(57/4, 269/8)> x <(81/4, 647/8)>
R = 52.4361626666
6 integral points
1. (203, 2892) = -1 * (23,
102) + 1 * (57/4, 269/8)
2. (203, -2892) = -(203,
2892)
3. (23, 102) = 1 * (23,
102)
4. (23, -102) = -(23,
102)
5. (4379, 289776) = -1 * (23,
102) + 1 * (81/4, 647/8)
6. (4379, -289776) = -(4379,
289776)
E_-01762: r = 2 t = 1 #III =
1
E(Q) = <(83, 755)> x
<(393608897/28858384, 4316722742305/155027238848)>
R = 89.7064353327
2 integral points
1. (83, 755) = 1 * (83,
755)
2. (83, -755) = -(83, 755)
E_-01761: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01760: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01759: r = 2 t = 1 #III =
1
E(Q) = <(20, 79)> x
<(806/49, 17795/343)>
R = 17.2232861346
4 integral points
1. (20, 79) = 1 * (20,
79)
2. (20, -79) = -(20,
79)
3. (1322, 48067) = -1 * (20,
79) + 1 * (806/49, 17795/343)
4. (1322, -48067) = -(1322,
48067)
E_-01758: r = 1 t = 1 #III =
1
E(Q) =
<(48604042327/3158327601, 7709418043256125/177494852848599)>
R = 25.0525774165
0 integral points
E_-01757: r = 1 t = 1 #III =
1
E(Q) = <(661801233/17505856,
16746056343815/73244501504)>
R = 20.5033198522
0 integral points
E_-01756: r = 1 t = 1 #III =
1
E(Q) = <(13, 21)>
R = 2.5312787797
2 integral points
1. (13, 21) = 1 * (13,
21)
2. (13, -21) = -(13,
21)
E_-01755: r = 2 t = 1 #III =
1
E(Q) = <(49/4, 73/8)> x
<(259, 4168)>
R = 22.5888325238
2 integral points
1. (259, 4168) = 1 * (259,
4168)
2. (259, -4168) = -(259,
4168)
E_-01754: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01753: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01752: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01751: r = 1 t = 1 #III =
1
E(Q) = <(135,
1568)>
R = 4.9600953610
2 integral points
1. (135, 1568) = 1 * (135,
1568)
2. (135, -1568) = -(135,
1568)
E_-01750: r = 1 t = 1 #III =
1
E(Q) = <(95, 925)>
R = 3.0222044169
2 integral points
1. (95, 925) = 1 * (95,
925)
2. (95, -925) = -(95,
925)
E_-01749: r = 1 t = 1 #III =
1
E(Q) = <(146161/1764,
55792855/74088)>
R = 11.9815235613
0 integral points
E_-01748: r = 1 t = 1 #III =
1
E(Q) = <(149121/100,
57584831/1000)>
R = 11.9174814478
0 integral points
E_-01747: r = 1 t = 1 #III =
1
E(Q) = <(1249/100,
14193/1000)>
R = 7.1134969416
0 integral points
E_-01746: r = 1 t = 1 #III =
1
E(Q) = <(2361/196,
3795/2744)>
R = 7.5835700182
0 integral points
E_-01745: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01744: r = 2 t = 1 #III =
1
E(Q) = <(137, 1603)> x
<(7505/64, 649817/512)>
R = 43.8748526219
2 integral points
1. (137, 1603) = 1 * (137,
1603)
2. (137, -1603) = -(137,
1603)
E_-01743: r = 1 t = 1 #III =
1
E(Q) = <(193/16,
223/64)>
R = 5.8109289290
0 integral points
E_-01742: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01741: r = 1 t = 1 #III =
1
E(Q) = <(2765/121,
134368/1331)>
R = 8.2352178654
0 integral points
E_-01740: r = 2 t = 1 #III =
1
E(Q) = <(109/9, 163/27)>
x <(181/9, 2159/27)>
R = 28.6309185115
0 integral points
E_-01739: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01738: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01737: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01736: r = 2 t = 1 #III =
1
E(Q) = <(18, 64)> x
<(578, 13896)>
R = 13.1810516108
4 integral points
1. (18, 64) = 1 * (18, 64)
2. (18, -64) = -(18,
64)
3. (578, 13896) = 1 * (578,
13896)
4. (578, -13896) = -(578,
13896)
E_-01735: r = 1 t = 1 #III =
1
E(Q) = <(986,
30961)>
R = 6.4390531171
2 integral points
1. (986, 30961) = 1 * (986,
30961)
2. (986, -30961) = -(986,
30961)
E_-01734: r = 1 t = 1 #III =
1
E(Q) = <(2648377/7056,
4309854317/592704)>
R = 14.8091389808
0 integral points
E_-01733: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01732: r = 1 t = 1 #III =
1
E(Q) = <(2539693/159201,
3064735225/63521199)>
R = 15.1773341458
0 integral points
E_-01731: r = 2 t = 1 #III =
1
E(Q) = <(433/36,
649/216)> x <(4465/324, 173609/5832)>
R = 53.2460108157
0 integral points
E_-01730: r = 1 t = 1 #III =
1
E(Q) = <(11957761/36,
41349932351/216)>
R = 16.2969133091
0 integral points
E_-01729: r = 2 t = 1 #III =
1
E(Q) = <(233/4, 3541/8)>
x <(2305, 110664)>
R = 39.2683819393
2 integral points
1. (2305, 110664) = 1 *
(2305, 110664)
2. (2305, -110664) = -(2305,
110664)
E_-01728: r = 0 t = 2 #III =
1
E(Q) = <(12, 0)>
R = 1.0000000000
1 integral point
1. (12, 0) = (12, 0)
E_-01727: r = 3 t = 1 #III =
1
E(Q) = <(12, 1)> x
<(56, 417)> x <(42, 269)>
R = 20.5230600059
14 integral points
1. (12, 1) = 1 * (12,
1)
2. (12, -1) = -(12, 1)
3. (46632, 10069921) = -2 *
(12, 1)
4. (46632, -10069921) =
-(46632, 10069921)
5. (56, 417) = 1 * (56,
417)
6. (56, -417) = -(56,
417)
7. (2303, 110520) = -1 * (56,
417) + 1 * (42, 269)
8. (2303, -110520) = -(2303,
110520)
9. (27, 134) = 1 * (12, 1) -
1 * (42, 269)
10. (27, -134) = -(27,
134)
11. (42, 269) = 1 * (42,
269)
12. (42, -269) = -(42,
269)
13. (278, 4635) = 1 * (12, 1)
- 1 * (56, 417) - 1 * (42, 269)
14. (278, -4635) = -(278,
4635)
E_-01726: r = 2 t = 1 #III =
1
E(Q) = <(433/36,
809/216)> x <(27745/2304, 497681/110592)>
R = 71.0356742934
0 integral points
E_-01725: r = 1 t = 1 #III =
1
E(Q) = <(39865/2916,
4536845/157464)>
R = 10.0116231830
0 integral points
E_-01724: r = 3 t = 1 #III =
1
E(Q) = <(12, 2)> x
<(24, 110)> x <(537/16, 12157/64)>
R = 30.4685514879
10 integral points
1. (12, 2) = 1 * (12,
2)
2. (12, -2) = -(12, 2)
3. (11640, 1255826) = -2 *
(12, 2)
4. (11640, -1255826) =
-(11640, 1255826)
5. (24, 110) = 1 * (24,
110)
6. (24, -110) = -(24,
110)
7. (45, 299) = -1 * (12, 2) -
1 * (24, 110)
8. (45, -299) = -(45,
299)
9. (1749, 73145) = 1 * (12,
2) + 1 * (24, 110) + 1 * (537/16, 12157/64)
10. (1749, -73145) = -(1749,
73145)
E_-01723: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01722: r = 1 t = 1 #III =
1
E(Q) =
<(664985575606969/30352606862400,
15681445538704571514797/167222224039157568000)>
R = 34.4524944245
0 integral points
E_-01721: r = 1 t = 1 #III =
1
E(Q) = <(366537/10609,
217230412/1092727)>
R = 13.0208237809
0 integral points
E_-01720: r = 2 t = 1 #III =
1
E(Q) = <(14, 32)> x
<(49/4, 87/8)>
R = 9.0688145746
4 integral points
1. (14, 32) = 1 * (14,
32)
2. (14, -32) = -(14,
32)
3. (574, 13752) = -1 * (14,
32) + 1 * (49/4, 87/8)
4. (574, -13752) = -(574,
13752)
E_-01719: r = 2 t = 1 #III =
1
E(Q) = <(12, 3)> x
<(30, 159)>
R = 4.1567735819
8 integral points
1. (12, 3) = 1 * (12,
3)
2. (12, -3) = -(12, 3)
3. (5160, 370659) = -2 * (12,
3)
4. (5160, -370659) = -(5160,
370659)
5. (39, 240) = 1 * (12, 3) - 1 * (30,
159)
6. (39, -240) = -(39,
240)
7. (30, 159) = 1 * (30,
159)
8. (30, -159) = -(30,
159)
E_-01718: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01717: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01716: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01715: r = 1 t = 1 #III =
1
E(Q) = <(70639/4761,
12938302/328509)>
R = 11.6221494683
0 integral points
E_-01714: r = 1 t = 1 #III =
1
E(Q) = <(3923/289,
137851/4913)>
R = 8.7680492634
0 integral points
E_-01713: r = 1 t = 1 #III =
9
E(Q) = <(13, 22)>
R = 3.0769582152
2 integral points
1. (13, 22) = 1 * (13,
22)
2. (13, -22) = -(13,
22)
E_-01712: r = 3 t = 1 #III =
1
E(Q) = <(12, 4)> x
<(36, 212)> x <(148/9, 1412/27)>
R = 11.2572347875
12 integral points
1. (33, 185) = 1 * (12, 4) -
1 * (36, 212)
2. (33, -185) = -(33,
185)
3. (12, 4) = 1 * (12,
4)
4. (12, -4) = -(12, 4)
5. (2892, 155524) = -2 * (12,
4)
6. (2892, -155524) = -(2892,
155524)
7. (36, 212) = 1 * (36,
212)
8. (36, -212) = -(36,
212)
9. (132, 1516) = 1 * (12, 4)
- 1 * (148/9, 1412/27)
10. (132, -1516) = -(132,
1516)
11. (156, 1948) = -1 * (12, 4)
+ 1 * (36, 212) + 1 * (148/9, 1412/27)
12. (156, -1948) = -(156,
1948)
E_-01711: r = 1 t = 1 #III =
1
E(Q) = <(112/9,
397/27)>
R = 4.7876242565
0 integral points
E_-01710: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01709: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01708: r = 1 t = 1 #III =
1
E(Q) = <(181189201/921600,
2438651007449/884736000)>
R = 19.0524170090
0 integral points
E_-01707: r = 1 t = 1 #III =
1
E(Q) = <(46339/225,
9974188/3375)>
R = 10.7794033063
0 integral points
E_-01706: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01705: r = 1 t = 1 #III =
1
E(Q) = <(6329/529,
33388/12167)>
R = 9.3015258211
0 integral points
E_-01704: r = 1 t = 1 #III =
1
E(Q) = <(45322/441,
9641008/9261)>
R = 10.0996857344
0 integral points
E_-01703: r = 2 t = 1 #III =
1
E(Q) = <(12, 5)> x <(24358/9,
3801565/27)>
R = 22.8958970600
2 integral points
1. (12, 5) = 1 * (12,
5)
2. (12, -5) = -(12, 5)
E_-01702: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01701: r = 2 t = 1 #III =
1
E(Q) = <(25, 118)> x
<(253, 4024)>
R = 18.9979632935
4 integral points
1. (25, 118) = 1 * (25,
118)
2. (25, -118) = -(25, 118)
3. (253, 4024) = 1 * (253,
4024)
4. (253, -4024) = -(253,
4024)
E_-01700: r = 1 t = 1 #III =
1
E(Q) = <(26, 126)>
R = 2.2886581807
2 integral points
1. (26, 126) = 1 * (26,
126)
2. (26, -126) = -(26, 126)
E_-01699: r = 1 t = 1 #III =
1
E(Q) = <(33476569/54756,
193691158595/12812904)>
R = 17.3383589277
0 integral points
E_-01698: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-01697: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01696: r = 1 t = 1 #III =
1
E(Q) =
<(2316921913/62821476, 109622290943251/497923018776)>
R = 21.7587825258
0 integral points
E_-01695: r = 2 t = 1 #III =
1
E(Q) = <(16, 49)> x
<(14239/1089, 835408/35937)>
R = 27.5484569707
2 integral points
1. (16, 49) = 1 * (16,
49)
2. (16, -49) = -(16,
49)
E_-01694: r = 2 t = 1 #III =
1
E(Q) = <(15, 41)> x
<(72601/6084, 1088515/474552)>
R = 36.0819816087
2 integral points
1. (15, 41) = 1 * (15,
41)
2. (15, -41) = -(15, 41)
E_-01693: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01692: r = 2 t = 1 #III =
1
E(Q) = <(12, 6)> x
<(48, 330)>
R = 2.9513729573
8 integral points
1. (12, 6) = 1 * (12,
6)
2. (12, -6) = -(12, 6)
3. (1272, 45366) = -2 * (12,
6)
4. (1272, -45366) = -(1272,
45366)
5. (48, 330) = 1 * (48,
330)
6. (48, -330) = -(48,
330)
7. (21, 87) = -1 * (12, 6) -
1 * (48, 330)
8. (21, -87) = -(21,
87)
E_-01691: r = 1 t = 1 #III =
1
E(Q) = <(2987/169,
135972/2197)>
R = 7.8420741251
0 integral points
E_-01690: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01689: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01688: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01687: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01686: r = 1 t = 1 #III =
1
E(Q) = <(6957385/571536,
4691190853/432081216)>
R = 16.2942943490
0 integral points
E_-01685: r = 1 t = 1 #III =
1
E(Q) = <(2361/49,
113854/343)>
R = 7.9170377896
0 integral points
E_-01684: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01683: r = 1 t = 1 #III =
1
E(Q) =
<(1249105834519/97709382225, 615598035194854522/30542487242801625)>
R = 28.3702342130
0 integral points
E_-01682: r = 1 t = 1 #III =
1
E(Q) = <(187/9,
2305/27)>
R = 5.5665258032
0 integral points
E_-01681: r = 1 t = 1 #III =
1
E(Q) = <(697/9,
18368/27)>
R = 4.1650616611
0 integral points
E_-01680: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01679: r = 1 t = 1 #III =
1
E(Q) = <(12, 7)>
R = 2.5677012785
2 integral points
1. (12, 7) = 1 * (12, 7)
2. (12, -7) = -(12, 7)
E_-01678: r = 1 t = 1 #III =
1
E(Q) =
<(4965426977/96746896, 347714542488625/951602469056)>
R = 22.4667533820
0 integral points
E_-01677: r = 1 t = 1 #III =
1
E(Q) = <(33743641/585225,
195155086814/447697125)>
R = 17.4600169780
0 integral points
E_-01676: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01675: r = 2 t = 1 #III =
1
E(Q) = <(19, 72)> x
<(601/16, 14499/64)>
R = 16.2688093611
2 integral points
1. (19, 72) = 1 * (19,
72)
2. (19, -72) = -(19,
72)
E_-01674: r = 1 t = 1 #III =
1
E(Q) = <(15873/4,
1999809/8)>
R = 8.0262966384
0 integral points
E_-01673: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01672: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01671: r = 1 t = 1 #III =
1
E(Q) = <(12904/225,
1459333/3375)>
R = 9.1294256310
0 integral points
E_-01670: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01669: r = 1 t = 1 #III =
1
E(Q) =
<(31698037269173/464364562249,
177994310052945600556/316437980392645307)>
R = 31.1935281870
0 integral points
E_-01668: r = 3 t = 1 #III =
1
E(Q) = <(34, 194)> x
<(13, 23)> x <(1042/81, 15650/729)>
R = 55.5729823783
6 integral points
1. (34, 194) = 1 * (34,
194)
2. (34, -194) = -(34,
194)
3. (13, 23) = 1 * (13, 23)
4. (13, -23) = -(13,
23)
5. (107194, 35095846) = -1 *
(13, 23) + 1 * (1042/81, 15650/729)
6. (107194, -35095846) =
-(107194, 35095846)
E_-01667: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01666: r = 2 t = 1 #III =
1
E(Q) = <(35, 203)> x
<(49/4, 105/8)>
R = 5.6605099201
4 integral points
1. (35, 203) = 1 * (35,
203)
2. (35, -203) = -(35,
203)
3. (43, 279) = -1 * (35, 203)
+ 1 * (49/4, 105/8)
4. (43, -279) = -(43,
279)
E_-01665: r = 1 t = 1 #III =
1
E(Q) = <(189,
2598)>
R = 4.5478757372
2 integral points
1. (189, 2598) = 1 * (189, 2598)
2. (189, -2598) = -(189,
2598)
E_-01664: r = 2 t = 1 #III =
1
E(Q) = <(12, 8)> x
<(17, 57)>
R = 4.0066590444
4 integral points
1. (12, 8) = 1 * (12, 8)
2. (12, -8) = -(12, 8)
3. (140, 1656) = 1 * (12, 8)
- 1 * (17, 57)
4. (140, -1656) = -(140,
1656)
E_-01663: r = 1 t = 1 #III =
1
E(Q) = <(44, 289)>
R = 3.4855383293
2 integral points
1. (44, 289) = 1 * (44,
289)
2. (44, -289) = -(44,
289)
E_-01662: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01661: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01660: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01659: r = 2 t = 1 #III =
1
E(Q) = <(571/9,
13600/27)> x <(69127/4761, 12300002/328509)>
R = 74.9750899083
0 integral points
E_-01658: r = 1 t = 1 #III =
1
E(Q) =
<(93194729947/1144536561, 28406590834523075/38720816395191)>
R = 25.3469832110
0 integral points
E_-01657: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01656: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01655: r = 1 t = 1 #III =
1
E(Q) = <(14, 33)>
R = 2.1032519694
2 integral points
1. (14, 33) = 1 * (14,
33)
2. (14, -33) = -(14,
33)
E_-01654: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01653: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01652: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01651: r = 2 t = 1 #III =
1
E(Q) = <(545/4, 12719/8)>
x <(47239/1089, 10162810/35937)>
R = 60.2736986643
0 integral points
E_-01650: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01649: r = 1 t = 1 #III =
1
E(Q) = <(11294065/79524,
37944635543/22425768)>
R = 16.2908769440
0 integral points
E_-01648: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-01647: r = 1 t = 1 #III =
1
E(Q) = <(12, 9)>
R = 1.0999474982
4 integral points
1. (12, 9) = 1 * (12,
9)
2. (12, -9) = -(12, 9)
3. (552, 12969) = -2 * (12,
9)
4. (552, -12969) = -(552,
12969)
E_-01646: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01645: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-01644: r = 1 t = 1 #III =
1
E(Q) = <(18552385/1340964,
49207576033/1552836312)>
R = 17.2156979590
0 integral points
E_-01643: r = 1 t = 1 #III =
1
E(Q) = <(31110919/585225,
172576400678/447697125)>
R = 17.3883340900
0 integral points
E_-01642: r = 1 t = 1 #III =
1
E(Q) = <(330713/27556,
42578525/4574296)>
R = 13.2504419145
0 integral points
E_-01641: r = 1 t = 1 #III =
1
E(Q) =
<(4019051398609/5386826025, 8057206277964258148/395366096104875)>
R = 29.0317895237
0 integral points
E_-01640: r = 1 t = 1 #III =
1
E(Q) = <(1434/121,
6592/1331)>
R = 7.1221009550
0 integral points
E_-01639: r = 1 t = 1 #III =
1
E(Q) = <(268/9,
4249/27)>
R = 5.3661531375
0 integral points
E_-01638: r = 1 t = 1 #III =
1
E(Q) = <(79, 701)>
R = 4.4608178174
2 integral points
1. (79, 701) = 1 * (79,
701)
2. (79, -701) = -(79,
701)
E_-01637: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01636: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01635: r = 1 t = 1 #III =
1
E(Q) = <(39751/1521,
7553746/59319)>
R = 10.8587630359
0 integral points
E_-01634: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01633: r = 1 t = 1 #III =
1
E(Q) = <(6941777/524176,
9966087385/379503424)>
R = 16.2501579929
0 integral points
E_-01632: r = 1 t = 1 #III =
1
E(Q) =
<(667268532673/635342436, 545067968662268065/16014441441816)>
R = 27.2333527180
0 integral points
E_-01631: r = 2 t = 1 #III =
1
E(Q) = <(60, 463)> x
<(1731/121, 47930/1331)>
R = 27.1988253034
2 integral points
1. (60, 463) = 1 * (60,
463)
2. (60, -463) = -(60,
463)
E_-01630: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01629: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01628: r = 1 t = 1 #III =
1
E(Q) = <(12, 10)>
R = 2.1009003290
2 integral points
1. (12, 10) = 1 * (12,
10)
2. (12, -10) = -(12,
10)
E_-01627: r = 1 t = 1 #III =
1
E(Q) =
<(1122596620982881/71377321220100,
28689155069374920571471/603032012101227051000)>
R = 35.0816797912
0 integral points
E_-01626: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01625: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01624: r = 1 t = 1 #III =
1
E(Q) = <(2006/169,
15280/2197)>
R = 7.4555542228
0 integral points
E_-01623: r = 2 t = 1 #III =
1
E(Q) = <(22, 95)> x
<(316/25, 2489/125)>
R = 16.9691340024
2 integral points
1. (22, 95) = 1 * (22,
95)
2. (22, -95) = -(22,
95)
E_-01622: r = 1 t = 1 #III =
1
E(Q) =
<(2701513711/24354225, 140330657169541/120188100375)>
R = 21.7820744553
0 integral points
E_-01621: r = 2 t = 1 #III =
1
E(Q) = <(13, 24)> x
<(1201/100, 10551/1000)>
R = 16.2658357456
4 integral points
1. (13, 24) = 1 * (13,
24)
2. (13, -24) = -(13,
24)
3. (1193, 41206) = -1 * (13,
24) + 1 * (1201/100, 10551/1000)
4. (1193, -41206) = -(1193,
41206)
E_-01620: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01619: r = 1 t = 1 #III =
1
E(Q) = <(19043/1369,
1658844/50653)>
R = 9.7803789561
0 integral points
E_-01618: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01617: r = 2 t = 1 #III =
1
E(Q) = <(49/4, 119/8)> x
<(301, 5222)>
R = 13.6594309144
2 integral points
1. (301, 5222) = 1 * (301,
5222)
2. (301, -5222) = -(301,
5222)
E_-01616: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-01615: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01614: r = 1 t = 1 #III =
1
E(Q) = <(2143/9,
99199/27)>
R = 7.7002443429
0 integral points
E_-01613: r = 1 t = 1 #III =
4
E(Q) = <(131329/11025,
10173358/1157625)>
R = 12.3276051336
0 integral points
E_-01612: r = 1 t = 1 #III =
1
E(Q) = <(16357/529,
2034135/12167)>
R = 9.3807661381
0 integral points
E_-01611: r = 2 t = 1 #III =
1
E(Q) = <(15, 42)> x
<(12777/64, 1444107/512)>
R = 21.1680718059
2 integral points
1. (15, 42) = 1 * (15,
42)
2. (15, -42) = -(15,
42)
E_-01610: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01609: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01608: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01607: r = 3 t = 1 #III =
1
E(Q) = <(12, 11)> x
<(18, 65)> x <(184/9, 2249/27)>
R = 32.3948126475
8 integral points
1. (12, 11) = 1 * (12,
11)
2. (12, -11) = -(12,
11)
3. (18, 65) = 1 * (18,
65)
4. (18, -65) = -(18,
65)
5. (51, 362) = -1 * (12, 11)
- 1 * (18, 65)
6. (51, -362) = -(51, 362)
7. (3642, 219791) = 1 * (18,
65) - 1 * (184/9, 2249/27)
8. (3642, -219791) = -(3642,
219791)
E_-01606: r = 1 t = 1 #III =
1
E(Q) =
<(494243225957038079/32649664997305489, 254628770443394206885814725/5899539242581817925292487)>
R = 41.1820717348
0 integral points
E_-01605: r = 1 t = 1 #III =
1
E(Q) =
<(4137800394855631129/298499303745406404,
5306315296607852024297390813/163085362653677552200350792)>
R = 43.3421625270
0 integral points
E_-01604: r = 1 t = 1 #III =
1
E(Q) = <(8710353/44944,
25704299929/9528128)>
R = 16.0171419045
0 integral points
E_-01603: r = 1 t = 1 #III =
1
E(Q) = <(2179/25, 101592/125)>
R = 7.2196022696
0 integral points
E_-01602: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01601: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01600: r = 1 t = 1 #III =
1
E(Q) = <(20, 80)>
R = 0.8785966047
2 integral points
1. (20, 80) = 1 * (20,
80)
2. (20, -80) = -(20,
80)
E_-01599: r = 1 t = 1 #III =
1
E(Q) = <(67201/4900,
10740449/343000)>
R = 11.5948267628
0 integral points
E_-01598: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01597: r = 1 t = 1 #III =
1
E(Q) = <(5273213/63001,
12092630200/15813251)>
R = 15.5637078042
0 integral points
E_-01596: r = 2 t = 1 #III =
1
E(Q) = <(16, 50)> x
<(1885/81, 76483/729)>
R = 17.5645270405
2 integral points
1. (16, 50) = 1 * (16,
50)
2. (16, -50) = -(16,
50)
E_-01595: r = 2 t = 1 #III =
1
E(Q) = <(531, 12236)> x
<(489/16, 10507/64)>
R = 39.8215350934
2 integral points
1. (531, 12236) = 1 * (531,
12236)
2. (531, -12236) = -(531,
12236)
E_-01594: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01593: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01592: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01591: r = 1 t = 1 #III =
1
E(Q) = <(110, 1153)>
R = 4.3035048869
2 integral points
1. (110, 1153) = 1 * (110,
1153)
2. (110, -1153) = -(110,
1153)
E_-01590: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01589: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01588: r = 3 t = 1 #III =
1
E(Q) = <(14, 34)> x
<(29, 151)> x <(142/9, 1306/27)>
R = 38.1912857010
8 integral points
1. (14, 34) = 1 * (14,
34)
2. (14, -34) = -(14,
34)
3. (29, 151) = 1 * (29,
151)
4. (29, -151) = -(29,
151)
5. (2117, 97405) = 1 * (14,
34) - 1 * (142/9, 1306/27)
6. (2117, -97405) = -(2117,
97405)
7. (2933, 158843) = 1 * (14,
34) + 1 * (29, 151) + 1 * (142/9, 1306/27)
8. (2933, -158843) = -(2933,
158843)
E_-01587: r = 1 t = 1 #III =
1
E(Q) = <(105049/8100,
17772157/729000)>
R = 12.0641662054
0 integral points
E_-01586: r = 1 t = 1 #III =
1
E(Q) = <(2115,
97267)>
R = 7.6602012153
2 integral points
1. (2115, 97267) = 1 * (2115,
97267)
2. (2115, -97267) = -(2115,
97267)
E_-01585: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01584: r = 1 t = 1 #III =
1
E(Q) = <(12, 12)>
R = 0.9022424563
4 integral points
1. (12, 12) = 1 * (12,
12)
2. (12, -12) = -(12,
12)
3. (300, 5196) = -2 * (12,
12)
4. (300, -5196) = -(300,
5196)
E_-01583: r = 1 t = 1 #III =
1
E(Q) = <(809/16,
22869/64)>
R = 6.2868621694
0 integral points
E_-01582: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01581: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-01580: r = 1 t = 1 #III =
1
E(Q) = <(38101/3249,
1059391/185193)>
R = 11.0941541049
0 integral points
E_-01579: r = 2 t = 1 #III =
1
E(Q) = <(527, 12098)> x
<(3257/256, 89773/4096)>
R = 53.6015931104
2 integral points
1. (527, 12098) = 1 * (527,
12098)
2. (527, -12098) = -(527,
12098)
E_-01578: r = 1 t = 1 #III =
1
E(Q) = <(10553281/396900, 32812728929/250047000)>
R = 16.4330401466
0 integral points
E_-01577: r = 1 t = 1 #III =
1
E(Q) = <(2061/25,
93434/125)>
R = 7.7174409241
0 integral points
E_-01576: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01575: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01574: r = 2 t = 1 #III =
1
E(Q) = <(65/4, 417/8)> x
<(1655/121, 41769/1331)>
R = 29.2550741080
0 integral points
E_-01573: r = 1 t = 1 #III =
1
E(Q) = <(209/16,
1639/64)>
R = 4.2413671001
0 integral points
E_-01572: r = 2 t = 1 #III =
1
E(Q) = <(13, 25)> x
<(346/25, 4106/125)>
R = 16.8376033255
2 integral points
1. (13, 25) = 1 * (13,
25)
2. (13, -25) = -(13,
25)
E_-01571: r = 1 t = 1 #III =
1
E(Q) = <(507056659/41024025,
4679978462452/262758880125)>
R = 20.5656805632
0 integral points
E_-01570: r = 1 t = 1 #III =
4
E(Q) = <(133241/676,
48630899/17576)>
R = 11.8361543684
0 integral points
E_-01569: r = 1 t = 1 #III =
1
E(Q) = <(7634425/318096,
19861206029/179406144)>
R = 16.1352337836
0 integral points
E_-01568: r = 1 t = 1 #III =
1
E(Q) = <(4377/361,
100435/6859)>
R = 8.9139666933
0 integral points
E_-01567: r = 1 t = 1 #III =
1
E(Q) = <(31, 168)>
R = 3.1097385420
2 integral points
1. (31, 168) = 1 * (31,
168)
2. (31, -168) = -(31,
168)
E_-01566: r = 1 t = 1 #III =
1
E(Q) = <(24821713/2090916,
31269077081/3023464536)>
R = 17.5664386589
0 integral points
E_-01565: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01564: r = 1 t = 1 #III =
1
E(Q) = <(280/9,
4562/27)>
R = 4.9347427164
0 integral points
E_-01563: r = 1 t = 1 #III =
1
E(Q) =
<(3617966978030431/282078239184225,
110803385976476533587046/4737556211573307956625)>
R = 36.3292641572
0 integral points
E_-01562: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01561: r = 1 t = 1 #III =
1
E(Q) = <(201665/13924,
63146369/1643032)>
R = 12.6682884784
0 integral points
E_-01560: r = 1 t = 1 #III =
1
E(Q) = <(2089/9,
95473/27)>
R = 7.6751550660
0 integral points
E_-01559: r = 2 t = 1 #III =
1
E(Q) = <(12, 13)> x
<(1986/169, 17555/2197)>
R = 18.7895356043
4 integral points
1. (12, 13) = 1 * (12,
13)
2. (12, -13) = -(12,
13)
3. (7110, 599521) = -1 * (12,
13) + 1 * (1986/169, 17555/2197)
4. (7110, -599521) = -(7110,
599521)
E_-01558: r = 2 t = 1 #III =
1
E(Q) = <(23, 103)> x
<(121/4, 1293/8)>
R = 14.9478003647
4 integral points
1. (23, 103) = 1 * (23,
103)
2. (23, -103) = -(23, 103)
3. (1279, 45741) = 1 * (23,
103) - 1 * (121/4, 1293/8)
4. (1279, -45741) = -(1279,
45741)
E_-01557: r = 1 t = 1 #III =
1
E(Q) = <(955917/82369,
58082520/23639903)>
R = 13.5867290760
0 integral points
E_-01556: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01555: r = 1 t = 1 #III =
1
E(Q) =
<(82494943119961/6676322164164,
314112763394904754819/17250668434452464712)>
R = 32.5639230779
0 integral points
E_-01554: r = 2 t = 1 #III =
1
E(Q) = <(67, 547)> x
<(7239780073/228070404, 600860398319819/3444319241208)>
R = 96.5210609361
2 integral points
1. (67, 547) = 1 * (67,
547)
2. (67, -547) = -(67,
547)
E_-01553: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01552: r = 1 t = 1 #III =
1
E(Q) = <(2513/121,
114545/1331)>
R = 8.1565845026
0 integral points
E_-01551: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01550: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01549: r = 2 t = 1 #III =
1
E(Q) = <(17, 58)> x
<(613/49, 6936/343)>
R = 19.9008637670
2 integral points
1. (17, 58) = 1 * (17,
58)
2. (17, -58) = -(17, 58)
E_-01548: r = 1 t = 1 #III =
1
E(Q) = <(128298361/9548100,
874284156109/29503629000)>
R = 19.1532703965
0 integral points
E_-01547: r = 1 t = 1 #III =
1
E(Q) = <(77723/3721,
19743660/226981)>
R =
11.0369025525
0 integral points
E_-01546: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01545: r = 2 t = 1 #III =
1
E(Q) = <(49/4, 137/8)> x
<(3984001/249001, 6275566384/124251499)>
R = 68.4430305848
0 integral points
E_-01544: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01543: r = 2 t = 1 #III =
1
E(Q) = <(182, 2455)> x
<(476/25, 9151/125)>
R = 26.5728525348
2 integral points
1. (182, 2455) = 1 * (182,
2455)
2. (182, -2455) = -(182,
2455)
E_-01542: r = 1 t = 1 #III =
1
E(Q) = <(65406001/4928400,
308570577751/10941048000)>
R = 18.4841985110
0 integral points
E_-01541: r = 1 t = 1 #III =
9
E(Q) = <(93, 896)>
R = 4.6087496191
2 integral points
1. (93, 896) = 1 * (93,
896)
2. (93, -896) = -(93, 896)
E_-01540: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01539: r = 2 t = 1 #III =
1
E(Q) = <(55, 406)> x
<(73/4, 539/8)>
R = 18.3594010698
2 integral points
1. (55, 406) = 1 * (55,
406)
2. (55, -406) = -(55,
406)
E_-01538: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01537: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01536: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01535: r = 1 t = 1 #III =
1
E(Q) = <(2526/169,
93319/2197)>
R = 7.8116409048
0 integral points
E_-01534: r = 1 t = 1 #III =
1
E(Q) = <(5401985/252004,
11536374143/126506008)>
R = 15.8190327104
0 integral points
E_-01533: r = 1 t = 1 #III =
1
E(Q) = <(249483781/20657025,
1419719893696/93886178625)>
R = 19.8631268020
0 integral points
E_-01532: r = 2 t = 1 #III =
1
E(Q) = <(12, 14)> x
<(304/9, 5194/27)>
R = 10.3167682037
2 integral points
1. (12, 14) = 1 * (12,
14)
2. (12, -14) = -(12,
14)
E_-01531: r = 1 t = 1 #III =
1
E(Q) = <(15145/784,
1654101/21952)>
R = 9.4245824306
0 integral points
E_-01530: r = 1 t = 1 #III =
1
E(Q) = <(19, 73)>
R = 3.2981619426
2 integral points
1. (19, 73) = 1 * (19,
73)
2. (19, -73) = -(19,
73)
E_-01529: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-01528: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01527: r = 1 t = 1 #III =
1
E(Q) = <(15688/169,
1963073/2197)>
R =
9.2746129382
0 integral points
E_-01526: r = 2 t = 1 #III =
1
E(Q) = <(15, 43)> x
<(605371033/25462116, 14023630986371/128481837336)>
R = 63.7800346610
2 integral points
1. (15, 43) = 1 * (15,
43)
2. (15, -43) = -(15,
43)
E_-01525: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01524: r = 1 t = 1 #III =
1
E(Q) = <(174265/10404,
59798483/1061208)>
R = 12.4644338924
0 integral points
E_-01523: r = 2 t = 1 #III =
1
E(Q) = <(513/4, 11615/8)>
x <(591/25, 13514/125)>
R = 35.4772414560
0 integral points
E_-01522: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01521: r = 2 t = 1 #III =
1
E(Q) = <(13, 26)> x
<(985/9, 30896/27)>
R = 8.6483939961
2 integral points
1. (13, 26) = 1 * (13, 26)
2. (13, -26) = -(13,
26)
E_-01520: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01519: r = 1 t = 1 #III =
1
E(Q) = <(14, 35)>
R = 1.3435896972
2 integral points
1. (14, 35) = 1 * (14,
35)
2. (14, -35) = -(14,
35)
E_-01518: r = 2 t = 1 #III =
1
E(Q) = <(1369/36,
49949/216)> x <(28417/324, 4784959/5832)>
R = 74.5497188283
0 integral points
E_-01517: r = 2 t = 1 #III =
1
E(Q) = <(21, 88)> x
<(239337/19321, 52614754/2685619)>
R = 43.4280348792
2 integral points
1. (21, 88) = 1 * (21,
88)
2. (21, -88) = -(21,
88)
E_-01516: r = 2 t = 1 #III =
1
E(Q) = <(125, 1397)> x
<(137/4, 1573/8)>
R = 23.9826036456
2 integral points
1. (125, 1397) = 1 * (125,
1397)
2. (125, -1397) = -(125,
1397)
E_-01515: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01514: r = 1 t = 1 #III =
1
E(Q) =
<(492521920971/603930625, 345650938878110269/14841595109375)>
R = 26.9314639330
0 integral points
E_-01513: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01512: r = 1 t = 1 #III =
1
E(Q) = <(58, 440)>
R = 3.4881007823
2 integral points
1. (58, 440) = 1 * (58,
440)
2. (58, -440) = -(58,
440)
E_-01511: r = 1 t = 1 #III =
1
E(Q) = <(38, 231)>
R = 2.8089332974
2 integral points
1. (38, 231) = 1 * (38,
231)
2. (38, -231) = -(38,
231)
E_-01510: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01509: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01508: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01507: r = 2 t = 1 #III =
1
E(Q) = <(419/25,
7072/125)> x <(32497/2304, 3985865/110592)>
R = 60.3090152995
0 integral points
E_-01506: r = 1 t = 1 #III =
1
E(Q) =
<(19171639243/48316401, 2654505549341351/335847303351)>
R = 23.6944611494
0 integral points
E_-01505: r = 1 t = 1 #III =
1
E(Q) =
<(14553021520006466961/77379768958429249,
55511201256711803716080404956/21524900024999590029673057)>
R = 44.1617764060
0 integral points
E_-01504: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01503: r = 2 t = 1 #III =
1
E(Q) = <(12, 15)> x
<(24, 111)>
R = 3.8868041223
6 integral points
1. (12, 15) = 1 * (12,
15)
2. (12, -15) = -(12,
15)
3. (24, 111) = 1 * (24,
111)
4. (24, -111) = -(24, 111)
5. (28, 143) = -1 * (12, 15)
- 1 * (24, 111)
6. (28, -143) = -(28,
143)
E_-01502: r = 2 t = 1 #III =
1
E(Q) = <(71, 597)> x
<(201/16, 1403/64)>
R = 20.8227113100
2 integral points
1. (71, 597) = 1 * (71,
597)
2. (71, -597) = -(71,
597)
E_-01501: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01500: r = 1 t = 1 #III =
1
E(Q) = <(40, 250)>
R = 1.3286942804
2 integral points
1. (40, 250) = 1 * (40,
250)
2. (40, -250) = -(40,
250)
E_-01499: r = 1 t = 1 #III =
1
E(Q) =
<(149020171441/3972780900, 56703631562229239/250404380127000)>
R = 25.9119378357
0 integral points
E_-01498: r = 1 t = 1 #III =
1
E(Q) =
<(268309369911363083/10995311942912089,
131621729554957364451548035/1152952280211141400505437)>
R = 40.4094567538
0 integral points
E_-01497: r = 1 t = 1 #III =
1
E(Q) = <(1753/81,
67760/729)>
R = 7.7806741606
0 integral points
E_-01496: r = 1 t = 1 #III =
1
E(Q) = <(16758/841,
1953536/24389)>
R =
9.3697618015
0 integral points
E_-01495: r = 1 t = 1 #III =
1
E(Q) = <(16, 51)>
R = 2.1715236349
2 integral points
1. (16, 51) = 1 * (16,
51)
2. (16, -51) = -(16,
51)
E_-01494: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01493: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01492: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01491: r = 1 t = 1 #III =
1
E(Q) = <(156115/2601,
61470172/132651)>
R = 12.0746027457
0 integral points
E_-01490: r = 2 t = 1 #III =
1
E(Q) = <(249/4, 3917/8)>
x <(167779/3249, 68350877/185193)>
R = 61.5633703688
0 integral points
E_-01489: r = 1 t = 1 #III =
1
E(Q) = <(233763077/337561,
3574068725018/196122941)>
R =
19.2799594578
0 integral points
E_-01488: r = 1 t = 1 #III =
1
E(Q) = <(96601/8100,
10520099/729000)>
R = 12.0077699746
0 integral points
E_-01487: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01486: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01485: r = 1 t = 1 #III =
1
E(Q) = <(949/81,
8092/729)>
R =
7.3925512875
0 integral points
E_-01484: r = 1 t = 1 #III =
1
E(Q) = <(113/4,
1161/8)>
R = 4.4198146805
0 integral points
E_-01483: r = 1 t = 1 #III =
1
E(Q) = <(38041/900, 7346339/27000)>
R = 10.7101827090
0 integral points
E_-01482: r = 2 t = 1 #III =
1
E(Q) = <(49/4, 151/8)> x
<(100723/529, 31962913/12167)>
R = 47.3824899611
0 integral points
E_-01481: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01480: r = 1 t = 1 #III =
1
E(Q) = <(277489/21609,
80206307/3176523)>
R = 13.0297806238
0 integral points
E_-01479: r = 2 t = 1 #III =
1
E(Q) = <(52, 373)> x
<(1963/9, 86966/27)>
R = 26.6109653130
2 integral points
1. (52, 373) = 1 * (52,
373)
2. (52, -373) = -(52,
373)
E_-01478: r = 3 t = 1 #III =
1
E(Q) = <(57/4, 301/8)> x
<(1359, 50099)> x <(2559, 129451)>
R = 190.2887750696
4 integral points
1. (1359, 50099) = 1 * (1359,
50099)
2. (1359, -50099) = -(1359,
50099)
3. (2559, 129451) = 1 *
(2559, 129451)
4. (2559, -129451) = -(2559,
129451)
E_-01477: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01476: r = 1 t = 1 #III =
1
E(Q) = <(18, 66)>
R = 1.8323859864
2 integral points
1. (18, 66) = 1 * (18,
66)
2. (18, -66) = -(18,
66)
E_-01475: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01474: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01473: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01472: r = 1 t = 1 #III =
1
E(Q) = <(12, 16)>
R = 1.6236581614
2 integral points
1. (12, 16) = 1 * (12,
16)
2. (12, -16) = -(12,
16)
E_-01471: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01470: r = 1 t = 1 #III =
1
E(Q) = <(535831/13689,
387394181/1601613)>
R = 13.3675599146
0 integral points
E_-01469: r = 1 t = 1 #III =
1
E(Q) = <(166305/6241,
65134174/493039)>
R = 12.2763044607
0 integral points
E_-01468: r = 1 t = 1 #III =
1
E(Q) = <(13, 27)>
R = 2.5055149756
2 integral points
1. (13, 27) = 1 * (13,
27)
2. (13, -27) = -(13,
27)
E_-01467: r = 1 t = 1 #III =
1
E(Q) = <(39607/9,
7882390/27)>
R = 10.5883490955
0 integral points
E_-01466: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01465: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01464: r = 2 t = 1 #III =
1
E(Q) = <(25, 119)> x
<(19090/1681, 52724/68921)>
R = 31.5374380142
2 integral points
1. (25, 119) = 1 * (25,
119)
2. (25, -119) = -(25,
119)
E_-01463: r = 1 t = 1 #III =
1
E(Q) = <(13876/9,
1634543/27)>
R = 9.0803462767
0 integral points
E_-01462: r = 1 t = 1 #III =
4
E(Q) = <(1991/25,
88711/125)>
R = 7.6836899337
0 integral points
E_-01461: r = 1 t = 1 #III =
1
E(Q) = <(125979637/522729,
1413929852632/377933067)>
R = 18.6805740376
0 integral points
E_-01460: r = 1 t = 1 #III =
1
E(Q) = <(486,
10714)>
R = 5.5074158963
2 integral points
1. (486, 10714) = 1 * (486,
10714)
2. (486, -10714) = -(486,
10714)
E_-01459: r = 1 t = 1 #III =
1
E(Q) = <(55818529/802816,
416124167985/719323136)>
R = 17.3881185592
0 integral points
E_-01458: r = 1 t = 1 #III =
1
E(Q) = <(27, 135)>
R = 1.3495768357
2 integral points
1. (27, 135) = 1 * (27,
135)
2. (27, -135) = -(27,
135)
E_-01457: r = 2 t = 1 #III =
1
E(Q) = <(81, 728)> x
<(165993/169, 67629212/2197)>
R = 50.2467066687
2 integral points
1. (81, 728) = 1 * (81, 728)
2. (81, -728) = -(81,
728)
E_-01456: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01455: r = 1 t = 1 #III =
1
E(Q) = <(106/9,
361/27)>
R = 4.7330308824
0 integral points
E_-01454: r = 2 t = 1 #III =
1
E(Q) = <(103/9, 181/27)>
x <(1921/144, 52415/1728)>
R = 41.2540558905
0 integral points
E_-01453: r = 1 t = 1 #III =
1
E(Q) = <(1937, 85250)>
R = 7.5724918718
2 integral points
1. (1937, 85250) = 1 * (1937,
85250)
2. (1937, -85250) = -(1937,
85250)
E_-01452: r = 1 t = 1 #III =
1
E(Q) = <(120817/1764,
41899465/74088)>
R = 11.8031775339
0 integral points
E_-01451: r = 2 t = 1 #III =
1
E(Q) = <(825/64,
13459/512)> x <(1935, 85118)>
R = 54.1371908172
2 integral points
1. (1935, 85118) = 1 * (1935,
85118)
2. (1935, -85118) = -(1935, 85118)
E_-01450: r = 1 t = 1 #III =
1
E(Q) = <(3730729/258064,
5196674133/131096512)>
R = 15.0277497535
0 integral points
E_-01449: r = 1 t = 1 #III =
1
E(Q) = <(2193/169,
59604/2197)>
R = 7.4494244398
0 integral points
E_-01448: r = 2 t = 1 #III =
1
E(Q) = <(14, 36)> x
<(106/9, 368/27)>
R = 8.2121582750
4 integral points
1. (14, 36) = 1 * (14,
36)
2. (14, -36) = -(14, 36)
3. (473, 10287) = -1 * (14,
36) + 1 * (106/9, 368/27)
4. (473, -10287) = -(473,
10287)
E_-01447: r = 1 t = 1 #III =
1
E(Q) = <(26, 127)>
R = 3.0554936472
2 integral points
1. (26, 127) = 1 * (26,
127)
2. (26, -127) = -(26,
127)
E_-01446: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01445: r = 1 t = 1 #III =
1
E(Q) = <(28729/1764,
3972403/74088)>
R = 10.6654535712
0 integral points
E_-01444: r = 1 t = 1 #III =
1
E(Q) = <(482,
10582)>
R = 5.4992174293
2 integral points
1. (482, 10582) = 1 * (482,
10582)
2. (482, -10582) = -(482,
10582)
E_-01443: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01442: r = 1 t = 1 #III =
1
E(Q) = <(155611/225,
61384609/3375)>
R = 11.9651606231
0 integral points
E_-01441: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01440: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01439: r = 3 t = 1 #III =
1
E(Q) = <(20, 81)> x
<(12, 17)> x <(15, 44)>
R = 12.4106282008
16 integral points
1. (20, 81) = 1 * (20,
81)
2. (20, -81) = -(20,
81)
3. (12, 17) = 1 * (12,
17)
4. (12, -17) = -(12,
17)
5. (32, 177) = -1 * (20, 81)
- 1 * (12, 17)
6. (32, -177) = -(32,
177)
7. (590, 14331) = -1 * (20,
81) + 1 * (15, 44)
8. (590, -14331) = -(590,
14331)
9. (15, 44) = 1 * (15,
44)
10. (15, -44) = -(15,
44)
11. (445650, 297502669) = -2 *
(20, 81) - 1 * (15, 44)
12. (445650, -297502669) =
-(445650, 297502669)
13. (54, 395) = -1 * (12, 17)
- 1 * (15, 44)
14. (54, -395) = -(54,
395)
15. (122, 1347) = 1 * (20, 81)
+ 1 * (12, 17) + 1 * (15, 44)
16. (122, -1347) = -(122,
1347)
E_-01438: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01437: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01436: r = 1 t = 1 #III =
1
E(Q) = <(6000,
464758)>
R = 7.7764749455
2 integral points
1. (6000, 464758) = 1 *
(6000, 464758)
2. (6000, -464758) = -(6000,
464758)
E_-01435: r = 2 t = 1 #III =
1
E(Q) = <(3551/289,
100694/4913)> x <(5051/361, 247696/6859)>
R = 65.4366193360
0 integral points
E_-01434: r = 1 t = 1 #III =
1
E(Q) = <(445801/39204,
46824715/7762392)>
R = 13.5530880328
0 integral points
E_-01433: r = 1 t = 1 #III =
1
E(Q) = <(5034759251977/109181341476,
11214279055308153275/36076353938548776)>
R = 29.3961068361
0 integral points
E_-01432: r = 2 t = 1 #III =
1
E(Q) = <(22, 96)> x
<(17, 59)>
R = 6.9076784892
6 integral points
1. (22, 96) = 1 * (22, 96)
2. (22, -96) = -(22,
96)
3. (922, 27996) = -1 * (22,
96) + 1 * (17, 59)
4. (922, -27996) = -(922,
27996)
5. (17, 59) = 1 * (17,
59)
6. (17, -59) = -(17,
59)
E_-01431: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01430: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01429: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01428: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01427: r = 1 t = 1 #III =
1
E(Q) = <(907687/74529,
396351710/20346417)>
R = 14.2325691691
0 integral points
E_-01426: r = 1 t = 1 #III =
1
E(Q) = <(1787/49,
74423/343)>
R = 7.6749551787
0 integral points
E_-01425: r = 2 t = 1 #III
= 1
E(Q) = <(121/9, 856/27)>
x <(1909/9, 83402/27)>
R = 35.7550744814
0 integral points
E_-01424: r = 1 t = 1 #III =
1
E(Q) =
<(647295959017/32381642601, 472081283130273517/5827044204407349)>
R =
27.5263189302
0 integral points
E_-01423: r = 1 t = 1 #III =
1
E(Q) = <(47, 320)>
R = 3.9957845480
2 integral points
1. (47, 320) = 1 * (47,
320)
2. (47, -320) = -(47,
320)
E_-01422: r = 1 t = 1 #III =
1
E(Q) = <(76119/169,
21000819/2197)>
R = 10.5229979327
0 integral points
E_-01421: r = 2 t = 1 #III =
1
E(Q) = <(53, 384)> x
<(57/4, 307/8)>
R = 15.5246384058
2 integral points
1. (53, 384) = 1 * (53,
384)
2. (53, -384) = -(53,
384)
E_-01420: r = 1 t = 1 #III =
1
E(Q) = <(9841/144,
974071/1728)>
R = 9.2949350357
0 integral points
E_-01419: r = 1 t = 1 #III =
1
E(Q) = <(128863/7569,
39045374/658503)>
R = 12.1485403791
0 integral points
E_-01418: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01417: r = 1 t = 1 #III =
1
E(Q) = <(135209/4900,
48011573/343000)>
R = 12.0581853848
0 integral points
E_-01416: r = 1 t = 1 #III =
1
E(Q) = <(454/9,
9620/27)>
R = 5.5605984979
0 integral points
E_-01415: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01414: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01413: r = 2 t = 1 #III =
1
E(Q) = <(13, 28)> x
<(2161/4, 100457/8)>
R = 22.5755304611
2 integral points
1. (13, 28) = 1 * (13,
28)
2. (13, -28) = -(13,
28)
E_-01412: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01411: r = 1 t = 1 #III =
1
E(Q) = <(29905/2304,
3080089/110592)>
R = 10.7907533851
0 integral points
E_-01410: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01409: r = 2 t = 1 #III =
1
E(Q) = <(313/9, 5444/27)>
x <(145549/1521, 55483570/59319)>
R = 64.7788648386
0 integral points
E_-01408: r = 1 t = 1 #III =
1
E(Q) = <(284/25,
952/125)>
R = 4.8057999587
0 integral points
E_-01407: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01406: r = 1 t = 1 #III =
1
E(Q) = <(1431/121,
20965/1331)>
R = 7.7908522984
0 integral points
E_-01405: r = 2 t = 1 #III =
1
E(Q) = <(241/16,
2871/64)> x <(409/36, 1693/216)>
R = 35.0100058533
0 integral points
E_-01404: r = 1 t = 1 #III =
1
E(Q) = <(12, 18)>
R = 0.6139416571
4 integral points
1. (12, 18) = 1 * (12,
18)
2. (12, -18) = -(12,
18)
3. (120, 1314) = -2 * (12,
18)
4. (120, -1314) = -(120, 1314)
E_-01403: r = 1 t = 1 #III =
1
E(Q) = <(62798051/207025,
497632037076/94196375)>
R = 17.4288197765
0 integral points
E_-01402: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-01401: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01400: r = 1 t = 1 #III =
1
E(Q) = <(30, 160)>
R = 1.8591212065
2 integral points
1. (30, 160) = 1 * (30,
160)
2. (30, -160) = -(30,
160)
E_-01399: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01398: r = 1 t = 1 #III =
1
E(Q) =
<(6799906351/594140625, 145642079878901/14482177734375)>
R = 23.1788110974
0 integral points
E_-01397: r = 1 t = 1 #III =
1
E(Q) = <(636597721/10112400,
16016891922019/32157432000)>
R =
20.3802016214
0 integral points
E_-01396: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01395: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01394: r = 2 t = 1 #III =
1
E(Q) = <(81/4, 665/8)> x
<(53993/4624, 4425099/314432)>
R = 46.6472664586
0 integral points
E_-01393: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-01392: r = 2 t = 1 #III =
1
E(Q) = <(16, 52)> x
<(49/4, 169/8)>
R = 7.1517398576
4 integral points
1. (16, 52) = 1 * (16,
52)
2. (16, -52) = -(16,
52)
3. (352, 6604) = -1 * (16,
52) + 1 * (49/4, 169/8)
4. (352, -6604) = -(352,
6604)
E_-01391: r = 1 t = 1 #III =
1
E(Q) = <(90, 853)>
R = 4.1137598199
2 integral points
1. (90, 853) = 1 * (90,
853)
2. (90, -853) = -(90,
853)
E_-01390: r = 1 t = 1 #III =
1
E(Q) = <(101729/5476,
28714543/405224)>
R = 11.8807322588
0 integral points
E_-01389: r = 1 t = 1 #III =
1
E(Q) = <(37678057/933156,
228824081963/901428696)>
R = 17.6122207149
0 integral points
E_-01388: r = 2 t = 1 #III =
1
E(Q) = <(117, 1265)> x
<(18157/1521, 1049725/59319)>
R = 49.7168319703
2 integral points
1. (117, 1265) = 1 * (117,
1265)
2. (117, -1265) = -(117,
1265)
E_-01387: r = 1 t = 1 #III =
1
E(Q) = <(457/4,
9765/8)>
R = 5.6352944135
0 integral points
E_-01386: r = 0 t = 1 #III
= 4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01385: r = 2 t = 1 #III =
1
E(Q) = <(281/4, 4701/8)>
x <(1961/49, 85896/343)>
R = 37.2688128151
0 integral points
E_-01384: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01383: r = 1 t = 1 #III =
1
E(Q) = <(19, 74)>
R = 3.2874094371
2 integral points
1. (19, 74) = 1 * (19,
74)
2. (19, -74) = -(19,
74)
E_-01382: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01381: r = 1 t = 1 #III =
1
E(Q) =
<(584963502815850245/3213802926110569,
447345857110489364604608264/182191815181816640274997)>
R = 40.9479245198
0 integral points
E_-01380: r = 1 t = 1 #III =
1
E(Q) = <(221341/7569,
101220049/658503)>
R = 12.5359907730
0 integral points
E_-01379: r = 2 t = 1 #III =
1
E(Q) = <(417/16,
8177/64)> x <(1395/121, 16484/1331)>
R = 48.5875011301
0 integral points
E_-01378: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01377: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01376: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01375: r = 1 t = 1 #III =
1
E(Q) = <(14, 37)>
R = 2.6275679978
2 integral points
1. (14, 37) = 1 * (14,
37)
2. (14, -37) = -(14,
37)
E_-01374: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01373: r = 2 t = 1 #III =
1
E(Q) = <(18657/1156,
2091215/39304)> x <(46617/3136, 7678595/175616)>
R = 114.1762319795
0 integral points
E_-01372: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01371: r = 2 t = 1 #III =
1
E(Q) = <(475/9,
10304/27)> x <(943/81, 10486/729)>
R = 44.7028870546
0 integral points
E_-01370: r = 1 t = 1 #III =
1
E(Q) = <(60356331/5221225,
157701763229/11930499125)>
R = 18.4468430082
0 integral points
E_-01369: r = 2 t = 1 #III =
1
E(Q) = <(37, 222)> x
<(185, 2516)>
R = 2.3404995766
4 integral points
1. (37, 222) = 1 * (37,
222)
2. (37, -222) = -(37,
222)
3. (185, 2516) = 1 * (185,
2516)
4. (185, -2516) = -(185,
2516)
E_-01368: r = 1 t = 1 #III =
1
E(Q) = <(49, 341)>
R = 4.0298293221
2 integral points
1. (49, 341) = 1 * (49,
341)
2. (49, -341) = -(49,
341)
E_-01367: r = 1 t = 1 #III =
1
E(Q) = <(12, 19)>
R = 2.5369361822
2 integral points
1. (12, 19) = 1 * (12,
19)
2. (12, -19) = -(12,
19)
E_-01366: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01365: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01364: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01363: r = 2 t = 1 #III =
1
E(Q) = <(371/25, 5456/125)>
x <(497/16, 10825/64)>
R = 32.3667203621
0 integral points
E_-01362: r = 1 t = 1 #III =
1
E(Q) = <(226603/16641,
73207585/2146689)>
R = 12.7913695204
0 integral points
E_-01361: r = 1 t = 1 #III =
1
E(Q) =
<(888257903401/63991797156, 586682653798209205/16187748959364696)>
R = 27.9651744286
0 integral points
E_-01360: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01359: r = 1 t = 1 #III =
1
E(Q) = <(1450/49,
53747/343)>
R = 7.0420662678
0 integral points
E_-01358: r = 2 t = 1 #III =
1
E(Q) = <(431/25,
7671/125)> x <(1367/121, 12195/1331)>
R =
40.1592559437
0 integral points
E_-01357: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01356: r = 3 t = 1 #III =
1
E(Q) = <(13, 29)> x
<(61, 475)> x <(313/16, 5011/64)>
R = 68.6819360843
4 integral points
1. (13, 29) = 1 * (13,
29)
2. (13, -29) = -(13,
29)
3. (61, 475) = 1 * (61,
475)
4. (61, -475) = -(61,
475)
E_-01355: r = 1 t = 1 #III =
1
E(Q) = <(604235449/4112784,
14849659487827/8340725952)>
R = 20.2657435490
0 integral points
E_-01354: r = 1 t = 1 #III =
1
E(Q) = <(40922963/247009,
261749548159/122763473)>
R = 17.5682323444
0 integral points
E_-01353: r = 1 t = 1 #III =
1
E(Q) =
<(2003252103121/34864358400, 2825199230285357081/6509873000448000)>
R = 28.4433467880
0 integral points
E_-01352: r = 1 t = 1 #III =
1
E(Q) = <(534/25, 11452/125)>
R = 5.8928500174
0 integral points
E_-01351: r = 1 t = 1 #III =
1
E(Q) = <(23, 104)>
R = 3.4205920780
2 integral points
1. (23, 104) = 1 * (23, 104)
2. (23, -104) = -(23,
104)
E_-01350: r = 1 t = 1 #III =
1
E(Q) = <(15, 45)>
R = 0.5919377658
4 integral points
1. (15, 45) = 1 * (15,
45)
2. (15, -45) = -(15,
45)
3. (199, 2807) = 3 * (15,
45)
4. (199, -2807) = -(199,
2807)
E_-01349: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01348: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01347: r = 1 t = 1 #III =
1
E(Q) =
<(5355892873/411521796, 244464243061445/8348131153656)>
R = 22.8788524348
0 integral points
E_-01346: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01345: r = 1 t = 1 #III =
1
E(Q) =
<(9881537680280463146909/73592557201377539809,
982010472581562242316088638859882/631321880029182445796645784623)>
R = 50.6954448777
0 integral points
E_-01344: r = 1 t = 1 #III =
1
E(Q) = <(148/9,
1504/27)>
R = 3.9987249361
0 integral points
E_-01343: r = 2 t = 1 #III =
1
E(Q) = <(18, 67)> x
<(84, 769)>
R =
11.0690542071
4 integral points
1. (18, 67) = 1 * (18,
67)
2. (18, -67) = -(18,
67)
3. (84, 769) = 1 * (84,
769)
4. (84, -769) = -(84,
769)
E_-01342: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01341: r = 1 t = 1 #III =
1
E(Q) = <(33, 186)>
R = 2.9656877692
2 integral points
1. (33, 186) = 1 * (33,
186)
2. (33, -186) = -(33,
186)
E_-01340: r = 1 t = 1 #III =
1
E(Q) = <(21, 89)>
R = 3.3541422628
2 integral points
1. (21, 89) = 1 * (21,
89)
2. (21, -89) = -(21,
89)
E_-01339: r = 1 t = 1 #III =
1
E(Q) = <(19871953/1774224,
19208666521/2363266368)>
R = 17.3467522459
0 integral points
E_-01338: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01337: r = 2 t = 1 #III =
1
E(Q) = <(109/9, 566/27)>
x <(144397/9, 54870290/27)>
R = 60.1964391198
0 integral points
E_-01336: r = 1 t = 1 #III =
1
E(Q) = <(31678/1521,
5204584/59319)>
R = 9.9819519958
0 integral points
E_-01335: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01334: r = 1 t = 1 #III =
1
E(Q) = <(1335/121,
4001/1331)>
R = 7.7449545850
0 integral points
E_-01333: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01332: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01331: r = 1 t = 2 #III =
1
E(Q) = <(443, 9324)> x
<(11, 0)>
R = 5.5595329915
3 integral points
1. (11, 0) = (11, 0)
2. (443, 9324) = 1 * (443,
9324)
3. (443, -9324) = -(443,
9324)
E_-01330: r = 2 t = 1 #III =
1
E(Q) = <(11, 1)> x
<(13412009/111556, 49099209643/37259704)>
R = 48.4016273314
2 integral points
1. (11, 1) = 1 * (11,
1)
2. (11, -1) = -(11, 1)
E_-01329: r = 2 t = 1 #III =
1
E(Q) = <(1117/81,
26218/729)> x <(17521/144, 2318345/1728)>
R = 66.4595757392
0 integral points
E_-01328: r = 2 t = 1 #III =
1
E(Q) = <(12, 20)> x
<(276/25, 524/125)>
R = 7.2363888249
4 integral points
1. (12, 20) = 1 * (12,
20)
2. (12, -20) = -(12,
20)
3. (612, 15140) = -1 * (12,
20) + 1 * (276/25, 524/125)
4. (612, -15140) = -(612,
15140)
E_-01327: r = 2 t = 1 #III =
1
E(Q) = <(11, 2)> x
<(281/16, 4093/64)>
R = 17.2285362604
2 integral points
1. (11, 2) = 1 * (11,
2)
2. (11, -2) = -(11, 2)
E_-01326: r = 1 t = 1 #III =
1
E(Q) = <(1575738126603554298025/56222934316566723216,
60636795644778215514974035405973/421570547691874485077551299264)>
R = 49.0440121088
0 integral points
E_-01325: r = 2 t = 1 #III =
1
E(Q) = <(69, 572)> x
<(173109/2209, 71925152/103823)>
R =
48.8090955611
2 integral points
1. (69, 572) = 1 * (69,
572)
2. (69, -572) = -(69,
572)
E_-01324: r = 1 t = 1 #III =
1
E(Q) = <(1765,
74151)>
R = 6.9304260468
2 integral points
1. (1765, 74151) = 1 * (1765,
74151)
2. (1765, -74151) = -(1765,
74151)
E_-01323: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01322: r = 2 t = 1 #III =
1
E(Q) = <(11, 3)> x
<(177/16, 361/64)>
R = 13.3606741761
6 integral points
1. (11, 3) = 1 * (11,
3)
2. (11, -3) = -(11, 3)
3. (19091, 2637807) = 1 *
(11, 3) - 1 * (177/16, 361/64)
4. (19091, -2637807) = -(19091,
2637807)
5. (1763, 74025) = -1 * (11,
3) - 1 * (177/16, 361/64)
6. (1763, -74025) = -(1763,
74025)
E_-01321: r = 2 t = 1 #III =
1
E(Q) = <(41, 260)> x
<(520925/6889, 375403526/571787)>
R = 51.1743412666
2 integral points
1. (41, 260) = 1 * (41,
260)
2. (41, -260) = -(41,
260)
E_-01320: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01319: r = 1 t = 1 #III =
1
E(Q) = <(2876881/129600,
4575933721/46656000)>
R = 15.1647628915
0 integral points
E_-01318: r = 1 t = 1 #III =
1
E(Q) = <(112913/484,
37939655/10648)>
R = 11.6632637710
0 integral points
E_-01317: r = 1 t = 1 #III =
1
E(Q) = <(1513/81,
52570/729)>
R = 7.6650530650
0 integral points
E_-01316: r = 1 t = 1 #III =
1
E(Q) = <(31138/1521,
5055686/59319)>
R = 9.9683028209
0 integral points
E_-01315: r = 3 t = 1 #III =
1
E(Q) = <(11, 4)> x
<(49/4, 183/8)> x <(121/4, 1299/8)>
R = 44.5191112041
4 integral points
1. (439, 9198) = 1 * (11, 4)
- 1 * (49/4, 183/8)
2. (439, -9198) = -(439,
9198)
3. (11, 4) = 1 * (11,
4)
4. (11, -4) = -(11, 4)
E_-01314: r = 1 t = 1 #III =
1
E(Q) = <(465/4,
10023/8)>
R = 5.4674711879
0 integral points
E_-01313: r = 2 t = 1 #III =
1
E(Q) = <(17, 60)> x
<(309/25, 2998/125)>
R = 15.1977402858
2 integral points
1. (17, 60) = 1 * (17,
60)
2. (17, -60) = -(17,
60)
E_-01312: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01311: r = 1 t = 1 #III =
1
E(Q) = <(370,
7117)>
R = 5.4695938323
2 integral points
1. (370, 7117) = 1 * (370,
7117)
2. (370, -7117) = -(370,
7117)
E_-01310: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01309: r = 1 t = 1 #III =
1
E(Q) = <(141373/9,
53155684/27)>
R = 11.8595853635
0 integral points
E_-01308: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01307: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01306: r = 2 t = 1 #III =
1
E(Q) = <(11, 5)> x
<(577/4, 13857/8)>
R = 16.8841285418
2 integral points
1. (11, 5) = 1 * (11,
5)
2. (11, -5) = -(11, 5)
E_-01305: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01304: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01303: r = 1 t = 1 #III =
1
E(Q) = <(88778/961,
26430103/29791)>
R = 11.0043073766
0 integral points
E_-01302: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01301: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01300: r = 2 t = 1 #III =
1
E(Q) = <(14, 38)> x
<(1414/9, 53162/27)>
R = 15.7653919318
2 integral points
1. (14, 38) = 1 * (14,
38)
2. (14, -38) = -(14,
38)
E_-01299: r = 2 t = 1 #III =
1
E(Q) = <(415/9, 8398/27)>
x <(1975/81, 83746/729)>
R = 39.1387427900
0 integral points
E_-01298: r = 1 t = 1 #III =
1
E(Q) =
<(48683306444763/1000054000729,
337763760053502431615/1000081002187019683)>
R = 31.6528867443
0 integral points
E_-01297: r = 2 t = 1 #III =
1
E(Q) = <(13, 30)> x
<(5721049/511225, 3736461468/365525875)>
R =
37.6732033906
2 integral points
1. (13, 30) = 1 * (13,
30)
2. (13, -30) = -(13,
30)
E_-01296: r = 1 t = 1 #III =
1
E(Q) = <(193,
2681)>
R = 5.2974100073
2 integral points
1. (193, 2681) = 1 * (193, 2681)
2. (193, -2681) = -(193,
2681)
E_-01295: r = 1 t = 1 #III =
1
E(Q) = <(11, 6)>
R = 2.3936878573
2 integral points
1. (11, 6) = 1 * (11,
6)
2. (11, -6) = -(11, 6)
E_-01294: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01293: r = 2 t = 1 #III =
1
E(Q) = <(97/4, 911/8)> x
<(108673/7921, 25314262/704969)>
R = 57.7403784785
0 integral points
E_-01292: r = 1 t = 1 #III =
1
E(Q) = <(6673/576,
224135/13824)>
R = 9.3271830263
0 integral points
E_-01291: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01290: r = 1 t = 1 #III =
1
E(Q) =
<(50563468243171/4467782646369,
119286737545837915801/9443610260804558097)>
R = 32.0858305463
0 integral points
E_-01289: r = 1 t = 1 #III =
1
E(Q) =
<(438747774553/18522665604, 276165306410436541/2520897743373192)>
R = 27.0804407641
0 integral points
E_-01288: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01287: r = 2 t = 1 #III =
1
E(Q) = <(12, 21)> x
<(36, 213)>
R = 3.9255880239
6 integral points
1. (12, 21) = 1 * (12,
21)
2. (12, -21) = -(12,
21)
3. (36, 213) = 1 * (36,
213)
4. (36, -213) = -(36,
213)
5. (16, 53) = -1 * (12, 21) -
1 * (36, 213)
6. (16, -53) = -(16,
53)
E_-01286: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01285: r = 2 t = 1 #III =
1
E(Q) = <(29, 152)> x
<(147401/7921, 50635646/704969)>
R = 42.4036223881
2 integral points
1. (29, 152) = 1 * (29,
152)
2. (29, -152) = -(29,
152)
E_-01284: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01283: r = 1 t = 1 #III =
1
E(Q) =
<(13830588817/1266363396, 200057546797145/45064807810056)>
R = 23.8971126310
0 integral points
E_-01282: r = 1 t = 1 #III =
9
E(Q) = <(11, 7)>
R = 2.9414519567
2 integral points
1. (11, 7) = 1 * (11,
7)
2. (11, -7) = -(11, 7)
E_-01281: r = 1 t = 1 #III =
1
E(Q) = <(1980873536545/174901276944,
958604894886256561/73145812833304128)>
R = 28.8447586430
0 integral points
E_-01280: r = 1 t = 1 #III =
1
E(Q) = <(24, 112)>
R = 1.3679041241
2 integral points
1. (24, 112) = 1 * (24,
112)
2. (24, -112) = -(24,
112)
E_-01279: r = 1 t = 1 #III =
1
E(Q) = <(34, 195)>
R = 2.7078425342
2 integral points
1. (34, 195) = 1 * (34,
195)
2. (34, -195) = -(34, 195)
E_-01278: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01277: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01276: r = 1 t = 1 #III =
1
E(Q) = <(20, 82)>
R = 2.3906400897
2 integral points
1. (20, 82) = 1 * (20,
82)
2. (20, -82) = -(20,
82)
E_-01275: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01274: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01273: r = 1 t = 1 #III =
1
E(Q) = <(2790173/41209, 4651085270/8365427)>
R = 14.9395691212
0 integral points
E_-01272: r = 1 t = 1 #III =
1
E(Q) = <(34594/225,
6433172/3375)>
R = 9.8015849525
0 integral points
E_-01271: r = 2 t = 1 #III =
1
E(Q) = <(66, 535)> x <(100/9, 271/27)>
R = 17.8975758795
2 integral points
1. (66, 535) = 1 * (66,
535)
2. (66, -535) = -(66,
535)
E_-01270: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01269: r = 1 t = 1 #III =
1
E(Q) = <(16945/1156,
1704439/39304)>
R = 10.1602982994
0 integral points
E_-01268: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01267: r = 1 t = 1 #III =
9
E(Q) = <(11, 8)>
R = 2.9396572720
2 integral points
1. (11, 8) = 1 * (11,
8)
2. (11, -8) = -(11, 8)
E_-01266: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01265: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01264: r = 1 t = 1 #III =
1
E(Q) = <(104, 1060)>
R = 3.3218967534
2 integral points
1. (104, 1060) = 1 * (104,
1060)
2. (104, -1060) = -(104,
1060)
E_-01263: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01262: r = 1 t = 1 #III =
1
E(Q) =
<(64005696953119/3284703140625,
466357459371130017847/5953113854490234375)>
R = 32.1157741243
0 integral points
E_-01261: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01260: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01259: r = 3 t = 1 #III =
1
E(Q) = <(15, 46)> x
<(35, 204)> x <(207, 2978)>
R = 42.8392439445
6 integral points
1. (15, 46) = 1 * (15,
46)
2. (15, -46) = -(15,
46)
3. (35, 204) = 1 * (35,
204)
4. (35, -204) = -(35,
204)
5. (207, 2978) = 1 * (207, 2978)
6. (207, -2978) = -(207,
2978)
E_-01258: r = 2 t = 1 #III =
1
E(Q) = <(1379, 51209)> x
<(49721/1444, 10914733/54872)>
R = 76.6816437813
2 integral points
1. (1379, 51209) = 1 * (1379, 51209)
2. (1379, -51209) = -(1379,
51209)
E_-01257: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01256: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01255: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01254: r = 1 t = 1 #III =
1
E(Q) =
<(21471396144017527/1906935359477841,
1096833287879045405367407/83272951444232674851111)>
R = 38.1351343936
0 integral points
E_-01253: r = 1 t = 1 #III =
1
E(Q) = <(3957/361,
54860/6859)>
R = 8.8249248815
0 integral points
E_-01252: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01251: r = 1 t = 1 #III =
1
E(Q) = <(143190775/2461761,
1707999564862/3862503009)>
R = 18.8928728451
0 integral points
E_-01250: r = 1 t = 1 #III =
1
E(Q) = <(11, 9)>
R = 2.3882967888
2 integral points
1. (11, 9) = 1 * (11,
9)
2. (11, -9) = -(11, 9)
E_-01249: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01248: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01247: r = 1 t = 1 #III =
1
E(Q) = <(5482/441,
240409/9261)>
R = 8.6329446093
0 integral points
E_-01246: r = 1 t = 1 #III =
1
E(Q) = <(179921639/14938225,
1292624776213/57736239625)>
R = 19.5071470215
0 integral points
E_-01245: r = 1 t = 1 #III =
1
E(Q) = <(106249/36,
34632773/216)>
R = 11.5757824326
0 integral points
E_-01244: r = 2 t = 1 #III =
1
E(Q) = <(12, 22)> x
<(384/25, 6098/125)>
R = 11.1836501424
2 integral points
1. (12, 22) = 1 * (12,
22)
2. (12, -22) = -(12,
22)
E_-01243: r = 1 t = 1 #III =
1
E(Q) = <(331/25,
4104/125)>
R = 5.7122660688
0 integral points
E_-01242: r = 1 t = 1 #III = 1
E(Q) = <(11433/196,
1218645/2744)>
R = 7.8089397467
0 integral points
E_-01241: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01240: r = 0 t = 1 #III = 4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01239: r = 1 t = 1 #III =
1
E(Q) = <(22, 97)>
R = 2.9182481836
2 integral points
1. (22, 97) = 1 * (22,
97)
2. (22, -97) = -(22,
97)
E_-01238: r = 2 t = 1 #III =
1
E(Q) = <(39, 241)> x
<(128073/10816, 23114437/1124864)>
R = 45.4017638012
2 integral points
1. (39, 241) = 1 * (39,
241)
2. (39, -241) = -(39,
241)
E_-01237: r = 1 t = 1 #III =
1
E(Q) = <(120953/5041,
40137730/357911)>
R = 11.9696305615
0 integral points
E_-01236: r = 3 t = 1 #III =
1
E(Q) = <(13, 31)> x
<(46, 310)> x <(97/4, 913/8)>
R =
40.0198437310
6 integral points
1. (13, 31) = 1 * (13,
31)
2. (13, -31) = -(13,
31)
3. (46, 310) = 1 * (46,
310)
4. (46, -310) = -(46,
310)
5. (310, 5458) = -1 * (46,
310) + 1 * (97/4, 913/8)
6. (310, -5458) = -(310,
5458)
E_-01235: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01234: r = 2 t = 1 #III =
1
E(Q) = <(19, 75)> x
<(491179/42025, 164049783/8615125)>
R = 35.5596137114
2 integral points
1. (19, 75) = 1 * (19,
75)
2. (19, -75) = -(19,
75)
E_-01233: r = 1 t = 1 #III =
1
E(Q) = <(753/64,
10185/512)>
R = 6.3993769466
0 integral points
E_-01232: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01231: r = 1 t = 1 #III =
1
E(Q) = <(11, 10)>
R = 2.9352806945
2 integral points
1. (11, 10) = 1 * (11,
10)
2. (11, -10) = -(11,
10)
E_-01230: r = 2 t = 1 #III =
1
E(Q) = <(31, 169)> x
<(162631/8649, 59208139/804357)>
R = 42.9111433678
2 integral points
1. (31, 169) = 1 * (31, 169)
2. (31, -169) = -(31,
169)
E_-01229: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01228: r = 0 t = 1 #III =
9
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-01227: r = 2 t = 1 #III =
1
E(Q) = <(1627/9,
65620/27)> x <(2659/225, 69452/3375)>
R = 55.7119652019
0 integral points
E_-01226: r = 1 t = 1 #III =
1
E(Q) = <(70421479867/104714289,
18687742686934363/1071541319337)>
R = 24.9875514715
0 integral points
E_-01225: r = 1 t = 1 #III =
1
E(Q) = <(25, 120)>
R = 1.8521263062
2 integral points
1. (25, 120) = 1 * (25, 120)
2. (25, -120) = -(25,
120)
E_-01224: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01223: r = 1 t = 1 #III =
1
E(Q) = <(14, 39)>
R = 2.0630181470
2 integral points
1. (14, 39) = 1 * (14,
39)
2. (14, -39) = -(14,
39)
E_-01222: r = 2 t = 1 #III =
1
E(Q) = <(263, 4265)> x
<(1889/100, 74287/1000)>
R = 43.8240592343
2 integral points
1. (263, 4265) = 1 * (263,
4265)
2. (263, -4265) = -(263,
4265)
E_-01221: r = 0 t = 1 #III = 16 ( 4 x 4 )
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01220: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01219: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01218: r = 1 t = 1 #III =
1
E(Q) = <(131419/225,
47641553/3375)>
R = 11.7973902474
0 integral points
E_-01217: r = 1 t = 1 #III =
1
E(Q) = <(103809/100,
33446623/1000)>
R = 11.5566331537
0 integral points
E_-01216: r = 1 t = 1 #III =
1
E(Q) = <(28, 144)>
R = 1.6254124053
2 integral points
1. (28, 144) = 1 * (28,
144)
2. (28, -144) = -(28,
144)
E_-01215: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01214: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01213: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01212: r = 1 t = 1 #III =
1
E(Q) = <(13588/1089,
971362/35937)>
R = 9.0730269157
0 integral points
E_-01211: r = 1 t = 1 #III =
1
E(Q) = <(32713/36,
5916709/216)>
R = 10.4027417815
0 integral points
E_-01210: r = 2 t = 1 #III =
1
E(Q) = <(11, 11)> x
<(1499/49, 56797/343)>
R = 10.0099417173
2 integral points
1. (11, 11) = 1 * (11,
11)
2. (11, -11) = -(11, 11)
E_-01209: r = 1 t = 1 #III =
1
E(Q) = <(422466625/304704,
8683374050207/168196608)>
R = 19.8663464753
0 integral points
E_-01208: r = 3 t = 1 #III =
1
E(Q) = <(18, 68)> x
<(78, 688)> x <(402, 8060)>
R = 39.7517379280
8 integral points
1. (18, 68) = 1 * (18,
68)
2. (18, -68) = -(18,
68)
3. (78, 688) = 1 * (78,
688)
4. (78, -688) = -(78,
688)
5. (249, 3929) = 1 * (78,
688) - 1 * (402, 8060)
6. (249, -3929) = -(249,
3929)
7. (402, 8060) = 1 * (402,
8060)
8. (402, -8060) = -(402,
8060)
E_-01207: r = 1 t = 1 #III =
1
E(Q) = <(49/4,
201/8)>
R = 3.8299247932
0 integral points
E_-01206: r = 1 t = 1 #III =
1
E(Q) = <(495,
11013)>
R = 5.4853733860
2 integral points
1. (495, 11013) = 1 * (495,
11013)
2. (495, -11013) = -(495,
11013)
E_-01205: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01204: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01203: r = 1 t = 1 #III =
1
E(Q) = <(475986817/21123216,
9823592659265/97082300736)>
R = 20.2611627785
0 integral points
E_-01202: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01201: r = 1 t = 1 #III =
1
E(Q) = <(1601,
64060)>
R = 7.3824669822
2 integral points
1. (1601, 64060) = 1 * (1601,
64060)
2. (1601, -64060) = -(1601,
64060)
E_-01200: r = 0 t = 1 #III
= 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01199: r = 2 t = 1 #III =
1
E(Q) = <(12, 23)> x
<(1599, 63940)>
R = 18.3138882635
4 integral points
1. (12, 23) = 1 * (12,
23)
2. (12, -23) = -(12,
23)
3. (1599, 63940) = 1 * (1599,
63940)
4. (1599, -63940) = -(1599,
63940)
E_-01198: r = 2 t = 1 #III =
1
E(Q) = <(151/9, 1603/27)>
x <(1639/25, 66213/125)>
R = 37.2737917122
0 integral points
E_-01197: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01196: r = 1 t = 1 #III =
1
E(Q) = <(185/16,
1197/64)>
R = 5.1819337080
0 integral points
E_-01195: r = 1 t = 1 #III =
1
E(Q) = <(12089401/298116,
41656316941/162771336)>
R = 16.4667881612
0 integral points
E_-01194: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-01193: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01192: r = 3 t = 1 #III =
1
E(Q) = <(26, 128)> x
<(17, 61)> x <(314/25, 3512/125)>
R = 45.5057971580
8 integral points
1. (398, 7940) = -1 * (26,
128) + 1 * (17, 61)
2. (398, -7940) = -(398,
7940)
3. (26, 128) = 1 * (26,
128)
4. (26, -128) = -(26,
128)
5. (17, 61) = 1 * (17,
61)
6. (17, -61) = -(17,
61)
7. (153761, 60293333) = -1 *
(26, 128) - 1 * (17, 61) - 1 * (314/25,3512/125)
8. (153761, -60293333) =
-(153761, 60293333)
E_-01191: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01190: r = 1 t = 1 #III =
1
E(Q) =
<(5944676446620668031/61189930535020225,
14484727858717233269768918821/15136307438876854952046625)>
R = 43.2959517601
0 integral points
E_-01189: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01188: r = 1 t = 1 #III =
1
E(Q) = <(42, 270)>
R = 1.5498993886
2 integral points
1. (42, 270) = 1 * (42,
270)
2. (42, -270) = -(42,
270)
E_-01187: r = 3 t = 1 #III =
1
E(Q) = <(11, 12)> x
<(27, 136)> x <(129/4, 1439/8)>
R = 38.3208721908
4 integral points
1. (11, 12) = 1 * (11,
12)
2. (11, -12) = -(11,
12)
3. (27, 136) = 1 * (27,
136)
4. (27, -136) = -(27,
136)
E_-01186: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01185: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01184: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01183: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01182: r = 1 t = 1 #III =
1
E(Q) = <(4663/441,
3835/9261)>
R = 8.9966981177
0 integral points
E_-01181: r = 1 t = 1 #III =
1
E(Q) = <(28077/1849,
3829892/79507)>
R = 10.6434917091
0 integral points
E_-01180: r = 1 t = 1 #III =
1
E(Q) = <(16, 54)>
R = 1.6813361563
2 integral points
1. (16, 54) = 1 * (16,
54)
2. (16, -54) = -(16,
54)
E_-01179: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01178: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-01177: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01176: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01175: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01174: r = 1 t = 1 #III =
1
E(Q) = <(127135/441,
45330139/9261)>
R = 11.7755037431
0 integral points
E_-01173: r = 3 t = 1 #III =
1
E(Q) = <(13, 32)> x
<(169/16, 149/64)> x <(4537/49, 305374/343)>
R = 126.8128151569
2 integral points
1. (13, 32) = 1 * (13,
32)
2. (13, -32) = -(13,
32)
E_-01172: r = 1 t = 1 #III =
1
E(Q) = <(30958/441,
5437790/9261)>
R = 9.7392019963
0 integral points
E_-01171: r = 1 t = 1 #III =
1
E(Q) = <(66769/6084,
5827015/474552)>
R = 11.6398986560
0 integral points
E_-01170: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01169: r = 2 t = 1 #III =
1
E(Q) = <(65/4, 447/8)> x
<(2697/256, 2213/4096)>
R = 33.3319272338
0 integral points
E_-01168: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01167: r = 1 t = 1 #III =
1
E(Q) = <(724/9,
19459/27)>
R =
6.2029114374
0 integral points
E_-01166: r = 2 t = 1 #III =
1
E(Q) = <(15, 47)> x
<(705/64, 6689/512)>
R = 21.3772346617
2 integral points
1. (15, 47) = 1 * (15,
47)
2. (15, -47) = -(15,
47)
E_-01165: r = 1 t = 1 #III =
1
E(Q) =
<(1648867516735541/191522642689,
66954326087016326572256/83816628687915137)>
R = 35.0396167720
0 integral points
E_-01164: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01163: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01162: r = 2 t = 1 #III =
1
E(Q) = <(11, 13)> x
<(673/4, 17457/8)>
R = 17.3674416610
2 integral points
1. (11, 13) = 1 * (11,
13)
2. (11, -13) = -(11,
13)
E_-01161: r = 2 t = 1 #III =
1
E(Q) = <(21, 90)> x
<(57/4, 333/8)>
R = 5.5707137700
4 integral points
1. (21, 90) = 1 * (21,
90)
2. (21, -90) = -(21,
90)
3. (345, 6408) = -1 * (21,
90) + 1 * (57/4, 333/8)
4. (345, -6408) = -(345,
6408)
E_-01160: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01159: r = 1 t = 1 #III =
1
E(Q) = <(62, 487)>
R = 3.7686570649
2 integral points
1. (62, 487) = 1 * (62,
487)
2. (62, -487) = -(62,
487)
E_-01158: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01157: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01156: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01155: r = 2 t = 1 #III =
1
E(Q) = <(529/36,
9703/216)> x <(9601/576, 815039/13824)>
R = 58.1476544582
0 integral points
E_-01154: r = 1 t = 1 #III =
1
E(Q) = <(40755/2401,
7191661/117649)>
R = 10.9751639504
0 integral points
E_-01153: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01152: r = 1 t = 1 #III =
1
E(Q) = <(12, 24)>
R = 0.8557554783
4 integral points
1. (12, 24) = 1 * (12,
24)
2. (12, -24) = -(12,
24)
3. (57, 429) = -2 * (12,
24)
4. (57, -429) = -(57,
429)
E_-01151: r = 1 t = 1 #III =
1
E(Q) = <(210,
3043)>
R = 4.9156856025
2 integral points
1. (210, 3043) = 1 * (210,
3043)
2. (210, -3043) = -(210, 3043)
E_-01150: r = 1 t = 1 #III =
1
E(Q) = <(17345/676,
2205215/17576)>
R = 8.9324361646
0 integral points
E_-01149: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01148: r = 1 t = 1 #III =
1
E(Q) = <(72, 610)>
R = 3.4415398077
2 integral points
1. (72, 610) = 1 * (72,
610)
2. (72, -610) = -(72,
610)
E_-01147: r = 2 t = 1 #III =
1
E(Q) = <(377/4, 7315/8)> x <(299/25,
2968/125)>
R = 32.8618413169
0 integral points
E_-01146: r = 1 t = 1 #III =
1
E(Q) = <(1771/81,
70325/729)>
R = 7.7632716492
0 integral points
E_-01145: r = 1 t = 1 #III =
1
E(Q) = <(122329/1089,
42767972/35937)>
R = 11.7716464989
0 integral points
E_-01144: r = 2 t = 1 #III =
1
E(Q) = <(14, 40)> x
<(610/49, 9612/343)>
R = 13.1350529881
4 integral points
1. (14, 40) = 1 * (14,
40)
2. (14, -40) = -(14,
40)
3. (1897, 82623) = -1 * (14,
40) + 1 * (610/49, 9612/343)
4. (1897, -82623) = -(1897,
82623)
E_-01143: r = 1 t = 1 #III =
1
E(Q) = <(136/9, 1297/27)>
R = 4.8491800755
0 integral points
E_-01142: r = 2 t = 1 #III =
1
E(Q) = <(23, 105)> x
<(26321/100, 4270119/1000)>
R = 27.4574152289
2 integral points
1. (23, 105) = 1 * (23,
105)
2. (23, -105) = -(23,
105)
E_-01141: r = 2 t = 1 #III =
1
E(Q) = <(65/4, 449/8)> x
<(3518489/237169, 5323203710/115501303)>
R = 65.7837568457
0 integral points
E_-01140: r = 0 t = 1
#III = 1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01139: r = 1 t = 1 #III =
1
E(Q) = <(534210721/3732624,
12344812952975/7211429568)>
R = 20.1411294561
0 integral points
E_-01138: r = 1 t = 1 #III =
1
E(Q) =
<(8427515779/37271025, 773620527897667/227539607625)>
R = 22.8831523170
0 integral points
E_-01137: r = 1 t = 1 #III =
1
E(Q) =
<(216238171092750998473/4923702782793377856,
3158377996952836584442500235525/10925409994295791412566826496)>
R = 46.9675578881
0 integral points
E_-01136: r = 1 t = 1 #III =
1
E(Q) = <(96, 940)>
R = 3.2447411163
2 integral points
1. (96, 940) = 1 * (96,
940)
2. (96, -940) = -(96,
940)
E_-01135: r = 1 t = 1 #III =
1
E(Q) = <(11, 14)>
R = 2.9230965435
2 integral points
1. (11, 14) = 1 * (11,
14)
2. (11, -14) = -(11,
14)
E_-01134: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01133: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01132: r = 1 t = 1 #III =
1
E(Q) = <(124453/1521,
43859015/59319)>
R = 11.8097669035
0 integral points
E_-01131: r = 1 t = 1 #III =
1
E(Q) = <(96073/9216,
1206971/884736)>
R = 12.0219167703
0 integral points
E_-01130: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01129: r = 1 t = 1 #III =
1
E(Q) =
<(1465392281/24304900, 55951196174179/119823157000)>
R = 21.2109959557
0 integral points
E_-01128: r = 1 t = 1 #III =
1
E(Q) = <(102817/2916,
32541425/157464)>
R = 11.7194892684
0 integral points
E_-01127: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01126: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01125: r = 1 t = 1 #III =
1
E(Q) = <(45, 300)>
R = 1.6055585718
2 integral points
1. (45, 300) = 1 * (45,
300)
2. (45, -300) = -(45,
300)
E_-01124: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01123: r = 1 t = 1 #III =
1
E(Q) = <(116071/11025,
7670494/1157625)>
R = 12.2053855213
0 integral points
E_-01122: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01121: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01120: r = 1 t = 1 #III =
1
E(Q) = <(192089/6889,
81985133/571787)>
R = 12.3894824271
0 integral points
E_-01119: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01118: r = 1 t = 1 #III =
1
E(Q) =
<(4529155740823/356907071889,
6486849413648864515/213222352166710713)>
R = 29.6038712910
0 integral points
E_-01117: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01116: r = 1 t = 1 #III =
1
E(Q) = <(49/4,
215/8)>
R = 4.3683212142
0 integral points
E_-01115: r = 1 t = 1 #III =
1
E(Q) = <(57161/1936,
13366971/85184)>
R = 10.6158141993
0 integral points
E_-01114: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01113: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01112: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01111: r = 2 t = 1 #III =
1
E(Q) = <(20, 83)> x
<(1367/49, 49232/343)>
R = 21.1103704514
2 integral points
1. (20, 83) = 1 * (20,
83)
2. (20, -83) = -(20,
83)
E_-01110: r = 1 t = 1 #III =
1
E(Q) = <(1471/9,
56411/27)>
R = 7.3326259266
0 integral points
E_-01109: r = 1 t = 1 #III =
1
E(Q) = <(1593/49,
62546/343)>
R = 7.5657507176
0 integral points
E_-01108: r = 2 t = 1 #III =
1
E(Q) = <(13, 33)> x
<(286/25, 2466/125)>
R = 11.8558175903
4 integral points
1. (13, 33) = 1 * (13,
33)
2. (13, -33) = -(13,
33)
3. (1118, 37382) = -1 * (13,
33) + 1 * (286/25, 2466/125)
4. (1118, -37382) = -(1118,
37382)
E_-01107: r = 1 t = 1 #III =
1
E(Q) = <(43, 280)>
R = 3.9075876699
2 integral points
1. (43, 280) = 1 * (43,
280)
2. (43, -280) = -(43,
280)
E_-01106: r = 2 t = 1 #III =
1
E(Q) = <(11, 15)> x
<(117161/400, 40101909/8000)>
R = 26.4099532301
2 integral points
1. (11, 15) = 1 * (11,
15)
2. (11, -15) = -(11,
15)
E_-01105: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01104: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01103: r = 1 t = 1 #III =
1
E(Q) = <(12, 25)>
R = 2.5062655329
2 integral points
1. (12, 25) = 1 * (12,
25)
2. (12, -25) = -(12,
25)
E_-01102: r = 1 t = 1 #III =
1
E(Q) =
<(29377219186457581751/912426058131102025,
156576059818219516886463169501/871558453928237349400658875)>
R = 45.0205438086
0 integral points
E_-01101: r = 1 t = 1 #III =
1
E(Q) = <(417385/39204,
79826581/7762392)>
R = 13.4770921686
0 integral points
E_-01100: r = 1 t = 1 #III =
1
E(Q) = <(81/4,
679/8)>
R = 4.6956935184
0 integral points
E_-01099: r = 1 t = 1 #III =
1
E(Q) = <(76897/5476,
16560207/405224)>
R = 11.1216007364
0 integral points
E_-01098: r = 1 t = 1 #III =
1
E(Q) = <(57/4,
339/8)>
R = 3.7257553210
0 integral points
E_-01097: r = 2 t = 1 #III =
1
E(Q) = <(129/4, 1441/8)>
x <(521, 11892)>
R =
24.9937821192
2 integral points
1. (521, 11892) = 1 * (521,
11892)
2. (521, -11892) = -(521,
11892)
E_-01096: r = 2 t = 1 #III =
1
E(Q) = <(50, 352)> x
<(65, 523)>
R = 13.2988307071
4 integral points
1. (50, 352) = 1 * (50,
352)
2. (50, -352) = -(50,
352)
3. (65, 523) = 1 * (65,
523)
4. (65, -523) = -(65,
523)
E_-01095: r = 1 t = 1 #III =
1
E(Q) = <(1229866/117649,
277751671/40353607)>
R = 14.1031348769
0 integral points
E_-01094: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01093: r = 1 t = 1 #III =
1
E(Q) = <(172203173/840889,
2259613116020/771095213)>
R = 18.9951048766
0 integral points
E_-01092: r = 1 t = 1 #III =
1
E(Q) = <(1213/81,
34705/729)>
R = 7.4972650510
0 integral points
E_-01091: r = 2 t = 1 #III =
1
E(Q) = <(363, 6916)> x
<(25063/1521, 3450286/59319)>
R = 54.0603254804
2 integral points
1. (363, 6916) = 1 * (363,
6916)
2. (363, -6916) = -(363,
6916)
E_-01090: r = 2 t = 1 #III =
1
E(Q) = <(89/4, 797/8)> x
<(131, 1499)>
R = 22.2131075281
2 integral points
1. (131, 1499) = 1 * (131,
1499)
2. (131, -1499) = -(131,
1499)
E_-01089: r = 1 t = 1 #III =
1
E(Q) = <(15613/1089,
1549034/35937)>
R = 10.0677125168
0 integral points
E_-01088: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01087: r = 1 t = 1 #III =
1
E(Q) = <(103/9,
548/27)>
R = 5.1362464370
0 integral points
E_-01086: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01085: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-01084: r = 2 t = 1 #III =
1
E(Q) = <(32, 178)> x
<(44, 290)>
R = 7.6172660120
6 integral points
1. (32, 178) = 1 * (32,
178)
2. (32, -178) = -(32,
178)
3. (1445, 54929) = 1 * (32,
178) - 1 * (44, 290)
4. (1445, -54929) = -(1445,
54929)
5. (44, 290) = 1 * (44,
290)
6. (44, -290) = -(44,
290)
E_-01083: r = 2 t = 1 #III =
1
E(Q) = <(19, 76)> x
<(817/4, 23351/8)>
R = 6.2023995319
2 integral points
1. (19, 76) = 1 * (19,
76)
2. (19, -76) = -(19,
76)
E_-01082: r = 1 t = 1 #III =
1
E(Q) = <(1443,
54815)>
R = 7.2788550534
2 integral points
1. (1443, 54815) = 1 * (1443,
54815)
2. (1443, -54815) = -(1443,
54815)
E_-01081: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01080: r = 1 t = 1 #III =
1
E(Q) = <(94/9,
208/27)>
R = 4.3912678559
0 integral points
E_-01079: r = 1 t = 1 #III =
1
E(Q) = <(30, 161)>
R = 3.1451826093
2 integral points
1. (30, 161) = 1 * (30, 161)
2. (30, -161) = -(30,
161)
E_-01078: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01077: r = 2 t = 1 #III =
1
E(Q) = <(133/9, 1252/27)>
x <(1297/36, 46169/216)>
R = 38.3532681510
0 integral points
E_-01076: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01075: r = 3 t = 1 #III =
1
E(Q) = <(11, 16)> x
<(59, 452)> x <(41/4, 11/8)>
R = 45.9216453001
6 integral points
1. (11, 16) = 1 * (11,
16)
2. (11, -16) = -(11,
16)
3. (59, 452) = 1 * (59,
452)
4. (59, -452) = -(59, 452)
5. (359, 6802) = -1 * (11,
16) - 1 * (41/4, 11/8)
6. (359, -6802) = -(359,
6802)
E_-01074: r = 1 t = 1 #III =
1
E(Q) =
<(12609692138971/918486474129,
34246248884695071575/880256311616328633)>
R = 30.5917899874
0 integral points
E_-01073: r = 1 t = 1 #III =
1
E(Q) = <(62686657/1418481,
493226207560/1689410871)>
R = 18.0947230521
0 integral points
E_-01072: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-01071: r = 2 t = 1 #III =
1
E(Q) = <(18, 69)> x
<(15, 48)>
R = 4.0706989906
12 integral points
1. (18, 69) = 1 * (18,
69)
2. (18, -69) = -(18,
69)
3. (1488, 57399) = -1 * (18,
69) + 1 * (15, 48)
4. (1488, -57399) = -(1488,
57399)
5. (15, 48) = 1 * (15,
48)
6. (15, -48) = -(15,
48)
7. (16, 55) = -1 * (18, 69) -
1 * (15, 48)
8. (16, -55) = -(16, 55)
9. (3810, 235173) = -2 * (18,
69) - 1 * (15, 48)
10. (3810, -235173) = -(3810,
235173)
11. (10578, 1087941) = 1 *
(18, 69) + 2 * (15, 48)
12. (10578, -1087941) =
-(10578, 1087941)
E_-01070: r = 2 t = 1 #III =
1
E(Q) = <(41/4, 21/8)> x
<(111, 1169)>
R = 17.4934882207
2 integral points
1. (111, 1169) = 1 * (111,
1169)
2. (111, -1169) = -(111,
1169)
E_-01069: r = 2 t = 1 #III
= 1
E(Q) = <(17, 62)> x
<(720057144329/3535015936, 610974348973286885/210177907490816)>
R = 82.5690345203
2 integral points
1. (17, 62) = 1 * (17,
62)
2. (17, -62) = -(17,
62)
E_-01068: r = 1 t = 1 #III =
1
E(Q) = <(7213/9,
612595/27)>
R = 8.8914839923
0 integral points
E_-01067: r = 1 t = 1 #III =
1
E(Q) =
<(17317429039/1066349025, 1974739345436962/34821627411375)>
R = 23.9407927102
0 integral points
E_-01066: r = 1 t = 1 #III =
1
E(Q) = <(7733561/512656,
17857821805/367061696)>
R = 16.2520545634
0 integral points
E_-01065: r = 1 t = 1 #III =
1
E(Q) = <(27736193689/2102130801,
3382947933508052/96380595095049)>
R = 24.4864590912
0 integral points
E_-01064: r = 1 t = 1 #III =
1
E(Q) = <(3630/289,
148828/4913)>
R = 7.9636366086
0 integral points
E_-01063: r = 1 t = 1 #III =
1
E(Q) = <(14, 41)>
R = 2.5946330573
2 integral points
1. (14, 41) = 1 * (14,
41)
2. (14, -41) = -(14,
41)
E_-01062: r = 2 t = 1 #III =
1
E(Q) = <(271/25, 1819/125)>
x <(2257/4, 107225/8)>
R = 38.1694785663
0 integral points
E_-01061: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01060: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01059: r = 1 t = 1 #III =
1
E(Q) =
<(1920106962793/2692364544, 2660648477507882549/139701411459072)>
R = 28.2921917736
0 integral points
E_-01058: r = 1 t = 1
#III = 1
E(Q) = <(561163/7569,
419825735/658503)>
R = 13.3219795807
0 integral points
E_-01057: r = 1 t = 1 #III =
1
E(Q) =
<(8029891535297/743126754304,
9164414007928743775/640610932294254592)>
R =
30.2367667508
0 integral points
E_-01056: r = 1 t = 1 #III =
1
E(Q) = <(1417/9,
53333/27)>
R = 7.2960413237
0 integral points
E_-01055: r = 2 t = 1 #III =
1
E(Q) = <(24, 113)> x <(594,
14477)>
R = 15.4283335077
4 integral points
1. (24, 113) = 1 * (24,
113)
2. (24, -113) = -(24,
113)
3. (594, 14477) = 1 * (594,
14477)
4. (594, -14477) = -(594,
14477)
E_-01054: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01053: r = 1 t = 1 #III =
1
E(Q) = <(10228297/188356,
32604108965/81746504)>
R = 16.2551219049
0 integral points
E_-01052: r = 1 t = 1 #III =
1
E(Q) = <(12, 26)>
R = 2.0375976971
2 integral points
1. (12, 26) = 1 * (12,
26)
2. (12, -26) = -(12,
26)
E_-01051: r = 1 t = 1 #III =
1
E(Q) = <(93913/9216,
2366749/884736)>
R = 11.9983867468
0 integral points
E_-01050: r = 1 t = 1 #III =
1
E(Q) = <(337400401/27815076,
3976608273049/146696710824)>
R = 20.1089578882
0 integral points
E_-01049: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01048: r = 3 t = 1 #III =
1
E(Q) = <(38, 232)> x
<(41/4, 43/8)> x <(89, 839)>
R = 41.8402629924
6 integral points
1. (38, 232) = 1 * (38,
232)
2. (38, -232) = -(38,
232)
3. (314, 5564) = 1 * (38,
232) - 1 * (89, 839)
4. (314, -5564) = -(314,
5564)
5. (89, 839) = 1 * (89,
839)
6. (89, -839) = -(89,
839)
E_-01047: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01046: r = 1 t = 1 #III =
9
E(Q) = <(63, 499)>
R = 4.2417321358
2 integral points
1. (63, 499) = 1 * (63,
499)
2. (63, -499) = -(63,
499)
E_-01045: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01044: r = 1 t = 1 #III =
1
E(Q) = <(22, 98)>
R = 2.6720794238
2 integral points
1. (22, 98) = 1 * (22,
98)
2. (22, -98) = -(22,
98)
E_-01043: r = 1 t = 1 #III =
1
E(Q) = <(30823/1089,
5285510/35937)>
R = 10.5516182939
0 integral points
E_-01042: r = 2 t = 1 #III =
1
E(Q) = <(11, 17)> x
<(7319953/86436, 19787438215/25412184)>
R = 45.1418260813
2 integral points
1. (11, 17) = 1 * (11,
17)
2. (11, -17) = -(11,
17)
E_-01041: r = 2 t = 1 #III =
1
E(Q) = <(13, 34)> x
<(16594681729/211062784, 2135442128910145/3066320125952)>
R = 66.8079537145
2 integral points
1. (13, 34) = 1 * (13,
34)
2. (13, -34) = -(13,
34)
E_-01040: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01039: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01038: r = 1 t = 1 #III =
1
E(Q) = <(25784281/2528100,
19243833821/4019679000)>
R = 17.6112285629
0 integral points
E_-01037: r = 1 t = 1 #III =
1
E(Q) =
<(5146345317/466257649, 176599067902880/10067901414857)>
R = 22.8719619783
0 integral points
E_-01036: r = 1 t = 1 #III =
1
E(Q) = <(85, 783)>
R = 3.9663510303
2 integral points
1. (85, 783) = 1 * (85,
783)
2. (85, -783) = -(85,
783)
E_-01035: r = 1 t = 1 #III =
1
E(Q) = <(28969/576,
4910507/13824)>
R = 10.3967345799
0 integral points
E_-01034: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01033: r = 2 t = 1 #III =
1
E(Q) = <(41/4, 53/8)> x
<(40409/961, 8066384/29791)>
R = 45.7466128119
0 integral points
E_-01032: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01031: r = 1 t = 1 #III =
1
E(Q) = <(48, 331)>
R = 3.5374684347
2 integral points
1. (48, 331) = 1 * (48,
331)
2. (48, -331) = -(48,
331)
E_-01030: r = 1 t = 1 #III =
1
E(Q) =
<(801433902678488209/41803534204683876,
662957975313199841386384007/8547114067200770393252376)>
R = 41.5357790371
0 integral points
E_-01029: r = 1 t = 1 #III =
1
E(Q) = <(1129/81, 29870/729)>
R = 7.4443791149
0 integral points
E_-01028: r = 1 t = 1 #III =
1
E(Q) = <(426/25,
7826/125)>
R = 5.7074247905
0 integral points
E_-01027: r = 1 t = 1 #III =
1
E(Q) = <(259/25,
1152/125)>
R = 5.5447021425
0 integral points
E_-01026: r = 1 t = 1 #III =
1
E(Q) = <(1483/121,
37999/1331)>
R = 7.7666306800
0 integral points
E_-01025: r = 1 t = 1 #III =
1
E(Q) = <(105/4,
1045/8)>
R = 3.8114766564
0 integral points
E_-01024: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01023: r = 1 t = 1 #III =
1
E(Q) = <(64, 511)>
R = 3.7931459915
2 integral points
1. (64, 511) = 1 * (64,
511)
2. (64, -511) = -(64,
511)
E_-01022: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01021: r = 1 t = 1 #III =
1
E(Q) = <(1805/121,
63812/1331)>
R = 7.8881706451
0 integral points
E_-01020: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01019: r = 2 t = 1 #III =
1
E(Q) = <(345/4, 6403/8)>
x <(297/16, 4693/64)>
R = 35.5198541918
0 integral points
E_-01018: r = 2 t = 1 #III =
1
E(Q) = <(91/9, 107/27)> x
<(553/16, 12843/64)>
R =
25.6735360193
0 integral points
E_-01017: r = 1 t = 1 #III =
1
E(Q) = <(537,
12444)>
R = 5.5651064565
2 integral points
1. (537, 12444) = 1 * (537,
12444)
2. (537, -12444) = -(537,
12444)
E_-01016: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01015: r = 1 t = 1 #III =
1
E(Q) = <(5714,
431927)>
R = 8.1896581553
2 integral points
1. (5714, 431927) = 1 *
(5714, 431927)
2. (5714, -431927) = -(5714,
431927)
E_-01014: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01013: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01012: r = 1 t = 1 #III =
1
E(Q) = <(254/25,
758/125)>
R = 5.3880213441
0 integral points
E_-01011: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01010: r = 1 t = 1 #III =
1
E(Q) = <(186441/17956,
25169531/2406104)>
R = 12.6695171942
0 integral points
E_-01009: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01008: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01007: r = 1 t = 1 #III =
1
E(Q) = <(11, 18)>
R = 2.3562200504
2 integral points
1. (11, 18) = 1 * (11,
18)
2. (11, -18) = -(11,
18)
E_-01006: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01005: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-01004: r = 1 t = 1 #III =
1
E(Q) =
<(2617277458657/10649001636, 4234088799398040913/1098913074825384)>
R = 28.6182038136
0 integral points
E_-01003: r = 2 t = 1 #III =
1
E(Q) = <(251/25,
376/125)> x <(9467/841, 501860/24389)>
R = 51.0856562702
0 integral points
E_-01002: r = 1 t = 1 #III =
1
E(Q) = <(3794845486963441/371459707424100,
57372723725332692187511/7159250664499832289000)>
R = 36.4122286762
0 integral points
E_-01001: r = 1 t = 1 #III =
1
E(Q) = <(77289/3364,
20581205/195112)>
R = 11.5150099671
0 integral points
E_-01000: r = 0 t = 2 #III =
1
E(Q) = <(10, 0)>
R = 1.0000000000
1 integral point
1. (10, 0) = (10, 0)
E_-00999: r = 2 t = 1 #III =
1
E(Q) = <(12, 27)> x
<(10, 1)>
R = 2.0128674495
12 integral points
1. (12, 27) = 1 * (12,
27)
2. (12, -27) = -(12,
27)
3. (40, 251) = -2 * (12,
27)
4. (40, -251) = -(40,
251)
5. (174, 2295) = -1 * (12,
27) + 1 * (10, 1)
6. (174, -2295) = -(174,
2295)
7. (10, 1) = 1 * (10,
1)
8. (10, -1) = -(10, 1)
9. (147, 1782) = -1 * (12,
27) - 1 * (10, 1)
10. (147, -1782) = -(147,
1782)
11. (22480, 3370501) = -2 *
(10, 1)
12. (22480, -3370501) =
-(22480, 3370501)
E_-00998: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00997: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-00996: r = 2 t = 1 #III =
1
E(Q) = <(10, 2)> x
<(165337/784, 67225187/21952)>
R = 24.9392327041
4 integral points
1. (10, 2) = 1 * (10,
2)
2. (10, -2) = -(10, 2)
3. (5605, 419627) = -2 * (10,
2)
4. (5605, -419627) = -(5605,
419627)
E_-00995: r = 1 t = 1 #III =
1
E(Q) =
<(16676864117971/374812103961,
67718098288700059004/229467091474899459)>
R =
30.5817497436
0 integral points
E_-00994: r = 1 t = 1 #III =
1
E(Q) =
<(77527494809/3129283600, 20869129977762877/175052124584000)>
R = 25.3150969254
0 integral points
E_-00993: r = 1 t = 1 #III =
1
E(Q) = <(122869/5625,
40965778/421875)>
R = 11.9905992190
0 integral points
E_-00992: r = 1 t = 1 #III =
1
E(Q) = <(1281/25,
45679/125)>
R = 7.2742433712
0 integral points
E_-00991: r = 1 t = 1 #III =
1
E(Q) = <(10, 3)>
R = 1.8390970417
4 integral points
1. (10, 3) = 1 * (10,
3)
2. (10, -3) = -(10, 3)
3. (2480, 123503) = -2 * (10,
3)
4. (2480, -123503) = -(2480,
123503)
E_-00990: r = 1 t = 1 #III =
1
E(Q) = <(49/4,
233/8)>
R = 4.3520212707
0 integral points
E_-00989: r = 2 t = 1 #III =
1
E(Q) = <(41/4, 75/8)> x
<(461/25, 9084/125)>
R = 20.7578823744
0 integral points
E_-00988: r = 1 t = 1 #III =
1
E(Q) = <(233/16,
2933/64)>
R = 5.8455282345
0 integral points
E_-00987: r = 1 t = 1 #III =
1
E(Q) = <(431681371/8732025,
8932309991956/25803133875)>
R = 20.0061153276
0 integral points
E_-00986: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00985: r = 1 t = 1 #III =
1
E(Q) = <(73371650572985401/51950045539044,
19874323639626707687355469/374437122328944018072)>
R = 38.8386466800
0 integral points
E_-00984: r = 3 t = 1 #III =
1
E(Q) = <(10, 4)> x
<(25, 121)> x <(73/4, 571/8)>
R = 31.0763323596
6 integral points
1. (10, 4) = 1 * (10,
4)
2. (10, -4) = -(10, 4)
3. (25, 121) = 1 * (25,
121)
4. (25, -121) = -(25,
121)
5. (769, 21325) = -1 * (25,
121) + 1 * (73/4, 571/8)
6. (769, -21325) = -(769,
21325)
E_-00983: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00982: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00981: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00980: r = 2 t = 1 #III =
1
E(Q) = <(14, 42)> x
<(126, 1414)>
R = 1.4319518662
10 integral points
1. (14, 42) = 1 * (14,
42)
2. (14, -42) = -(14,
42)
3. (21, 91) = -2 * (14,
42)
4. (21, -91) = -(21,
91)
5. (326, 5886) = 3 * (14,
42)
6. (326, -5886) = -(326, 5886)
7. (29, 153) = 1 * (14, 42) -
1 * (126, 1414)
8. (29, -153) = -(29,
153)
9. (126, 1414) = 1 * (126,
1414)
10. (126, -1414) = -(126,
1414)
E_-00979: r = 1 t = 1 #III =
1
E(Q) = <(26305/144, 4266017/1728)>
R = 10.2109240140
0 integral points
E_-00978: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00977: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00976: r = 1 t = 1 #III =
1
E(Q) = <(5060953/509796,
561563171/363994344)>
R = 15.9859967772
0 integral points
E_-00975: r = 1 t = 1 #III =
1
E(Q) = <(10, 5)>
R = 1.3129487797
4 integral points
1. (10, 5) = 1 * (10,
5)
2. (10, -5) = -(10, 5)
3. (880, 26105) = -2 * (10,
5)
4. (880, -26105) = -(880,
26105)
E_-00974: r = 1 t = 1 #III =
9
E(Q) = <(15, 49)>
R = 3.0905025244
2 integral points
1. (15, 49) = 1 * (15,
49)
2. (15, -49) = -(15,
49)
E_-00973: r = 2 t = 1 #III =
1
E(Q) = <(113/4, 1175/8)>
x <(541/25, 11964/125)>
R = 25.0218468946
2 integral points
1. (1297, 46710) = -1 *
(113/4, 1175/8) + 1 * (541/25, 11964/125)
2. (1297, -46710) = -(1297,
46710)
E_-00972: r = 1 t = 1 #III =
1
E(Q) = <(13, 35)>
R = 2.9993679731
2 integral points
1. (13, 35) = 1 * (13,
35)
2. (13, -35) = -(13,
35)
E_-00971: r = 1 t = 1 #III =
1
E(Q) = <(1295,
46602)>
R = 6.6216625988
2 integral points
1. (1295, 46602) = 1 * (1295,
46602)
2. (1295, -46602) = -(1295,
46602)
E_-00970: r = 2 t = 1 #III =
1
E(Q) = <(11, 19)> x
<(1281659/5041, 1450928197/357911)>
R = 40.8143281340
2 integral points
1. (11, 19) = 1 * (11,
19)
2. (11, -19) = -(11,
19)
E_-00969: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00968: r = 1 t = 1 #III =
1
E(Q) = <(33, 187)>
R = 2.0793616128
2 integral points
1. (33, 187) = 1 * (33,
187)
2. (33, -187) = -(33,
187)
E_-00967: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00966: r = 1 t = 1 #III =
1
E(Q) =
<(56001618415/493772841, 13248204863667733/10972126299861)>
R = 24.8021685424
0 integral points
E_-00965: r = 1 t = 1 #III =
1
E(Q) = <(108849/7396,
29987447/636056)>
R = 11.9857127379
0 integral points
E_-00964: r = 2 t = 1 #III =
1
E(Q) = <(10, 6)> x
<(41/4, 85/8)>
R = 6.3880857067
8 integral points
1. (10, 6) = 1 * (10,
6)
2. (10, -6) = -(10, 6)
3. (605, 14881) = -2 * (10,
6)
4. (605, -14881) = -(605,
14881)
5. (4402, 292062) = 1 * (10,
6) - 1 * (41/4, 85/8)
6. (4402, -292062) = -(4402,
292062)
7. (322, 5778) = -1 * (10, 6)
- 1 * (41/4, 85/8)
8. (322, -5778) = -(322,
5778)
E_-00963: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00962: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00961: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00960: r = 1 t = 1 #III =
1
E(Q) = <(16, 56)>
R = 1.2832889786
2 integral points
1. (16, 56) = 1 * (16,
56)
2. (16, -56) = -(16,
56)
E_-00959: r = 1 t = 1 #III =
1
E(Q) = <(3735/169,
217888/2197)>
R = 8.4913074510
0 integral points
E_-00958: r = 1 t = 1 #III =
1
E(Q) = <(1319/25,
47747/125)>
R = 7.2987787127
0 integral points
E_-00957: r = 1 t = 1 #III =
1
E(Q) = <(2401/225,
54226/3375)>
R = 8.2971142216
0 integral points
E_-00956: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00955: r = 1 t = 1 #III =
1
E(Q) = <(47305591/741321,
324764964854/638277381)>
R = 17.7666094675
0 integral points
E_-00954: r = 2 t = 1 #III =
1
E(Q) = <(187, 2557)> x
<(78643/7569, 8526761/658503)>
R = 55.4221068571
2 integral points
1. (187, 2557) = 1 * (187,
2557)
2. (187, -2557) = -(187,
2557)
E_-00953: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00952: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00951: r = 1 t = 1 #III =
1
E(Q) = <(10, 7)>
R = 2.3821023890
2 integral points
1. (10, 7) = 1 * (10,
7)
2. (10, -7) = -(10, 7)
E_-00950: r = 1 t = 1 #III =
1
E(Q) = <(6208489/181476, 15284975563/77308776)>
R = 15.8155669055
0 integral points
E_-00949: r = 1 t = 1 #III =
1
E(Q) = <(90325/4761,
25189516/328509)>
R = 11.7169379690
0 integral points
E_-00948: r = 1 t = 1 #III = 1
E(Q) = <(17152342/670761,
68993997470/549353259)>
R = 16.1950078142
0 integral points
E_-00947: r = 2 t = 1 #III =
1
E(Q) = <(657/64,
5945/512)> x <(8427/529, 676940/12167)>
R = 56.3242782246
0 integral points
E_-00946: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00945: r = 1 t = 1 #III =
1
E(Q) = <(141,
1674)>
R = 3.3436021987
2 integral points
1. (141, 1674) = 1 * (141,
1674)
2. (141, -1674) = -(141,
1674)
E_-00944: r = 2 t = 1 #III =
1
E(Q) = <(20, 84)> x
<(12, 28)>
R = 2.0871217671
10 integral points
1. (20, 84) = 1 * (20,
84)
2. (20, -84) = -(20,
84)
3. (164, 2100) = -1 * (20,
84) + 1 * (12, 28)
4. (164, -2100) = -(164,
2100)
5. (12, 28) = 1 * (12,
28)
6. (12, -28) = -(12,
28)
7. (17, 63) = -1 * (20, 84) -
1 * (12, 28)
8. (17, -63) = -(17,
63)
9. (2364, 114940) = -2 * (20,
84) - 1 * (12, 28)
10. (2364, -114940) = -(2364,
114940)
E_-00943: r = 1 t = 1 #III =
1
E(Q) = <(262/9,
4159/27)>
R =
5.3094017536
0 integral points
E_-00942: r = 2 t = 1 #III =
1
E(Q) = <(193/16,
1825/64)> x <(15199/25, 1873793/125)>
R = 52.5972692316
0 integral points
E_-00941: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00940: r = 2 t = 1 #III =
1
E(Q) = <(89/4, 803/8)> x
<(761/64, 13939/512)>
R = 33.6655035296
0 integral points
E_-00939: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00938: r = 1 t = 1 #III =
1
E(Q) = <(71913/3364,
18335435/195112)>
R = 11.4555993217
0 integral points
E_-00937: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00936: r = 1 t = 1 #III =
1
E(Q) = <(10, 8)>
R = 2.1486365904
2 integral points
1. (10, 8) = 1 * (10,
8)
2. (10, -8) = -(10, 8)
E_-00935: r = 1 t = 1 #III =
1
E(Q) = <(26, 129)>
R = 2.4725638883
2 integral points
1. (26, 129) = 1 * (26,
129)
2. (26, -129) = -(26,
129)
E_-00934: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00933: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00932: r = 2 t = 1 #III =
1
E(Q) = <(18, 70)> x
<(9321/100, 899381/1000)>
R = 22.8695315851
2 integral points
1. (18, 70) = 1 * (18,
70)
2. (18, -70) = -(18,
70)
E_-00931: r = 2 t = 1 #III =
1
E(Q) = <(11, 20)> x
<(23, 106)>
R = 9.7500892254
4 integral points
1. (11, 20) = 1 * (11,
20)
2. (11, -20) = -(11,
20)
3. (23, 106) = 1 * (23,
106)
4. (23, -106) = -(23,
106)
E_-00930: r = 1 t = 1 #III =
9
E(Q) = <(19, 77)>
R = 3.2478716096
2 integral points
1. (19, 77) = 1 * (19,
77)
2. (19, -77) = -(19,
77)
E_-00929: r = 1 t = 1 #III =
1
E(Q) = <(73140697/9801,
625516314812/970299)>
R =
18.1086996536
0 integral points
E_-00928: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00927: r = 1 t = 1 #III =
1
E(Q) = <(28, 145)>
R = 3.0798735408
2 integral points
1. (28, 145) = 1 * (28,
145)
2. (28, -145) = -(28,
145)
E_-00926: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00925: r = 1 t = 1 #III =
1
E(Q) = <(16368241/3600,
66222109961/216000)>
R = 16.6121714536
0 integral points
E_-00924: r = 1 t = 1 #III =
1
E(Q) = <(37, 223)>
R = 3.7707939197
2 integral points
1. (37, 223) = 1 * (37, 223)
2. (37, -223) = -(37,
223)
E_-00923: r = 1 t = 1 #III =
1
E(Q) = <(25171/225,
3992156/3375)>
R = 10.1868917983
0 integral points
E_-00922: r = 1 t = 1 #III =
1
E(Q) = <(7285537/338724,
18731726065/197137368)>
R = 16.0707536560
0 integral points
E_-00921: r = 1 t = 1 #III =
1
E(Q) = <(985/81,
21592/729)>
R = 7.3461400782
0 integral points
E_-00920: r = 1 t = 1 #III =
1
E(Q) = <(36215946/170569,
217935951484/70444997)>
R = 16.7400225332
0 integral points
E_-00919: r = 1 t = 1 #III =
1
E(Q) = <(10, 9)>
R = 1.8276033743
2 integral points
1. (10, 9) = 1 * (10,
9)
2. (10, -9) = -(10, 9)
E_-00918: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00917: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00916: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00915: r = 1 t = 1 #III =
1
E(Q) = <(34531/2601,
5007376/132651)>
R = 10.8684491048
0 integral points
E_-00914: r = 2 t = 1 #III =
1
E(Q) = <(27, 137)> x
<(345/16, 6109/64)>
R = 20.3231394017
4 integral points
1. (27, 137) = 1 * (27,
137)
2. (27, -137) = -(27, 137)
3. (1779, 75035) = -1 * (27,
137) + 1 * (345/16, 6109/64)
4. (1779, -75035) = -(1779,
75035)
E_-00913: r = 1 t = 1 #III =
1
E(Q) =
<(8389599607909/759695276025, 13791373242500603798/662154201059770125)>
R = 30.2499240023
0 integral points
E_-00912: r = 1 t = 1 #III =
1
E(Q) = <(45433/2601,
8816635/132651)>
R = 11.0501011131
0 integral points
E_-00911: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00910: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00909: r = 1 t = 1 #III =
1
E(Q) = <(225/16,
2769/64)>
R = 5.0807296565
0 integral points
E_-00908: r = 1 t = 1 #III =
1
E(Q) = <(77, 675)>
R = 3.8715999660
2 integral points
1. (77, 675) = 1 * (77,
675)
2. (77, -675) = -(77,
675)
E_-00907: r = 1 t = 1 #III =
1
E(Q) = <(73567/7569,
2203010/658503)>
R = 11.7533730878
0 integral points
E_-00906: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00905: r = 2 t = 1 #III =
1
E(Q) = <(969/100,
2203/1000)> x <(96409/1089, 29915272/35937)>
R = 82.3058675763
0 integral points
E_-00904: r = 1 t = 1 #III =
1
E(Q) = <(60257/5476,
8387183/405224)>
R = 11.4984049066
0 integral points
E_-00903: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00902: r = 1 t = 1 #III =
1
E(Q) = <(3823473/355216,
3932807305/211708736)>
R = 15.6578119409
0 integral points
E_-00901: r = 2 t = 1 #III =
1
E(Q) = <(13, 36)> x
<(5257/529, 109098/12167)>
R = 20.8746419200
2 integral points
1. (13, 36) = 1 * (13, 36)
2. (13, -36) = -(13,
36)
E_-00900: r = 1 t = 1 #III =
1
E(Q) = <(10, 10)>
R = 1.0697508727
4 integral points
1. (10, 10) = 1 * (10,
10)
2. (10, -10) = -(10,
10)
3. (205, 2935) = -2 * (10,
10)
4. (205, -2935) = -(205,
2935)
E_-00899: r = 1 t = 1 #III =
1
E(Q) = <(29761/1764,
4628735/74088)>
R = 10.6362014979
0 integral points
E_-00898: r = 2 t = 1 #III =
1
E(Q) = <(41/4, 107/8)> x
<(13415027/935089, 40987469539/904231063)>
R = 70.8090775288
0 integral points
E_-00897: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00896: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00895: r = 2 t = 1 #III =
1
E(Q) = <(14, 43)> x
<(116, 1249)>
R = 10.5571900221
4 integral points
1. (14, 43) = 1 * (14,
43)
2. (14, -43) = -(14,
43)
3. (116, 1249) = 1 * (116,
1249)
4. (116, -1249) = -(116,
1249)
E_-00894: r = 1 t = 1 #III =
1
E(Q) = <(1183/9,
40681/27)>
R =
7.1208329032
0 integral points
E_-00893: r = 1 t = 1 #III =
1
E(Q) = <(1149/25,
38768/125)>
R = 7.1744491432
0 integral points
E_-00892: r = 1 t = 1 #III =
1
E(Q) = <(56, 418)>
R = 3.2062735795
2 integral points
1. (56, 418) = 1 * (56,
418)
2. (56, -418) = -(56,
418)
E_-00891: r = 1 t = 1 #III =
1
E(Q) = <(31, 170)>
R = 3.6216881070
2 integral points
1. (31, 170) = 1 * (31,
170)
2. (31, -170) = -(31,
170)
E_-00890: r = 2 t = 1 #III =
1
E(Q) = <(11, 21)> x
<(97812891/10042561, 185469891859/31824875809)>
R = 43.0484506321
2 integral points
1. (11, 21) = 1 * (11,
21)
2. (11, -21) = -(11,
21)
E_-00889: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00888: r = 2 t = 1 #III =
1
E(Q) = <(34, 196)> x
<(73, 623)>
R = 11.8791364649
6 integral points
1. (34, 196) = 1 * (34,
196)
2. (34, -196) = -(34,
196)
3. (334, 6104) = 1 * (34,
196) - 1 * (73, 623)
4. (334, -6104) = -(334, 6104)
5. (73, 623) = 1 * (73,
623)
6. (73, -623) = -(73,
623)
E_-00887: r = 1 t = 1 #III =
1
E(Q) = <(12, 29)>
R = 2.4766044298
2 integral points
1. (12, 29) = 1 * (12,
29)
2. (12, -29) = -(12,
29)
E_-00886: r = 1 t = 1 #III =
1
E(Q) = <(588727/56169,
216895697/13312053)>
R = 13.7957995418
0 integral points
E_-00885: r = 1 t = 1 #III =
9
E(Q) = <(49/4,
247/8)>
R = 4.3371728629
0 integral points
E_-00884: r = 1 t = 1 #III =
1
E(Q) = <(1182/121,
9238/1331)>
R = 6.9230022213
0 integral points
E_-00883: r = 1 t = 1 #III =
1
E(Q) = <(95239/225, 29391362/3375)>
R = 11.4780826605
0 integral points
E_-00882: r = 1 t = 1 #III =
1
E(Q) = <(51, 363)>
R = 3.3142879114
2 integral points
1. (51, 363) = 1 * (51,
363)
2. (51, -363) = -(51,
363)
E_-00881: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00880: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00879: r = 1 t = 1 #III =
1
E(Q) = <(10, 11)>
R = 2.3702144425
2 integral points
1. (10, 11) = 1 * (10,
11)
2. (10, -11) = -(10,
11)
E_-00878: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-00877: r = 1 t = 1 #III =
1
E(Q) = <(45605129/1060900,
306273784133/1092727000)>
R = 17.7712159342
0 integral points
E_-00876: r = 2 t = 1 #III =
1
E(Q) = <(361/36,
2485/216)> x <(925/81, 18053/729)>
R = 40.5447153576
0 integral points
E_-00875: r = 2 t = 1 #III =
1
E(Q) = <(15, 50)> x
<(865/36, 24625/216)>
R = 7.5793046731
4 integral points
1. (15, 50) = 1 * (15,
50)
2. (15, -50) = -(15,
50)
3. (291, 4964) = 1 * (15, 50)
- 1 * (865/36, 24625/216)
4. (291, -4964) = -(291,
4964)
E_-00874: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00873: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00872: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00871: r = 1 t = 1 #III =
1
E(Q) = <(7868/121,
696799/1331)>
R = 8.5984058265
0 integral points
E_-00870: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00869: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00868: r = 1 t = 1 #III =
1
E(Q) = <(1157,
39355)>
R = 7.0586562880
2 integral points
1. (1157, 39355) = 1 * (1157,
39355)
2. (1157, -39355) = -(1157,
39355)
E_-00867: r = 1 t = 1 #III =
1
E(Q) = <(307/9,
5320/27)>
R = 5.8963761201
0 integral points
E_-00866: r = 1 t = 1 #III =
1
E(Q) = <(1155,
39253)>
R = 7.0569310596
2 integral points
1. (1155, 39253) = 1 * (1155,
39253)
2. (1155, -39253) = -(1155,
39253)
E_-00865: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00864: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00863: r = 1 t = 1 #III =
1
E(Q) = <(41/4,
117/8)>
R =
3.6802882314
0 integral points
E_-00862: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00861: r = 2 t = 1 #III =
1
E(Q) = <(1537/4,
60257/8)> x <(90505/841, 27218162/24389)>
R = 74.2732792765
0 integral points
E_-00860: r = 1 t = 1 #III =
1
E(Q) = <(36, 214)>
R = 2.8197420340
2 integral points
1. (36, 214) = 1 * (36,
214)
2. (36, -214) = -(36,
214)
E_-00859: r = 2 t = 1 #III =
1
E(Q) = <(287, 4862)> x
<(22507/441, 3365648/9261)>
R = 52.3495667164
2 integral points
1. (287, 4862) = 1 * (287,
4862)
2. (287, -4862) = -(287,
4862)
E_-00858: r = 1 t = 1 #III =
1
E(Q) = <(1387/81,
47035/729)>
R = 7.5608692936
0 integral points
E_-00857: r = 1 t = 1 #III =
4
E(Q) = <(1257/49,
43420/343)>
R = 7.3590002345
0 integral points
E_-00856: r = 2 t = 1 #III =
1
E(Q) = <(10, 12)> x
<(230, 3488)>
R = 7.3723514270
4 integral points
1. (10, 12) = 1 * (10,
12)
2. (10, -12) = -(10,
12)
3. (230, 3488) = 1 * (230,
3488)
4. (230, -3488) = -(230,
3488)
E_-00855: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00854: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-00853: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00852: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00851: r = 1 t = 1 #III =
1
E(Q) = <(71755/7569,
659404/658503)>
R = 11.7301377655
0 integral points
E_-00850: r = 2 t = 1 #III =
1
E(Q) = <(35, 205)> x
<(1505/4, 58385/8)>
R = 15.8361975219
2 integral points
1. (35, 205) = 1 * (35,
205)
2. (35, -205) = -(35,
205)
E_-00849: r = 1 t = 1 #III =
1
E(Q) = <(692737/60516,
379839007/14886936)>
R = 13.9153146919
0 integral points
E_-00848: r = 1 t = 1 #III =
1
E(Q) = <(52907257/4691556,
246025593485/10161910296)>
R = 18.2569245791
0 integral points
E_-00847: r = 2 t = 1 #III =
1
E(Q) = <(22, 99)> x <(11,
22)>
R = 0.9441332967
14 integral points
1. (22, 99) = 1 * (22,
99)
2. (22, -99) = -(22,
99)
3. (86, 797) = 2 * (22, 99) -
1 * (11, 22)
4. (86, -797) = -(86,
797)
5. (88, 825) = -1 * (22, 99)
+ 1 * (11, 22)
6. (88, -825) = -(88,
825)
7. (11, 22) = 1 * (11,
22)
8. (11, -22) = -(11,
22)
9. (16, 57) = -1 * (22, 99) -
1 * (11, 22)
10. (16, -57) = -(16,
57)
11. (638, 16115) = -2 * (22, 99) - 1 * (11,
22)
12. (638, -16115) = -(638,
16115)
13. (657547, 533200074) = 3 *
(22, 99) - 2 * (11, 22)
14. (657547, -533200074) =
-(657547, 533200074)
E_-00846: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00845: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00844: r = 1 t = 1 #III =
1
E(Q) = <(141805/12321,
35677421/1367631)>
R = 12.3261220306
0 integral points
E_-00843: r = 1 t = 1 #III =
1
E(Q) = <(91387/441,
27625240/9261)>
R = 11.4508824651
0 integral points
E_-00842: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00841: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00840: r = 1 t = 1 #III =
1
E(Q) = <(1129/9,
37927/27)>
R = 7.0752927628
0 integral points
E_-00839: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00838: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-00837: r = 1 t = 1 #III =
1
E(Q) = <(97/9,
550/27)>
R = 5.0646612289
0 integral points
E_-00836: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00835: r = 1 t = 1 #III =
1
E(Q) =
<(38275356691/3304295289, 5093995385923516/189940806097587)>
R = 24.8279451541
0 integral points
E_-00834: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00833: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00832: r = 1 t = 1 #III =
1
E(Q) = <(68, 560)>
R = 2.9179581296
2 integral points
1. (68, 560) = 1 * (68,
560)
2. (68, -560) = -(68,
560)
E_-00831: r = 2 t = 1 #III =
1
E(Q) = <(10, 13)> x
<(220, 3263)>
R = 11.0966062090
4 integral points
1. (10, 13) = 1 * (10,
13)
2. (10, -13) = -(10,
13)
3. (220, 3263) = 1 * (220,
3263)
4. (220, -3263) = -(220,
3263)
E_-00830: r = 1 t = 1 #III =
1
E(Q) = <(17991/1369, 1921901/50653)>
R = 10.2082029454
0 integral points
E_-00829: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00828: r = 2 t = 1 #III =
1
E(Q) = <(12, 30)> x
<(24, 114)>
R = 2.2348745619
10 integral points
1. (12, 30) = 1 * (12,
30)
2. (12, -30) = -(12,
30)
3. (108, 1122) = 1 * (12, 30)
- 1 * (24, 114)
4. (108, -1122) = -(108,
1122)
5. (24, 114) = 1 * (24, 114)
6. (24, -114) = -(24,
114)
7. (13, 37) = -1 * (12, 30) -
1 * (24, 114)
8. (13, -37) = -(13,
37)
9. (4464, 298254) = 2 * (12,
30) + 1 * (24, 114)
10. (4464, -298254) = -(4464,
298254)
E_-00827: r = 1 t = 1 #III =
1
E(Q) = <(5609/400,
351477/8000)>
R = 8.4697399194
0 integral points
E_-00826: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00825: r = 1 t = 1 #III =
1
E(Q) = <(2200621/149769,
2808111194/57960603)>
R = 14.9748628108
0 integral points
E_-00824: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00823: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00822: r = 1 t = 1 #III =
1
E(Q) =
<(763711812247714680697/71700047181280689444, 11935158306151157066836292628365/607126461836247983456407270872)>
R = 48.5771132065
0 integral points
E_-00821: r = 1 t = 1 #III =
1
E(Q) = <(76501/4761,
18950300/328509)>
R = 11.5860693498
0 integral points
E_-00820: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00819: r = 1 t = 1 #III =
1
E(Q) = <(24775/1089,
3761542/35937)>
R = 10.3635944233
0 integral points
E_-00818: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00817: r = 2 t = 1 #III =
1
E(Q) = <(17, 64)> x
<(307361/16, 170401393/64)>
R = 38.1095438778
2 integral points
1. (17, 64) = 1 * (17,
64)
2. (17, -64) = -(17,
64)
E_-00816: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00815: r = 1 t = 1 #III =
1
E(Q) = <(2811/49,
148714/343)>
R = 8.0409215770
0 integral points
E_-00814: r = 1 t = 1 #III =
1
E(Q) = <(10342689967/741321,
1051841397955753/638277381)>
R = 23.0599574187
0 integral points
E_-00813: r = 1 t = 1 #III =
1
E(Q) =
<(523240769350657/18963290158596,
11734957307242637256095/82579174167575780856)>
R = 34.0950312548
0 integral points
E_-00812: r = 2 t = 1 #III =
1
E(Q) = <(57/4, 365/8)> x
<(4981/225, 338129/3375)>
R = 35.8376724752
0 integral points
E_-00811: r = 1 t = 1 #III =
1
E(Q) = <(313/16,
5229/64)>
R = 5.4797985529
0 integral points
E_-00810: r = 1 t = 1 #III =
1
E(Q) = <(6979/361,
549377/6859)>
R = 9.1366138915
0 integral points
E_-00809: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00808: r = 2 t = 1 #III =
1
E(Q) = <(14, 44)> x <(107566/11025, 12719636/1157625)>
R = 25.9060253520
2 integral points
1. (14, 44) = 1 * (14,
44)
2. (14, -44) = -(14,
44)
E_-00807: r = 1 t = 1 #III =
1
E(Q) = <(118/9,
1027/27)>
R = 4.7165875898
0 integral points
E_-00806: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00805: r = 1 t = 1 #III =
1
E(Q) = <(51809/5476,
2622607/405224)>
R = 11.3968609698
0 integral points
E_-00804: r = 3 t = 1 #III =
1
E(Q) = <(10, 14)> x
<(82, 742)> x <(250/9, 3878/27)>
R = 31.0176247871
6 integral points
1. (10, 14) = 1 * (10,
14)
2. (10, -14) = -(10,
14)
3. (82, 742) = 1 * (82,
742)
4. (82, -742) = -(82,
742)
5. (157, 1967) = -1 * (82,
742) + 1 * (250/9, 3878/27)
6. (157, -1967) = -(157,
1967)
E_-00803: r = 2 t = 1 #III =
1
E(Q) = <(273/4, 4505/8)>
x <(6279/625, 226958/15625)>
R = 51.1760153760
0 integral points
E_-00802: r = 2 t = 1 #III =
1
E(Q) = <(11, 23)> x
<(307, 5379)>
R = 13.0055626829
4 integral points
1. (11, 23) = 1 * (11,
23)
2. (11, -23) = -(11,
23)
3. (307, 5379) = 1 * (307,
5379)
4. (307, -5379) = -(307,
5379)
E_-00801: r = 1 t = 1 #III =
1
E(Q) = <(889/64,
22195/512)>
R = 7.1765971006
0 integral points
E_-00800: r = 1 t = 1 #III =
1
E(Q) = <(41, 261)>
R = 3.3021959417
2 integral points
1. (41, 261) = 1 * (41,
261)
2. (41, -261) = -(41,
261)
E_-00799: r = 1 t = 1 #III =
1
E(Q) = <(48554/4225,
7362467/274625)>
R = 10.7854917357
0 integral points
E_-00798: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00797: r = 2 t = 1 #III =
1
E(Q) = <(21, 92)> x
<(513/4, 11617/8)>
R = 19.8912896065
2 integral points
1. (21, 92) = 1 * (21,
92)
2. (21, -92) = -(21,
92)
E_-00796: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00795: r = 2 t = 1 #III =
1
E(Q) = <(409/36,
5597/216)> x <(1051/9, 34064/27)>
R = 35.4076813157
0 integral points
E_-00794: r = 1 t = 1 #III =
1
E(Q) =
<(4993179815233/469885572324,
6489523625097444191/322098101887800168)>
R = 29.7275940212
0 integral points
E_-00793: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00792: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00791: r = 1 t = 1 #III =
1
E(Q) = <(18, 71)>
R = 2.7317359950
2 integral points
1. (18, 71) = 1 * (18,
71)
2. (18, -71) = -(18,
71)
E_-00790: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00789: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00788: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00787: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00786: r = 1 t = 1 #III =
1
E(Q) = <(7890019321/3896676,
700837092926515/7692038424)>
R = 22.7916675573
0 integral points
E_-00785: r = 1 t = 1 #III =
1
E(Q) =
<(415848704769/28763481604, 230720695889986463/4878228953075192)>
R = 27.1240718175
0 integral points
E_-00784: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00783: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00782: r = 2 t = 1 #III =
1
E(Q) = <(47, 321)> x
<(87, 811)>
R = 13.7876996583
4 integral points
1. (47, 321) = 1 * (47,
321)
2. (47, -321) = -(47,
321)
3. (87, 811) = 1 * (87,
811)
4. (87, -811) = -(87,
811)
E_-00781: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00780: r = 1 t = 1 #III =
1
E(Q) = <(69501181/603729,
579264920389/469097433)>
R = 18.1059676775
0 integral points
E_-00779: r = 1 t = 1 #III =
1
E(Q) = <(21031/9,
3049930/27)>
R =
9.9561744950
0 integral points
E_-00778: r = 1 t = 1 #III =
1
E(Q) =
<(2104954307/104427961, 91873325003425/1067149333459)>
R = 21.7390314135
0 integral points
E_-00777: r = 1 t = 1 #III =
4
E(Q) = <(793/81,
9260/729)>
R = 7.1966672802
0 integral points
E_-00776: r = 1 t = 1 #III =
1
E(Q) = <(258,
4144)>
R = 4.8817121979
2 integral points
1. (258, 4144) = 1 * (258,
4144)
2. (258, -4144) = -(258,
4144)
E_-00775: r = 2 t = 1 #III =
1
E(Q) = <(10, 15)> x
<(20, 85)>
R = 1.2526169596
14 integral points
1. (10, 15) = 1 * (10,
15)
2. (10, -15) = -(10,
15)
3. (80, 715) = -2 * (10,
15)
4. (80, -715) = -(80,
715)
5. (16750, 2167815) = 3 *
(10, 15) - 1 * (20, 85)
6. (16750, -2167815) =
-(16750, 2167815)
7. (70, 585) = 1 * (10, 15) -
1 * (20, 85)
8. (70, -585) = -(70,
585)
9. (20, 85) = 1 * (20,
85)
10. (20, -85) = -(20,
85)
11. (19, 78) = -1 * (10, 15) -
1 * (20, 85)
12. (19, -78) = -(19,
78)
13. (26530, 4321215) = -1 * (10,
15) - 2 * (20, 85)
14. (26530, -4321215) =
-(26530, 4321215)
E_-00774: r = 1 t = 1 #III =
1
E(Q) = <(15, 51)>
R = 2.3323653526
2 integral points
1. (15, 51) = 1 * (15,
51)
2. (15, -51) = -(15,
51)
E_-00773: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00772: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00771: r = 1 t = 1 #III =
1
E(Q) = <(61003135/363609,
476423061254/219256227)>
R = 17.9600290508
0 integral points
E_-00770: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00769: r = 1 t = 1 #III =
1
E(Q) = <(1025,
32816)>
R = 6.9379449867
2 integral points
1. (1025, 32816) = 1 * (1025,
32816)
2. (1025, -32816) = -(1025,
32816)
E_-00768: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00767: r = 2 t = 1 #III =
1
E(Q) = <(12, 31)> x
<(94/9, 521/27)>
R = 11.2344538105
4 integral points
1. (12, 31) = 1 * (12,
31)
2. (12, -31) = -(12,
31)
3. (1023, 32720) = -1 * (12,
31) + 1 * (94/9, 521/27)
4. (1023, -32720) = -(1023,
32720)
E_-00766: r = 2 t = 1 #III =
1
E(Q) = <(385/4, 7551/8)>
x <(1183, 40689)>
R = 35.5744644101
2 integral points
1. (1183, 40689) = 1 * (1183,
40689)
2. (1183, -40689) = -(1183,
40689)
E_-00765: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00764: r = 1 t = 1 #III =
1
E(Q) = <(92, 882)>
R = 3.1092767323
2 integral points
1. (92, 882) = 1 * (92,
882)
2. (92, -882) = -(92,
882)
E_-00763: r = 1 t = 1 #III =
1
E(Q) = <(16207/1521,
1253890/59319)>
R = 10.1749784172
0 integral points
E_-00762: r = 2 t = 1 #III =
1
E(Q) = <(163/9, 1943/27)>
x <(457/36, 7739/216)>
R = 35.1609203657
0 integral points
E_-00761: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00760: r = 1 t = 1 #III =
1
E(Q) = <(254,
4048)>
R = 4.8662777087
2 integral points
1. (254, 4048) = 1 * (254, 4048)
2. (254, -4048) = -(254,
4048)
E_-00759: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00758: r = 1 t = 1 #III =
1
E(Q) = <(64641/100,
16434689/1000)>
R = 11.0852788193
0 integral points
E_-00757: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00756: r = 1 t = 1 #III =
1
E(Q) = <(30, 162)>
R = 1.2438724561
2 integral points
1. (30, 162) = 1 * (30,
162)
2. (30, -162) = -(30,
162)
E_-00755: r = 3 t = 1 #III =
1
E(Q) = <(11, 24)> x
<(39, 242)> x <(209/16, 2457/64)>
R = 34.3669634995
6 integral points
1. (11, 24) = 1 * (11,
24)
2. (11, -24) = -(11,
24)
3. (39, 242) = 1 * (39,
242)
4. (39, -242) = -(39,
242)
5. (891, 26596) = 1 * (11,
24) - 1 * (209/16, 2457/64)
6. (891, -26596) = -(891,
26596)
E_-00754: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00753: r = 2 t = 1 #III =
1
E(Q) = <(13, 38)> x
<(147907801/15936064, 433907921437/63616767488)>
R = 56.1955331478
2 integral points
1. (13, 38) = 1 * (13,
38)
2. (13, -38) = -(13,
38)
E_-00752: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00751: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00750: r = 1 t = 1 #III =
1
E(Q) = <(1255/81,
39725/729)>
R = 5.8684291449
0 integral points
E_-00749: r = 1 t = 1 #III =
1
E(Q) =
<(46660699269/353101681, 10077582690924160/6635133687671)>
R = 24.6083934624
0 integral points
E_-00748: r = 1 t = 1 #III =
1
E(Q) = <(229/25,
567/125)>
R = 5.4295580856
0 integral points
E_-00747: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00746: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00745: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00744: r = 2 t = 1 #III =
1
E(Q) = <(10, 16)> x
<(116926/625, 39979924/15625)>
R = 22.6151368372
2 integral points
1. (10, 16) = 1 * (10,
16)
2. (10, -16) = -(10,
16)
E_-00743: r = 1 t = 1 #III =
1
E(Q) = <(57/4,
371/8)>
R = 4.4122344755
0 integral points
E_-00742: r = 1 t = 1 #III =
1
E(Q) = <(1031/25,
32929/125)>
R = 7.0720852994
0 integral points
E_-00741: r = 3 t = 1 #III =
1
E(Q) = <(25, 122)> x
<(49/4, 265/8)> x <(745/81, 4438/729)>
R = 102.7609342821
2 integral points
1. (25, 122) = 1 * (25,
122)
2. (25, -122) = -(25,
122)
E_-00740: r = 1 t = 1 #III =
1
E(Q) = <(1101/49,
35321/343)>
R = 7.2450144507
0 integral points
E_-00739: r = 1 t = 1 #III =
1
E(Q) = <(241/4,
3735/8)>
R = 5.0273726859
0 integral points
E_-00738: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00737: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00736: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00735: r = 1 t = 1 #III =
1
E(Q) = <(106,
1091)>
R = 4.2536248279
2 integral points
1. (106, 1091) = 1 * (106,
1091)
2. (106, -1091) = -(106,
1091)
E_-00734: r = 0 t = 1 #III =
4
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-00733: r = 1 t = 1 #III =
1
E(Q) = <(76841/4900,
19169611/343000)>
R = 11.5863093278
0 integral points
E_-00732: r = 2 t = 1 #III =
1
E(Q) = <(16, 58)> x
<(52, 374)>
R = 5.9868578670
6 integral points
1. (16, 58) = 1 * (16,
58)
2. (16, -58) = -(16,
58)
3. (76, 662) = 1 * (16, 58) -
1 * (52, 374)
4. (76, -662) = -(76,
662)
5. (52, 374) = 1 * (52, 374)
6. (52, -374) = -(52,
374)
E_-00731: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00730: r = 2 t = 1 #III =
1
E(Q) = <(41/4, 149/8)> x
<(659/49, 14153/343)>
R = 28.8661363459
0 integral points
E_-00729: r = 0 t = 2 #III =
1
E(Q) = <(9, 0)>
R = 1.0000000000
1 integral point
1. (9, 0) = (9, 0)
E_-00728: r = 2 t = 1 #III =
1
E(Q) = <(9, 1)> x
<(74, 636)>
R = 8.3917685276
4 integral points
1. (9, 1) = 1 * (9, 1)
2. (9, -1) = -(9, 1)
3. (74, 636) = 1 * (74,
636)
4. (74, -636) = -(74,
636)
E_-00727: r = 1 t = 1 #III =
1
E(Q) = <(32, 179)>
R = 3.1740246074
2 integral points
1. (32, 179) = 1 * (32,
179)
2. (32, -179) = -(32,
179)
E_-00726: r = 1 t = 1 #III =
1
E(Q) = <(55, 407)>
R = 2.5087177371
2 integral points
1. (55, 407) = 1 * (55,
407)
2. (55, -407) = -(55,
407)
E_-00725: r = 1 t = 1 #III =
1
E(Q) = <(9, 2)>
R = 2.7456845139
2 integral points
1. (9, 2) = 1 * (9, 2)
2. (9, -2) = -(9, 2)
E_-00724: r = 1 t = 1 #III =
1
E(Q) = <(470/49,
4318/343)>
R = 5.9790616073
0 integral points
E_-00723: r = 2 t = 1 #III =
1
E(Q) = <(223/9, 3250/27)>
x <(1207/81, 37070/729)>
R = 40.8023393207
0 integral points
E_-00722: r = 1 t = 1 #III =
1
E(Q) = <(177/4,
2345/8)>
R = 5.2998713928
0 integral points
E_-00721: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00720: r = 1 t = 1 #III =
1
E(Q) = <(9, 3)>
R = 2.0122133596
2 integral points
1. (9, 3) = 1 * (9, 3)
2. (9, -3) = -(9, 3)
E_-00719: r = 1 t = 1 #III =
1
E(Q) = <(14, 45)>
R = 1.9991093208
2 integral points
1. (14, 45) = 1 * (14,
45)
2. (14, -45) = -(14,
45)
E_-00718: r = 2 t = 1 #III =
1
E(Q) = <(23, 107)> x
<(78233/3136, 21369923/175616)>
R = 37.7859684946
2 integral points
1. (23, 107) = 1 * (23,
107)
2. (23, -107) = -(23,
107)
E_-00717: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00716: r = 1 t = 1 #III =
1
E(Q) = <(3523225/324,
6613183421/5832)>
R = 15.0753932990
0 integral points
E_-00715: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00714: r = 1 t = 1 #III =
1
E(Q) = <(4831345/79524,
10602531017/22425768)>
R = 15.4807315151
0 integral points
E_-00713: r = 3 t = 1 #III =
1
E(Q) = <(9, 4)> x
<(81/4, 697/8)> x <(3417/4, 199741/8)>
R = 94.4506512964
2 integral points
1. (9, 4) = 1 * (9, 4)
2. (9, -4) = -(9, 4)
E_-00712: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00711: r = 1 t = 1 #III =
1
E(Q) = <(10, 17)>
R = 2.3391755615
2 integral points
1. (10, 17) = 1 * (10,
17)
2. (10, -17) = -(10, 17)
E_-00710: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00709: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00708: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00707: r = 1 t = 1 #III =
1
E(Q) = <(155863/16641,
22986370/2146689)>
R = 12.4832748085
0 integral points
E_-00706: r = 3 t = 1 #III =
1
E(Q) = <(11, 25)> x
<(65/4, 479/8)> x <(1145/16, 38707/64)>
R = 88.2562683410
2 integral points
1. (11, 25) = 1 * (11,
25)
2. (11, -25) = -(11,
25)
E_-00705: r = 1 t = 1 #III =
1
E(Q) = <(303121/33489,
37051696/6128487)>
R = 13.1634561544
0 integral points
E_-00704: r = 2 t = 1 #III =
1
E(Q) = <(12, 32)> x
<(9, 5)>
R = 3.6371589434
4 integral points
1. (12, 32) = 1 * (12,
32)
2. (12, -32) = -(12,
32)
3. (60, 464) = -1 * (12, 32)
- 1 * (9, 5)
4. (60, -464) = -(60,
464)
E_-00703: r = 1 t = 1 #III =
1
E(Q) = <(112,
1185)>
R = 3.7558579396
2 integral points
1. (112, 1185) = 1 * (112,
1185)
2. (112, -1185) = -(112,
1185)
E_-00702: r = 1 t = 1 #III =
1
E(Q) = <(103,
1045)>
R = 4.6877159673
2 integral points
1. (103, 1045) = 1 * (103,
1045)
2. (103, -1045) = -(103,
1045)
E_-00701: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00700: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00699: r = 1 t = 1 #III =
1
E(Q) = <(18187/441,
2440432/9261)>
R = 9.9396685220
0 integral points
E_-00698: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00697: r = 1 t = 1 #III =
1
E(Q) = <(1373/121,
36790/1331)>
R = 7.6689162177
0 integral points
E_-00696: r = 1 t = 1 #III =
1
E(Q) = <(931858/53361,
838711756/12326391)>
R = 13.3517647465
0 integral points
E_-00695: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00694: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00693: r = 1 t = 1 #III =
1
E(Q) = <(9, 6)>
R = 2.0063705144
2 integral points
1. (9, 6) = 1 * (9, 6)
2. (9, -6) = -(9, 6)
E_-00692: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00691: r = 1 t = 1 #III =
1
E(Q) = <(156499/15129,
37949320/1860867)>
R = 12.4411670296
0 integral points
E_-00690: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00689: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00688: r = 1 t = 1 #III =
1
E(Q) = <(17, 65)>
R = 3.1397054077
2 integral points
1. (17, 65) = 1 * (17,
65)
2. (17, -65) = -(17,
65)
E_-00687: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00686: r = 1 t = 1 #III =
1
E(Q) = <(1647/169,
34007/2197)>
R = 7.9113624648
0 integral points
E_-00685: r = 2 t = 1 #III =
1
E(Q) = <(49, 342)> x
<(169/4, 2187/8)>
R = 13.9252613200
2 integral points
1. (49, 342) = 1 * (49,
342)
2. (49, -342) = -(49,
342)
E_-00684: r = 1 t = 1 #III =
1
E(Q) = <(4585/36,
310411/216)>
R = 8.4730504490
0 integral points
E_-00683: r = 1 t = 1 #III =
1
E(Q) = <(227,
3420)>
R = 4.8994962729
2 integral points
1. (227, 3420) = 1 * (227,
3420)
2. (227, -3420) = -(227, 3420)
E_-00682: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00681: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00680: r = 2 t = 1 #III =
1
E(Q) = <(9, 7)> x
<(8394, 769048)>
R = 22.1043490264
4 integral points
1. (9, 7) = 1 * (9, 7)
2. (9, -7) = -(9, 7)
3. (8394, 769048) = 1 *
(8394, 769048)
4. (8394, -769048) = -(8394,
769048)
E_-00679: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00678: r = 1 t = 1 #III =
1
E(Q) = <(64417/2916,
15826895/157464)>
R = 11.3113883103
0 integral points
E_-00677: r = 1 t = 1 #III =
1
E(Q) = <(3822049/324900,
5710868657/185193000)>
R = 15.5828443686
0 integral points
E_-00676: r = 2 t = 1 #III =
1
E(Q) = <(13, 39)> x <(26,
130)>
R = 0.7260493670
12 integral points
1. (13, 39) = 1 * (13,
39)
2. (13, -39) = -(13,
39)
3. (901, 27045) = 3 * (13,
39)
4. (901, -27045) = -(901,
27045)
5. (130, 1482) = 1 * (13, 39)
- 1 * (26, 130)
6. (130, -1482) = -(130,
1482)
7. (26, 130) = 1 * (26,
130)
8. (26, -130) = -(26,
130)
9. (10, 18) = -1 * (13, 39) -
1 * (26, 130)
10. (10, -18) = -(10,
18)
11. (338, 6214) = -2 * (13, 39) - 1 *
(26, 130)
12. (338, -6214) = -(338,
6214)
E_-00675: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00674: r = 2 t = 1 #III =
1
E(Q) = <(75, 649)> x <(593/4,
14439/8)>
R = 21.7674479301
4 integral points
1. (75, 649) = 1 * (75,
649)
2. (75, -649) = -(75,
649)
3. (899, 26955) = 1 * (75,
649) - 1 * (593/4, 14439/8)
4. (899, -26955) = -(899, 26955)
E_-00673: r = 2 t = 1 #III =
1
E(Q) = <(29, 154)> x
<(231664533473/14078771716, 102737618523869903/1670502579190264)>
R = 87.1483621465
2 integral points
1. (29, 154) = 1 * (29,
154)
2. (29, -154) = -(29,
154)
E_-00672: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00671: r = 1 t = 1 #III =
1
E(Q) = <(15, 52)>
R = 3.0495450504
2 integral points
1. (15, 52) = 1 * (15,
52)
2. (15, -52) = -(15,
52)
E_-00670: r = 1 t = 1 #III =
1
E(Q) =
<(1204592056129/10267363584, 1321812582303766753/1040371417239552)>
R = 27.8629799280
0 integral points
E_-00669: r = 1 t = 1 #III =
1
E(Q) = <(5013145/191844,
11012034077/84027672)>
R = 15.6294694188
0 integral points
E_-00668: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-00667: r = 1 t = 1 #III =
1
E(Q) = <(223,
3330)>
R = 4.8819546249
2 integral points
1. (223, 3330) = 1 * (223,
3330)
2. (223, -3330) = -(223,
3330)
E_-00666: r = 1 t = 1 #III =
1
E(Q) = <(585/64,
5061/512)>
R = 6.1677453282
0 integral points
E_-00665: r = 2 t = 1 #III =
1
E(Q) = <(9, 8)> x
<(921/100, 10781/1000)>
R = 19.7828281197
2 integral points
1. (9, 8) = 1 * (9, 8)
2. (9, -8) = -(9, 8)
E_-00664: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00663: r = 1 t = 1 #III =
1
E(Q) = <(94, 911)>
R = 4.1381480416
2 integral points
1. (94, 911) = 1 * (94,
911)
2. (94, -911) = -(94,
911)
E_-00662: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00661: r = 1 t = 1 #III =
1
E(Q) =
<(6569450245/659616489, 306297951260804/16940930286987)>
R = 23.0957602320
0 integral points
E_-00660: r = 1 t = 1 #III =
1
E(Q) = <(39766/1521,
7782094/59319)>
R = 10.0985387275
0 integral points
E_-00659: r = 2 t = 1 #III =
1
E(Q) = <(177/16,
1687/64)> x <(11937/676, 1223663/17576)>
R = 50.0865780290
0 integral points
E_-00658: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00657: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00656: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00655: r = 1 t = 1 #III =
1
E(Q) = <(11, 26)>
R = 2.8461227137
2 integral points
1. (11, 26) = 1 * (11,
26)
2. (11, -26) = -(11,
26)
E_-00654: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00653: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00652: r = 2 t = 1 #III =
1
E(Q) = <(53, 385)> x
<(3901/225, 227899/3375)>
R = 34.8283737642
2 integral points
1. (53, 385) = 1 * (53,
385)
2. (53, -385) = -(53,
385)
E_-00651: r = 2 t = 1 #III
= 1
E(Q) = <(235/9, 3536/27)>
x <(13183/1521, 19774/59319)>
R = 51.9278072489
0 integral points
E_-00650: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00649: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00648: r = 2 t = 1 #III =
1
E(Q) = <(18, 72)> x
<(9, 9)>
R = 1.2549839984
12 integral points
1. (18, 72) = 1 * (18, 72)
2. (18, -72) = -(18,
72)
3. (97, 955) = 2 * (18, 72) -
1 * (9, 9)
4. (97, -955) = -(97,
955)
5. (54, 396) = -1 * (18, 72)
+ 1 * (9, 9)
6. (54, -396) = -(54,
396)
7. (9, 9) = 1 * (9, 9)
8. (9, -9) = -(9, 9)
9. (22, 100) = -1 * (18, 72)
- 1 * (9, 9)
10. (22, -100) = -(22,
100)
11. (1809, 76941) = 2 * (18,
72) + 1 * (9, 9)
12. (1809, -76941) = -(1809,
76941)
E_-00647: r = 1 t = 1 #III =
1
E(Q) = <(42, 271)>
R = 3.4012128177
2 integral points
1. (42, 271) = 1 * (42,
271)
2. (42, -271) = -(42,
271)
E_-00646: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00645: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00644: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00643: r = 2 t = 1 #III =
1
E(Q) = <(743/49,
18290/343)> x <(899/25, 26768/125)>
R = 46.1068753753
0 integral points
E_-00642: r = 1 t = 1 #III =
1
E(Q) = <(51697/1764,
11603465/74088)>
R = 11.0314264661
0 integral points
E_-00641: r = 1 t = 1 #III =
1
E(Q) = <(3141/361,
28850/6859)>
R = 8.5974248620
0 integral points
E_-00640: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00639: r = 2 t = 1 #III =
1
E(Q) = <(12, 33)> x
<(10, 19)>
R = 3.5530046063
8 integral points
1. (12, 33) = 1 * (12, 33)
2. (12, -33) = -(12,
33)
3. (654, 16725) = -1 * (12,
33) + 1 * (10, 19)
4. (654, -16725) = -(654,
16725)
5. (10, 19) = 1 * (10,
19)
6. (10, -19) = -(10,
19)
7. (27, 138) = -1 * (12, 33)
- 1 * (10, 19)
8. (27, -138) = -(27,
138)
E_-00638: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00637: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00636: r = 1 t = 1 #III =
1
E(Q) = <(28, 146)>
R = 2.5937892944
2 integral points
1. (28, 146) = 1 * (28,
146)
2. (28, -146) = -(28,
146)
E_-00635: r = 1 t = 1 #III =
1
E(Q) = <(493801/34596,
306780821/6434856)>
R = 13.4613234885
0 integral points
E_-00634: r = 1 t = 1 #III =
1
E(Q) = <(2483/289,
2279/4913)>
R = 8.3664767121
0 integral points
E_-00633: r = 1 t = 1 #III =
1
E(Q) = <(13875649/1587600,
11771874143/2000376000)>
R = 16.9868010520
0 integral points
E_-00632: r = 1 t = 1 #III =
1
E(Q) = <(801/25,
22451/125)>
R = 6.8484654978
0 integral points
E_-00631: r = 1 t = 1 #III =
1
E(Q) = <(58, 441)>
R = 3.1395994404
2 integral points
1. (58, 441) = 1 * (58,
441)
2. (58, -441) = -(58,
441)
E_-00630: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00629: r = 2 t = 1 #III =
1
E(Q) = <(9, 10)> x
<(305/16, 5079/64)>
R = 14.1838911103
2 integral points
1. (9, 10) = 1 * (9, 10)
2. (9, -10) = -(9, 10)
E_-00628: r = 2 t = 1 #III =
1
E(Q) = <(14, 46)> x
<(161/4, 2033/8)>
R = 11.3461382085
2 integral points
1. (14, 46) = 1 * (14,
46)
2. (14, -46) = -(14, 46)
E_-00627: r = 1 t = 1 #III =
1
E(Q) = <(17953/576,
2380465/13824)>
R = 9.9621220559
0 integral points
E_-00626: r = 2 t = 1 #III =
1
E(Q) = <(627/49,
13147/343)> x <(82377/9604, 2114363/941192)>
R = 79.8407280765
0 integral points
E_-00625: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00624: r = 1 t = 1 #III =
1
E(Q) = <(88/9,
476/27)>
R = 3.5807740384
0 integral points
E_-00623: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00622: r = 2 t = 1 #III =
1
E(Q) = <(49/4, 279/8)> x
<(127, 1431)>
R = 13.7148933150
2 integral points
1. (127, 1431) = 1 * (127,
1431)
2. (127, -1431) = -(127,
1431)
E_-00621: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00620: r = 1 t = 1 #III =
1
E(Q) = <(41/4,
171/8)>
R = 3.6334944816
0 integral points
E_-00619: r = 1 t = 1 #III =
1
E(Q) =
<(1977738415/14130081, 87943601777086/53114974479)>
R = 21.4426389089
0 integral points
E_-00618: r = 2 t = 1 #III =
1
E(Q) = <(19, 79)> x
<(1042881859/81225, 33678494497727/23149125)>
R = 61.1392508948
2 integral points
1. (19, 79) = 1 * (19,
79)
2. (19, -79) = -(19,
79)
E_-00617: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00616: r = 1 t = 1 #III =
1
E(Q) = <(4778/361,
283016/6859)>
R =
8.1516478710
0 integral points
E_-00615: r = 2 t = 1 #III =
1
E(Q) = <(16, 59)> x
<(46, 311)>
R = 9.0224954650
4 integral points
1. (16, 59) = 1 * (16,
59)
2. (16, -59) = -(16,
59)
3. (46, 311) = 1 * (46,
311)
4. (46, -311) = -(46,
311)
E_-00614: r = 1 t = 1 #III =
1
E(Q) = <(78897/7396,
15579113/636056)>
R = 11.7277417419
0 integral points
E_-00613: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00612: r = 1 t = 1 #III =
1
E(Q) = <(21, 93)>
R = 2.5541508362
2 integral points
1. (21, 93) = 1 * (21,
93)
2. (21, -93) = -(21, 93)
E_-00611: r = 1 t = 1 #III =
1
E(Q) = <(209/4,
3015/8)>
R = 4.8923984231
0 integral points
E_-00610: r = 2 t = 1 #III =
1
E(Q) = <(2291/169,
95291/2197)> x <(28961/1600, 4668209/64000)>
R = 72.3264377360
0 integral points
E_-00609: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00608: r = 2 t = 1 #III =
1
E(Q) = <(9, 11)> x
<(1569/16, 62129/64)>
R = 19.5758618472
2 integral points
1. (9, 11) = 1 * (9,
11)
2. (9, -11) = -(9, 11)
E_-00607: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00606: r = 1 t = 1 #III =
1
E(Q) = <(60535/2601,
14531563/132651)>
R = 11.2296432474
0 integral points
E_-00605: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00604: r = 1 t = 1 #III =
1
E(Q) = <(20, 86)>
R = 2.3240209856
2 integral points
1. (20, 86) = 1 * (20,
86)
2. (20, -86) = -(20,
86)
E_-00603: r = 1 t = 1 #III =
1
E(Q) = <(14281/900,
1572571/27000)>
R = 9.8803808948
0 integral points
E_-00602: r = 2 t = 1 #III =
1
E(Q) = <(11, 27)> x
<(403/9, 8063/27)>
R = 12.8948283501
2 integral points
1. (11, 27) = 1 * (11, 27)
2. (11, -27) = -(11,
27)
E_-00601: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00600: r = 1 t = 1 #III =
1
E(Q) = <(10, 20)>
R =
1.0113610515
2 integral points
1. (10, 20) = 1 * (10,
20)
2. (10, -20) = -(10,
20)
E_-00599: r = 1 t = 1 #III =
1
E(Q) = <(24, 115)>
R = 2.9274648112
2 integral points
1. (24, 115) = 1 * (24, 115)
2. (24, -115) = -(24,
115)
E_-00598: r = 1 t = 1 #III =
1
E(Q) =
<(280178995328327/25363018341241,
3498200002864349551735/127732497442626028211)>
R = 33.7012109567
0 integral points
E_-00597: r = 1 t = 1 #III =
9
E(Q) = <(13, 40)>
R = 2.9405161594
2 integral points
1. (13, 40) = 1 * (13,
40)
2. (13, -40) = -(13,
40)
E_-00596: r = 1 t = 1 #III =
1
E(Q) = <(198, 2786)>
R = 4.6212499268
2 integral points
1. (198, 2786) = 1 * (198,
2786)
2. (198, -2786) = -(198,
2786)
E_-00595: r = 1 t = 1 #III =
1
E(Q) = <(16081/36,
2039239/216)>
R =
9.6969730914
0 integral points
E_-00594: r = 1 t = 1 #III =
1
E(Q) = <(115/9,
1043/27)>
R = 5.1258304872
0 integral points
E_-00593: r = 2 t = 1 #III =
1
E(Q) = <(33, 188)> x
<(201/4, 2843/8)>
R = 18.4840241355
4 integral points
1. (33, 188) = 1 * (33,
188)
2. (33, -188) = -(33,
188)
3. (909, 27406) = 1 * (33,
188) - 1 * (201/4, 2843/8)
4. (909, -27406) = -(909, 27406)
E_-00592: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00591: r = 1 t = 1 #III =
1
E(Q) = <(3430/9,
200881/27)>
R = 7.6917585538
0 integral points
E_-00590: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00589: r = 1 t = 1 #III =
1
E(Q) = <(785,
21994)>
R = 6.6722509231
2 integral points
1. (785, 21994) = 1 * (785,
21994)
2. (785, -21994) = -(785,
21994)
E_-00588: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00587: r = 2 t = 1 #III =
1
E(Q) = <(153/16,
1085/64)> x <(279/25, 3542/125)>
R = 27.4260573951
2 integral points
1. (783, 21910) = 1 *
(153/16, 1085/64) - 1 * (279/25, 3542/125)
2. (783, -21910) = -(783,
21910)
E_-00586: r = 2 t = 1 #III =
1
E(Q) = <(115, 1233)> x
<(667/49, 15093/343)>
R = 23.8779657100
2 integral points
1. (115, 1233) = 1 * (115,
1233)
2. (115, -1233) = -(115,
1233)
E_-00585: r = 1 t = 1 #III =
1
E(Q) = <(9, 12)>
R = 1.9810378161
2 integral points
1. (9, 12) = 1 * (9,
12)
2. (9, -12) = -(9, 12)
E_-00584: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00583: r = 1 t = 1 #III =
1
E(Q) = <(38, 233)>
R = 3.3094778066
2 integral points
1. (38, 233) = 1 * (38,
233)
2. (38, -233) = -(38,
233)
E_-00582: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00581: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00580: r = 1 t = 1 #III =
1
E(Q) = <(194,
2702)>
R = 4.6011387768
2 integral points
1. (194, 2702) = 1 * (194,
2702)
2. (194, -2702) = -(194,
2702)
E_-00579: r = 2 t = 1 #III =
1
E(Q) = <(175/9, 2222/27)>
x <(15631/9, 1954250/27)>
R = 47.2527383710
0 integral points
E_-00578: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00577: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00576: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00575: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00574: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00573: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00572: r = 1 t = 1 #III =
1
E(Q) = <(12, 34)>
R = 1.9592499859
2 integral points
1. (12, 34) = 1 * (12,
34)
2. (12, -34) = -(12,
34)
E_-00571: r = 2 t = 1 #III =
1
E(Q) = <(185/4, 2509/8)>
x <(233/16, 3211/64)>
R = 30.8165946583
0 integral points
E_-00570: r = 1 t = 1 #III =
1
E(Q) =
<(235096491361/658538244, 113989933699384751/16899408417528)>
R = 26.1975441942
0 integral points
E_-00569: r = 1 t = 1 #III =
1
E(Q) = <(33671109/4060225,
9415344398/8181353375)>
R = 17.8810991878
0 integral points
E_-00568: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00567: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00566: r = 2 t = 1 #III =
1
E(Q) = <(15, 53)> x
<(513/16, 11519/64)>
R = 18.7294953051
2 integral points
1. (15, 53) = 1 * (15, 53)
2. (15, -53) = -(15,
53)
E_-00565: r = 2 t = 1 #III =
1
E(Q) = <(41/4, 181/8)> x
<(59689/1089, 14557778/35937)>
R = 42.2551076227
0 integral points
E_-00564: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00563: r = 1 t = 1 #III =
1
E(Q) = <(378696817/18714276,
7114730173865/80957957976)>
R = 19.9964276484
0 integral points
E_-00562: r = 1 t = 1 #III =
1
E(Q) = <(1959737/128164,
2518604755/45882712)>
R = 14.8059923866
0 integral points
E_-00561: r = 1 t = 1 #III =
4
E(Q) = <(757/9,
20818/27)>
R = 6.6895511070
0 integral points
E_-00560: r = 1 t = 1 #III =
1
E(Q) = <(9, 13)>
R = 2.7070646642
2 integral points
1. (9, 13) = 1 * (9,
13)
2. (9, -13) = -(9, 13)
E_-00559: r = 1 t = 1 #III =
1
E(Q) = <(10, 21)>
R = 1.7564040694
2 integral points
1. (10, 21) = 1 * (10,
21)
2. (10, -21) = -(10,
21)
E_-00558: r = 1 t = 1 #III =
1
E(Q) = <(33/4,
15/8)>
R = 3.3124396434
0 integral points
E_-00557: r = 2 t = 1 #III =
1
E(Q) = <(17, 66)> x
<(33/4, 17/8)>
R = 10.3508595259
2 integral points
1. (17, 66) = 1 * (17,
66)
2. (17, -66) = -(17,
66)
E_-00556: r = 1 t = 1 #III =
1
E(Q) = <(246074257/345744,
3860103405383/203297472)>
R = 19.3282493313
0 integral points
E_-00555: r = 1 t = 1 #III =
1
E(Q) = <(24811/2601,
2346776/132651)>
R = 10.6027402067
0 integral points
E_-00554: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00553: r = 1 t = 1 #III =
1
E(Q) = <(69197/3481,
17550070/205379)>
R = 11.3916621737
0 integral points
E_-00552: r = 1 t = 1 #III =
1
E(Q) = <(202/9,
2800/27)>
R = 4.8348757797
0 integral points
E_-00551: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00550: r = 1 t = 1 #III =
1
E(Q) = <(31, 171)>
R = 3.0451830155
2 integral points
1. (31, 171) = 1 * (31,
171)
2. (31, -171) = -(31,
171)
E_-00549: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00548: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00547: r = 1 t = 1 #III =
9
E(Q) = <(11, 28)>
R = 2.8229510342
2 integral points
1. (11, 28) = 1 * (11,
28)
2. (11, -28) = -(11,
28)
E_-00546: r = 2 t = 1 #III =
1
E(Q) = <(43, 281)> x
<(138475/16641, 11797703/2146689)>
R = 45.3911812227
2 integral points
1. (43, 281) = 1 * (43,
281)
2. (43, -281) = -(43,
281)
E_-00545: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00544: r = 1 t = 1 #III =
1
E(Q) = <(1169/121,
25175/1331)>
R = 7.5395338156
0 integral points
E_-00543: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00542: r = 1 t = 1 #III =
1
E(Q) = <(296830081/21344400,
4569752924479/98611128000)>
R = 19.8515842910
0 integral points
E_-00541: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00540: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00539: r = 1 t = 1 #III =
1
E(Q) = <(137/16,
603/64)>
R = 4.8968938313
0 integral points
E_-00538: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00537: r = 2 t = 1 #III =
1
E(Q) = <(553/4, 13003/8)>
x <(721/16, 19303/64)>
R = 41.2365773202
0 integral points
E_-00536: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00535: r = 2 t = 1 #III =
1
E(Q) = <(14, 47)> x
<(599/49, 12328/343)>
R = 15.9786342667
4 integral points
1. (14, 47) = 1 * (14,
47)
2. (14, -47) = -(14,
47)
3. (2156, 100109) = -1 * (14,
47) + 1 * (599/49, 12328/343)
4. (2156, -100109) = -(2156,
100109)
E_-00534: r = 1 t = 1 #III =
1
E(Q) = <(703/9,
18629/27)>
R = 6.6190964640
0 integral points
E_-00533: r = 1 t = 1 #III =
9
E(Q) = <(9, 14)>
R = 2.6999181020
2 integral points
1. (9, 14) = 1 * (9,
14)
2. (9, -14) = -(9, 14)
E_-00532: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00531: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00530: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00529: r = 1 t = 1 #III =
1
E(Q) = <(85/9,
478/27)>
R = 4.9238297989
0 integral points
E_-00528: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00527: r = 1 t = 1 #III =
1
E(Q) = <(33/4,
47/8)>
R = 4.0361162051
0 integral points
E_-00526: r = 1 t = 1 #III =
1
E(Q) =
<(156923047495/18393055641, 24314499489730373/2494484599088061)>
R = 26.3032195721
0 integral points
E_-00525: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00524: r = 2 t = 1 #III =
1
E(Q) = <(45, 301)> x
<(33/4, 49/8)>
R = 15.5710418324
2 integral points
1. (45, 301) = 1 * (45,
301)
2. (45, -301) = -(45, 301)
E_-00523: r = 1 t = 1 #III =
1
E(Q) = <(403/49,
1980/343)>
R = 5.9894929419
0 integral points
E_-00522: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00521: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00520: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00519: r = 1 t = 1 #III =
1
E(Q) = <(505/4,
11347/8)>
R = 6.2636738376
0 integral points
E_-00518: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00517: r = 1 t = 1 #III =
1
E(Q) = <(71461/5625,
16520084/421875)>
R = 11.5440616630
0 integral points
E_-00516: r = 3 t = 1 #III =
1
E(Q) = <(10, 22)> x
<(13, 41)> x <(181, 2435)>
R = 26.7711473167
8 integral points
1. (418, 8546) = 1 * (10, 22)
- 1 * (13, 41)
2. (418, -8546) = -(418,
8546)
3. (10, 22) = 1 * (10,
22)
4. (10, -22) = -(10,
22)
5. (13, 41) = 1 * (13,
41)
6. (13, -41) = -(13,
41)
7. (181, 2435) = 1 * (181, 2435)
8. (181, -2435) = -(181,
2435)
E_-00515: r = 2 t = 1 #III =
1
E(Q) = <(171, 2236)> x
<(129/16, 193/64)>
R = 25.5482574470
2 integral points
1. (171, 2236) = 1 * (171,
2236)
2. (171, -2236) = -(171,
2236)
E_-00514: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00513: r = 1 t = 1 #III =
1
E(Q) = <(201/25,
324/125)>
R =
4.2026930700
0 integral points
E_-00512: r = 0 t = 2 #III =
1
E(Q) = <(8, 0)>
R = 1.0000000000
1 integral point
1. (8, 0) = (8, 0)
E_-00511: r = 1 t = 1 #III =
1
E(Q) = <(8, 1)>
R = 2.1663487735
4 integral points
1. (8, 1) = 1 * (8, 1)
2. (8, -1) = -(8, 1)
3. (9200, 882433) = -2 * (8,
1)
4. (9200, -882433) = -(9200,
882433)
E_-00510: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00509: r = 2 t = 1 #III =
1
E(Q) = <(73/9, 134/27)> x
<(25945/729, 4155418/19683)>
R = 44.7380998033
0 integral points
E_-00508: r = 2 t = 1 #III =
1
E(Q) = <(8, 2)> x
<(76/9, 262/27)>
R = 6.4957257754
8 integral points
1. (8, 2) = 1 * (8, 2)
2. (8, -2) = -(8, 2)
3. (2288, 109442) = -2 * (8,
2)
4. (2288, -109442) = -(2288,
109442)
5. (677, 17615) = 1 * (8, 2)
- 1 * (76/9, 262/27)
6. (677, -17615) = -(677,
17615)
7. (284, 4786) = -1 * (8, 2)
- 1 * (76/9, 262/27)
8. (284, -4786) = -(284,
4786)
E_-00507: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00506: r = 1 t = 1 #III =
4
E(Q) = <(675,
17537)>
R = 6.5219730125
2 integral points
1. (675, 17537) = 1 * (675,
17537)
2. (675, -17537) = -(675,
17537)
E_-00505: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00504: r = 1 t = 1 #III =
1
E(Q) = <(9, 15)>
R = 1.9595129226
2 integral points
1. (9, 15) = 1 * (9,
15)
2. (9, -15) = -(9, 15)
E_-00503: r = 3 t = 1 #III =
1
E(Q) = <(8, 3)> x
<(12, 35)> x <(18, 73)>
R = 8.1435866642
16 integral points
1. (8, 3) = 1 * (8, 3)
2. (8, -3) = -(8, 3)
3. (1008, 32003) = -2 * (8,
3)
4. (1008, -32003) = -(1008,
32003)
5. (12, 35) = 1 * (12,
35)
6. (12, -35) = -(12, 35)
7. (44, 291) = -1 * (8, 3) -
1 * (12, 35)
8. (44, -291) = -(44,
291)
9. (294, 5041) = 1 * (12, 35)
- 1 * (18, 73)
10. (294, -5041) = -(294,
5041)
11. (18, 73) = 1 * (18,
73)
12. (18, -73) = -(18,
73)
13. (23, 108) = -1 * (8, 3) -
1 * (18, 73)
14. (23, -108) = -(23,
108)
15. (134, 1551) = 1 * (8, 3) +
1 * (12, 35) + 1 * (18, 73)
16. (134, -1551) = -(134,
1551)
E_-00502: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00501: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00500: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00499: r = 2 t = 1 #III =
1
E(Q) = <(167, 2158)> x
<(7265/484, 571727/10648)>
R = 45.7386197317
2 integral points
1. (167, 2158) = 1 * (167,
2158)
2. (167, -2158) = -(167,
2158)
E_-00498: r = 1 t = 1 #III =
1
E(Q) = <(60540811/6890625,
242820947809/18087890625)>
R = 18.4221383551
0 integral points
E_-00497: r = 1 t = 1 #III =
1
E(Q) = <(88174801/1782225,
826273300924/2379270375)>
R = 18.3928090307
0 integral points
E_-00496: r = 2 t = 1 #III =
1
E(Q) = <(16, 60)> x
<(8, 4)>
R = 1.3375041714
12 integral points
1. (16, 60) = 1 * (16,
60)
2. (16, -60) = -(16,
60)
3. (113, 1201) = 2 * (16, 60)
- 1 * (8, 4)
4. (113, -1201) = -(113,
1201)
5. (40, 252) = -1 * (16, 60)
+ 1 * (8, 4)
6. (40, -252) = -(40,
252)
7. (8, 4) = 1 * (8, 4)
8. (8, -4) = -(8, 4)
9. (25, 123) = -1 * (16, 60)
- 1 * (8, 4)
10. (25, -123) = -(25,
123)
11. (560, 13252) = -2 * (8,
4)
12. (560, -13252) = -(560,
13252)
E_-00495: r = 1 t = 1 #III =
1
E(Q) = <(34, 197)>
R = 3.2059252038
2 integral points
1. (34, 197) = 1 * (34,
197)
2. (34, -197) = -(34,
197)
E_-00494: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-00493: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00492: r = 1 t = 1 #III =
1
E(Q) = <(7321/900,
183619/27000)>
R =
9.4341127997
0 integral points
E_-00491: r = 1 t = 1 #III =
1
E(Q) =
<(5609268379/323892009, 399757556678500/5829084485973)>
R = 22.7187377093
0 integral points
E_-00490: r = 1 t = 1 #III =
1
E(Q) = <(11, 29)>
R = 2.8092873747
2 integral points
1. (11, 29) = 1 * (11,
29)
2. (11, -29) = -(11,
29)
E_-00489: r = 1 t = 1 #III =
1
E(Q) = <(7213/729,
431074/19683)>
R = 9.3352296367
0 integral points
E_-00488: r = 1 t = 1 #III =
1
E(Q) = <(609/25,
14773/125)>
R = 6.6070043463
0 integral points
E_-00487: r = 1 t = 1 #III =
1
E(Q) = <(8, 5)>
R = 2.1589863549
2 integral points
1. (8, 5) = 1 * (8, 5)
2. (8, -5) = -(8, 5)
E_-00486: r = 1 t = 1 #III =
1
E(Q) = <(415/49,
3781/343)>
R = 6.5440443892
0 integral points
E_-00485: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00484: r = 1 t = 1 #III =
1
E(Q) = <(130/9,
1358/27)>
R = 4.4941692792
0 integral points
E_-00483: r = 1 t = 1 #III =
1
E(Q) = <(11041/900,
996911/27000)>
R = 9.6806471211
0 integral points
E_-00482: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00481: r = 1 t = 1 #III =
1
E(Q) = <(449393/45796,
211088279/9800344)>
R = 13.4683406845
0 integral points
E_-00480: r = 1 t = 1 #III =
1
E(Q) = <(649/9,
16523/27)>
R = 6.5420522761
0 integral points
E_-00479: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00478: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00477: r = 1 t = 1 #III =
1
E(Q) = <(37, 224)>
R = 3.7397088308
2 integral points
1. (37, 224) = 1 * (37,
224)
2. (37, -224) = -(37,
224)
E_-00476: r = 1 t = 1 #III =
1
E(Q) = <(8, 6)>
R = 1.1441116612
4 integral points
1. (8, 6) = 1 * (8, 6)
2. (8, -6) = -(8, 6)
3. (240, 3718) = -2 * (8,
6)
4. (240, -3718) = -(240,
3718)
E_-00475: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00474: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00473: r = 2 t = 1 #III =
1
E(Q) = <(9, 16)> x
<(963757/84681, 779705810/24642171)>
R = 38.0095198534
2 integral points
1. (9, 16) = 1 * (9,
16)
2. (9, -16) = -(9, 16)
E_-00472: r = 1 t = 1 #III =
1
E(Q) = <(12058/441,
1308700/9261)>
R = 8.8769475559
0 integral points
E_-00471: r = 2 t = 1 #III =
1
E(Q) = <(10, 23)> x
<(871/81, 20260/729)>
R = 15.8317712016
4 integral points
1. (10, 23) = 1 * (10,
23)
2. (10, -23) = -(10, 23)
3. (4528, 304691) = 1 * (10,
23) - 1 * (871/81, 20260/729)
4. (4528, -304691) = -(4528,
304691)
E_-00470: r = 1 t = 1 #III =
1
E(Q) = <(10121889/1281424,
6932493967/1450571968)>
R = 16.6722510560
0 integral points
E_-00469: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00468: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00467: r = 1 t = 1 #III =
1
E(Q) = <(497/64,
585/512)>
R = 6.2081605664
0 integral points
E_-00466: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00465: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00464: r = 2 t = 1 #III =
1
E(Q) = <(33/4, 79/8)> x
<(129, 1465)>
R = 18.4971692071
2 integral points
1. (129, 1465) = 1 * (129, 1465)
2. (129, -1465) = -(129,
1465)
E_-00463: r = 2 t = 1 #III =
1
E(Q) = <(8, 7)> x
<(659/25, 16702/125)>
R = 14.3325710338
2 integral points
1. (8, 7) = 1 * (8, 7)
2. (8, -7) = -(8, 7)
E_-00462: r = 1 t = 1 #III =
1
E(Q) = <(52430233/4511376,
318915604925/9582162624)>
R = 18.1597182432
0 integral points
E_-00461: r = 1 t = 1 #III =
1
E(Q) = <(36090073/281961,
216787330774/149721291)>
R = 17.4386187782
0 integral points
E_-00460: r = 1 t = 1 #III =
1
E(Q) = <(49/4,
297/8)>
R = 3.7088230449
0 integral points
E_-00459: r = 2 t = 1 #III =
1
E(Q) = <(15, 54)> x
<(33/4, 81/8)>
R = 3.1549882340
6 integral points
1. (15, 54) = 1 * (15,
54)
2. (15, -54) = -(15,
54)
3. (67, 548) = -1 * (15, 54)
+ 1 * (33/4, 81/8)
4. (67, -548) = -(67, 548)
5. (19, 80) = -1 * (15, 54) -
1 * (33/4, 81/8)
6. (19, -80) = -(19,
80)
E_-00458: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00457: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00456: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00455: r = 1 t = 1 #III =
1
E(Q) = <(114, 1217)>
R = 4.3155554625
2 integral points
1. (114, 1217) = 1 * (114,
1217)
2. (114, -1217) = -(114,
1217)
E_-00454: r = 1 t = 1 #III =
1
E(Q) = <(8735/841,
629629/24389)>
R = 9.4983688790
0 integral points
E_-00453: r = 1 t = 1 #III =
1
E(Q) = <(36757/4761,
880120/328509)>
R = 11.0589748841
0 integral points
E_-00452: r = 1 t = 1 #III =
1
E(Q) = <(234/25,
2398/125)>
R = 5.2254989213
0 integral points
E_-00451: r = 1 t = 1 #III =
1
E(Q) = <(487/49,
7902/343)>
R = 6.0782182222
0 integral points
E_-00450: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00449: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00448: r = 1 t = 1 #III =
1
E(Q) = <(8, 8)>
R =
0.7600939383
4 integral points
1. (8, 8) = 1 * (8, 8)
2. (8, -8) = -(8, 8)
3. (128, 1448) = -2 * (8,
8)
4. (128, -1448) = -(128,
1448)
E_-00447: r = 1 t = 1 #III =
1
E(Q) = <(22, 101)>
R = 2.8383138149
2 integral points
1. (22, 101) = 1 * (22,
101)
2. (22, -101) = -(22,
101)
E_-00446: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00445: r = 1 t = 1 #III =
1
E(Q) = <(2429561/2704,
3786967501/140608)>
R = 14.7084468822
0 integral points
E_-00444: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00443: r = 2 t = 1 #III =
1
E(Q) = <(153/4, 1885/8)>
x <(11833/144, 1286675/1728)>
R = 44.5402587400
0 integral points
E_-00442: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00441: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00440: r = 2 t = 1 #III =
1
E(Q) = <(14, 48)> x
<(9, 17)>
R = 4.4924983941
6 integral points
1. (14, 48) = 1 * (14,
48)
2. (14, -48) = -(14,
48)
3. (146, 1764) = -1 * (14,
48) + 1 * (9, 17)
4. (146, -1764) = -(146,
1764)
5. (9, 17) = 1 * (9,
17)
6. (9, -17) = -(9, 17)
E_-00439: r = 1 t = 1 #III =
1
E(Q) = <(35, 206)>
R = 3.6877235765
2 integral points
1. (35, 206) = 1 * (35,
206)
2. (35, -206) = -(35,
206)
E_-00438: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00437: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00436: r = 1 t = 1 #III =
1
E(Q) = <(21598/2601,
1550134/132651)>
R = 9.7957799548
0 integral points
E_-00435: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00434: r = 1 t = 1 #III =
1
E(Q) = <(347635/40401,
115723621/8120601)>
R = 13.2515125475
0 integral points
E_-00433: r = 2 t = 1 #III =
1
E(Q) = <(13, 42)> x
<(41/4, 203/8)>
R = 9.6309987340
4 integral points
1. (13, 42) = 1 * (13,
42)
2. (13, -42) = -(13,
42)
3. (577, 13860) = -1 * (13,
42) + 1 * (41/4, 203/8)
4. (577, -13860) = -(577,
13860)
E_-00432: r = 0 t = 3 #III =
1
E(Q) = <(12, 36)>
R = 1.0000000000
2 integral points
1. (12, 36) = (12,
36)
2. (12, -36) = -(12,
36)
E_-00431: r = 3 t = 1 #III =
1
E(Q) = <(8, 9)> x
<(20, 87)> x <(11, 30)>
R = 7.4238897471
18 integral points
1. (36, 215) = 1 * (8, 9) - 1
* (20, 87)
2. (36, -215) = -(36,
215)
3. (8, 9) = 1 * (8, 9)
4. (8, -9) = -(8, 9)
5. (20, 87) = 1 * (20,
87)
6. (20, -87) = -(20,
87)
7. (138, 1621) = -1 * (20,
87) + 1 * (11, 30)
8. (138, -1621) = -(138,
1621)
9. (3903, 243836) = -2 * (8,
9) + 1 * (20, 87) - 1 * (11, 30)
10. (3903, -243836) = -(3903,
243836)
11. (150, 1837) = 1 * (8, 9) -
1 * (11, 30)
12. (150, -1837) = -(150,
1837)
13. (11, 30) = 1 * (11,
30)
14. (11, -30) = -(11,
30)
15. (30, 163) = -1 * (8, 9) -
1 * (11, 30)
16. (30, -163) = -(30,
163)
17. (575, 13788) = 1 * (8, 9)
+ 1 * (20, 87) + 1 * (11, 30)
18. (575, -13788) = -(575,
13788)
E_-00430: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00429: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-00428: r = 1 t = 1 #III =
1
E(Q) = <(660349/65025,
412646507/16581375)>
R = 13.8248715714
0 integral points
E_-00427: r = 2 t = 1 #III =
1
E(Q) = <(137/4, 1595/8)>
x <(809/100, 10123/1000)>
R = 34.7359411012
0 integral points
E_-00426: r = 1 t = 1 #III =
1
E(Q) = <(34293403/670761,
200503779139/549353259)>
R = 17.4405934133
0 integral points
E_-00425: r = 2 t = 1 #III =
1
E(Q) = <(21, 94)> x
<(681/49, 16304/343)>
R = 20.3297204556
2 integral points
1. (21, 94) = 1 * (21,
94)
2. (21, -94) = -(21,
94)
E_-00424: r = 2 t = 1 #III =
1
E(Q) = <(10, 24)> x
<(17, 67)>
R = 4.4349083514
6 integral points
1. (10, 24) = 1 * (10,
24)
2. (10, -24) = -(10,
24)
3. (142, 1692) = 1 * (10, 24)
- 1 * (17, 67)
4. (142, -1692) = -(142,
1692)
5. (17, 67) = 1 * (17,
67)
6. (17, -67) = -(17,
67)
E_-00423: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00422: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00421: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00420: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-00419: r = 1 t = 1 #III =
1
E(Q) = <(40339/2601,
7633360/132651)>
R = 10.8911986278
0 integral points
E_-00418: r = 1 t = 1 #III =
1
E(Q) = <(443/49,
6145/343)>
R = 6.5603975600
0 integral points
E_-00417: r = 1 t = 1 #III =
1
E(Q) = <(47233/1521,
10193500/59319)>
R = 10.9092405747
0 integral points
E_-00416: r = 1 t = 1 #III =
1
E(Q) = <(162577/21609, 9977687/3176523)>
R = 12.5446148820
0 integral points
E_-00415: r = 1 t = 1 #III =
1
E(Q) = <(26, 131)>
R = 2.9698648035
2 integral points
1. (26, 131) = 1 * (26,
131)
2. (26, -131) = -(26,
131)
E_-00414: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00413: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00412: r = 1 t = 1 #III =
1
E(Q) = <(8, 10)>
R = 1.6718721348
2 integral points
1. (8, 10) = 1 * (8,
10)
2. (8, -10) = -(8, 10)
E_-00411: r = 1 t = 1 #III =
1
E(Q) = <(51247/3249,
10976878/185193)>
R = 11.1243355367
0 integral points
E_-00410: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00409: r = 1 t = 1 #III
= 1
E(Q) =
<(57410750692241/3639357444100,
411716500293427684711/6942838589684011000)>
R = 31.9607177310
0 integral points
E_-00408: r = 1 t = 1 #III =
1
E(Q) = <(118/9,
1160/27)>
R = 4.4093450637
0 integral points
E_-00407: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00406: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00405: r = 2 t = 1 #III =
1
E(Q) = <(9, 18)> x
<(81/4, 711/8)>
R = 3.7626202254
4 integral points
1. (9, 18) = 1 * (9,
18)
2. (9, -18) = -(9, 18)
3. (61, 476) = 1 * (9, 18) -
1 * (81/4, 711/8)
4. (61, -476) = -(61,
476)
E_-00404: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00403: r = 1 t = 1 #III =
1
E(Q) = <(11131/225, 1172404/3375)>
R = 9.4089161200
0 integral points
E_-00402: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00401: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00400: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00399: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00398: r = 1 t = 1 #III =
1
E(Q) = <(25833/3364,
1445045/195112)>
R = 10.6891139892
0 integral points
E_-00397: r = 2 t = 1 #III =
1
E(Q) = <(73/4, 603/8)> x
<(409/9, 8254/27)>
R =
21.6937951488
0 integral points
E_-00396: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00395: r = 1 t = 1 #III =
1
E(Q) = <(9979/441,
979712/9261)>
R =
9.4040432394
0 integral points
E_-00394: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00393: r = 2 t = 1 #III =
1
E(Q) = <(337/16,
6055/64)> x <(44353/5929, 2311000/456533)>
R = 65.1834571686
0 integral points
E_-00392: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00391: r = 2 t = 1 #III =
1
E(Q) = <(8, 11)> x
<(50, 353)>
R = 7.3514778185
4 integral points
1. (8, 11) = 1 * (8,
11)
2. (8, -11) = -(8, 11)
3. (50, 353) = 1 * (50,
353)
4. (50, -353) = -(50,
353)
E_-00390: r = 1 t = 1 #III =
1
E(Q) = <(511/9,
11539/27)>
R = 6.3152499146
0 integral points
E_-00389: r = 1 t = 1 #III =
1
E(Q) = <(25065/3364,
968747/195112)>
R = 10.6691390965
0 integral points
E_-00388: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00387: r = 1 t = 1 #III =
1
E(Q) = <(10699/225,
1104668/3375)>
R = 9.3717273367
0 integral points
E_-00386: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00385: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00384: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00383: r = 1 t = 1 #III =
1
E(Q) = <(112/9,
1061/27)>
R = 4.5978530721
0 integral points
E_-00382: r = 1 t = 1 #III =
1
E(Q) = <(551/25, 12701/125)>
R = 6.5104352176
0 integral points
E_-00381: r = 1 t = 1 #III =
1
E(Q) = <(29425/1764,
4835881/74088)>
R = 10.5488541683
0 integral points
E_-00380: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00379: r = 1 t = 1 #III =
1
E(Q) = <(2143/289,
26334/4913)>
R = 7.6588036641
0 integral points
E_-00378: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00377: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00376: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00375: r = 1 t = 1 #III =
1
E(Q) = <(10, 25)>
R = 0.6447066008
4 integral points
1. (10, 25) = 1 * (10,
25)
2. (10, -25) = -(10,
25)
3. (16, 61) = -2 * (10,
25)
4. (16, -61) = -(16,
61)
E_-00374: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00373: r = 1 t = 1 #III =
1
E(Q) = <(31097/676,
5473235/17576)>
R = 10.4406473500
0 integral points
E_-00372: r = 1 t = 1 #III =
1
E(Q) = <(142/9,
1610/27)>
R = 4.5338968306
0 integral points
E_-00371: r = 2 t = 1 #III =
1
E(Q) = <(123, 1364)> x
<(3399/289, 174110/4913)>
R = 39.3004952122
2 integral points
1. (123, 1364) = 1 * (123,
1364)
2. (123, -1364) = -(123,
1364)
E_-00370: r = 2 t = 1 #III =
1
E(Q) = <(11, 31)> x
<(379/49, 3303/343)>
R = 16.3637431036
2 integral points
1. (11, 31) = 1 * (11,
31)
2. (11, -31) = -(11,
31)
E_-00369: r = 1 t = 1 #III =
1
E(Q) = <(33/4,
111/8)>
R = 3.2516281992
0 integral points
E_-00368: r = 2 t = 1 #III =
1
E(Q) = <(8, 12)> x
<(32, 180)>
R = 1.0448286177
14 integral points
1. (8, 12) = 1 * (8,
12)
2. (8, -12) = -(8, 12)
3. (48, 332) = -2 * (8, 12)
4. (48, -332) = -(48,
332)
5. (24, 116) = 1 * (8, 12) -
1 * (32, 180)
6. (24, -116) = -(24,
116)
7. (32, 180) = 1 * (32,
180)
8. (32, -180) = -(32,
180)
9. (9, 19) = -1 * (8, 12) - 1 * (32,
180)
10. (9, -19) = -(9, 19)
11. (944, 29004) = 2 * (8, 12)
+ 1 * (32, 180)
12. (944, -29004) = -(944,
29004)
13. (1313, 47577) = 1 * (8,
12) - 2 * (32, 180)
14. (1313, -47577) = -(1313,
47577)
E_-00367: r = 1 t = 1 #III =
1
E(Q) = <(1603/9,
64178/27)>
R = 7.4043459048
0 integral points
E_-00366: r = 2 t = 1 #III =
1
E(Q) = <(97/4, 943/8)> x
<(11815, 1284253)>
R = 43.6253011929
2 integral points
1. (11815, 1284253) = 1 *
(11815, 1284253)
2. (11815, -1284253) =
-(11815, 1284253)
E_-00365: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00364: r = 2 t = 1 #III =
1
E(Q) = <(29, 155)> x
<(485, 10681)>
R = 21.1601018873
4 integral points
1. (29, 155) = 1 * (29,
155)
2. (29, -155) = -(29,
155)
3. (485, 10681) = 1 * (485, 10681)
4. (485, -10681) = -(485,
10681)
E_-00363: r = 1 t = 1 #III =
1
E(Q) = <(103/9,
910/27)>
R = 4.9974124731
0 integral points
E_-00362: r = 3 t = 1 #III =
1
E(Q) = <(27, 139)> x <(33/4,
113/8)> x <(483, 10615)>
R = 73.2123380602
4 integral points
1. (27, 139) = 1 * (27,
139)
2. (27, -139) = -(27,
139)
3. (483, 10615) = 1 * (483,
10615)
4. (483, -10615) = -(483,
10615)
E_-00361: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00360: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00359: r = 1 t = 1 #III =
1
E(Q) = <(12, 37)>
R = 2.3689329554
2 integral points
1. (12, 37) = 1 * (12,
37)
2. (12, -37) = -(12,
37)
E_-00358: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00357: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00356: r = 2 t = 1 #III =
1
E(Q) = <(18, 74)> x
<(57/4, 403/8)>
R = 9.8222279264
2 integral points
1. (18, 74) = 1 * (18,
74)
2. (18, -74) = -(18,
74)
E_-00355: r = 2 t = 1 #III =
1
E(Q) = <(119, 1298)> x
<(161/16, 1649/64)>
R = 22.6465387081
2 integral points
1. (119, 1298) = 1 * (119,
1298)
2. (119, -1298) = -(119,
1298)
E_-00354: r = 1 t = 1 #III =
1
E(Q) = <(715/81,
13319/729)>
R = 7.0264330522
0 integral points
E_-00353: r = 1 t = 1 #III =
1
E(Q) = <(25981617/729316,
131915913655/622835864)>
R = 17.1940027963
0 integral points
E_-00352: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00351: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00350: r = 1 t = 1 #III =
1
E(Q) = <(15, 55)>
R = 1.9141484161
2 integral points
1. (15, 55) = 1 * (15,
55)
2. (15, -55) = -(15,
55)
E_-00349: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00348: r = 1 t = 1 #III =
1
E(Q) = <(13, 43)>
R = 2.8833700690
2 integral points
1. (13, 43) = 1 * (13,
43)
2. (13, -43) = -(13,
43)
E_-00347: r = 1 t = 1 #III =
1
E(Q) = <(7369/900,
383653/27000)>
R = 9.3871463237
0 integral points
E_-00346: r = 1 t = 1 #III =
4
E(Q) = <(347/49,
1037/343)>
R = 6.3946293519
0 integral points
E_-00345: r = 1 t = 1 #III =
1
E(Q) = <(7175521/27225,
19221003944/4492125)>
R = 15.8025494899
0 integral points
E_-00344: r = 1 t = 1 #III =
1
E(Q) = <(2745/361,
67081/6859)>
R = 8.4300579174
0 integral points
E_-00343: r = 1 t = 2 #III =
1
E(Q) = <(14, 49)> x
<(7, 0)>
R = 0.5268953725
9 integral points
1. (7, 0) = (7, 0)
2. (14, 49) = 1 * (14,
49)
3. (14, -49) = -(14,
49)
4. (28, 147) = (7, 0) - 1 *
(14, 49)
5. (28, -147) = -(28,
147)
6. (8, 13) = -2 * (14,
49)
7. (8, -13) = -(8, 13)
8. (154, 1911) = (7, 0) + 2 *
(14, 49)
9. (154, -1911) = -(154,
1911)
E_-00342: r = 1 t = 1 #III =
1
E(Q) = <(7, 1)>
R = 2.4947671265
2 integral points
1. (7, 1) = 1 * (7, 1)
2. (7, -1) = -(7, 1)
E_-00341: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00340: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00339: r = 1 t = 1 #III =
9
E(Q) = <(7, 2)>
R = 2.4934133713
2 integral points
1. (7, 2) = 1 * (7, 2)
2. (7, -2) = -(7, 2)
E_-00338: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00337: r = 1 t = 1 #III =
1
E(Q) = <(117773153/87616,
1278113502575/25934336)>
R = 18.5874548559
0 integral points
E_-00336: r = 1 t = 1 #III =
1
E(Q) = <(457/9,
9757/27)>
R = 6.2085749855
0 integral points
E_-00335: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00334: r = 2 t = 1 #III =
1
E(Q) = <(7, 3)> x
<(431/49, 6385/343)>
R = 12.2006903889
2 integral points
1. (7, 3) = 1 * (7, 3)
2. (7, -3) = -(7, 3)
E_-00333: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00332: r = 1 t = 1 #III =
1
E(Q) = <(557/49,
11565/343)>
R = 6.1284077071
0 integral points
E_-00331: r = 1 t = 1 #III =
1
E(Q) = <(16285393/2090916,
35962922809/3023464536)>
R = 17.1023559460
0 integral points
E_-00330: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00329: r = 2 t = 1 #III =
1
E(Q) = <(9, 20)> x
<(31497/256, 5589403/4096)>
R = 27.0619650386
2 integral points
1. (9, 20) = 1 * (9,
20)
2. (9, -20) = -(9, 20)
E_-00328: r = 1 t = 1 #III =
1
E(Q) = <(338/49,
160/343)>
R = 5.6791028112
0 integral points
E_-00327: r = 2 t = 1 #III =
1
E(Q) = <(7, 4)> x
<(49/4, 311/8)>
R = 10.4240062094
2 integral points
1. (7, 4) = 1 * (7, 4)
2. (7, -4) = -(7, 4)
E_-00326: r = 1 t = 1 #III =
1
E(Q) = <(1167/169,
3973/2197)>
R = 7.6099633847
0 integral points
E_-00325: r = 1 t = 1 #III =
1
E(Q) = <(589/49,
12888/343)>
R =
6.1643230691
0 integral points
E_-00324: r = 1 t = 1 #III =
1
E(Q) = <(10, 26)>
R = 2.0054272104
2 integral points
1. (10, 26) = 1 * (10,
26)
2. (10, -26) = -(10,
26)
E_-00323: r = 1 t = 1 #III =
1
E(Q) = <(191/25,
1386/125)>
R = 5.2043118732
0 integral points
E_-00322: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00321: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00320: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00319: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00318: r = 1 t = 1 #III =
9
E(Q) = <(7, 5)>
R = 2.4836626766
2 integral points
1. (7, 5) = 1 * (7, 5)
2. (7, -5) = -(7, 5)
E_-00317: r = 1 t = 1 #III =
1
E(Q) = <(381/25,
7096/125)>
R = 6.2092792894
0 integral points
E_-00316: r = 1 t = 1 #III =
1
E(Q) = <(8, 14)>
R = 1.6340250365
2 integral points
1. (8, 14) = 1 * (8,
14)
2. (8, -14) = -(8, 14)
E_-00315: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00314: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00313: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00312: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00311: r = 1 t = 1 #III =
1
E(Q) = <(70/9,
341/27)>
R = 4.2747444151
0 integral points
E_-00310: r = 1 t = 1 #III =
1
E(Q) = <(50039/2809,
10882177/148877)>
R =
11.0486328333
0 integral points
E_-00309: r = 1 t = 1 #III =
1
E(Q) =
<(804304184905/2961209889, 721318621439146402/161140158529713)>
R = 27.4285495530
0 integral points
E_-00308: r = 1 t = 1 #III =
1
E(Q) = <(102,
1030)>
R = 3.9725084419
2 integral points
1. (102, 1030) = 1 * (102,
1030)
2. (102, -1030) = -(102,
1030)
E_-00307: r = 3 t = 1 #III =
1
E(Q) = <(7, 6)> x
<(11, 32)> x <(71, 598)>
R = 19.2109064810
8 integral points
1. (7, 6) = 1 * (7, 6)
2. (7, -6) = -(7, 6)
3. (11, 32) = 1 * (11,
32)
4. (11, -32) = -(11,
32)
5. (71, 598) = 1 * (71, 598)
6. (71, -598) = -(71,
598)
7. (939787, 911054064) = -1 *
(7, 6) + 1 * (11, 32) + 1 * (71, 598)
8. (939787, -911054064) =
-(939787, 911054064)
E_-00306: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00305: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00304: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00303: r = 1 t = 1 #III =
1
E(Q) = <(76/9,
467/27)>
R = 4.3197943889
0 integral points
E_-00302: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00301: r = 1 t = 1 #III =
1
E(Q) = <(401,
8030)>
R = 6.0042394032
2 integral points
1. (401, 8030) = 1 * (401,
8030)
2. (401, -8030) = -(401,
8030)
E_-00300: r = 1 t = 1 #III = 1
E(Q) = <(61/9,
91/27)>
R = 4.6544830394
0 integral points
E_-00299: r = 2 t = 1 #III =
1
E(Q) = <(105/4, 1067/8)>
x <(399, 7970)>
R = 28.1590867426
2 integral points
1. (399, 7970) = 1 * (399,
7970)
2. (399, -7970) = -(399,
7970)
E_-00298: r = 2 t = 1 #III =
1
E(Q) = <(19, 81)> x
<(67/9, 289/27)>
R = 10.8691860162
2 integral points
1. (19, 81) = 1 * (19,
81)
2. (19, -81) = -(19, 81)
E_-00297: r = 1 t = 1 #III =
1
E(Q) = <(2473/196,
113525/2744)>
R = 8.1248934856
0 integral points
E_-00296: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00295: r = 1 t = 1 #III =
1
E(Q) = <(64/9,
217/27)>
R = 4.2162530365
0 integral points
E_-00294: r = 2 t = 1 #III =
1
E(Q) = <(7, 7)> x
<(721/64, 17255/512)>
R =
6.5939469603
2 integral points
1. (7, 7) = 1 * (7, 7)
2. (7, -7) = -(7, 7)
E_-00293: r = 2 t = 1 #III =
1
E(Q) = <(57, 430)> x
<(4041/400, 217339/8000)>
R = 35.5159085742
2 integral points
1. (57, 430) = 1 * (57,
430)
2. (57, -430) = -(57,
430)
E_-00292: r = 1 t = 1 #III =
1
E(Q) = <(98, 970)>
R = 3.9334156565
2 integral points
1. (98, 970) = 1 * (98, 970)
2. (98, -970) = -(98,
970)
E_-00291: r = 2 t = 1 #III =
1
E(Q) = <(79/9, 530/27)> x
<(115/9, 1144/27)>
R = 24.0610416184
0 integral points
E_-00290: r = 1 t = 1 #III =
1
E(Q) = <(604402131/46963609,
13811244756709/321841612477)>
R = 20.5235051341
0 integral points
E_-00289: r = 1 t = 1 #III =
1
E(Q) = <(17, 68)>
R = 1.1776398048
2 integral points
1. (17, 68) = 1 * (17,
68)
2. (17, -68) = -(17,
68)
E_-00288: r = 1 t = 1 #III =
1
E(Q) = <(9, 21)>
R = 1.8849283077
2 integral points
1. (9, 21) = 1 * (9,
21)
2. (9, -21) = -(9, 21)
E_-00287: r = 1 t = 1 #III =
1
E(Q) = <(8, 15)>
R = 1.5336346561
2 integral points
1. (8, 15) = 1 * (8,
15)
2. (8, -15) = -(8, 15)
E_-00286: r = 2 t = 1 #III =
1
E(Q) = <(23, 109)> x
<(113/16, 521/64)>
R = 16.3649875642
2 integral points
1. (23, 109) = 1 * (23,
109)
2. (23, -109) = -(23,
109)
E_-00285: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00284: r = 1 t = 1 #III =
1
E(Q) = <(12, 38)>
R = 1.8827822924
2 integral points
1. (12, 38) = 1 * (12,
38)
2. (12, -38) = -(12,
38)
E_-00283: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00282: r = 1 t = 1 #III =
1
E(Q) = <(177523/6561,
74262295/531441)>
R = 12.2343100921
0 integral points
E_-00281: r = 1 t = 1 #III =
1
E(Q) = <(26265/1444,
4156061/54872)>
R = 10.3926362356
0 integral points
E_-00280: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00279: r = 1 t = 1 #III =
1
E(Q) = <(7, 8)>
R = 2.4641227762
2 integral points
1. (7, 8) = 1 * (7, 8)
2. (7, -8) = -(7, 8)
E_-00278: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00277: r = 2 t = 1 #III =
1
E(Q) = <(41, 262)> x
<(89/4, 829/8)>
R = 15.9520703093
4 integral points
1. (41, 262) = 1 * (41,
262)
2. (41, -262) = -(41,
262)
3. (317, 5644) = -1 * (41,
262) + 1 * (89/4, 829/8)
4. (317, -5644) = -(317,
5644)
E_-00276: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00275: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-00274: r = 1 t = 1 #III =
1
E(Q) = <(159481585/16353936,
1690524007991/66135317184)>
R = 19.2726068988
0 integral points
E_-00273: r = 1 t = 1 #III =
1
E(Q) = <(373/9, 7190/27)>
R = 6.0173861147
0 integral points
E_-00272: r = 1 t = 1 #III =
1
E(Q) = <(321/25,
5369/125)>
R = 6.0698385972
0 integral points
E_-00271: r = 1 t = 1 #III = 1
E(Q) = <(10, 27)>
R = 1.6664406154
2 integral points
1. (10, 27) = 1 * (10,
27)
2. (10, -27) = -(10,
27)
E_-00270: r = 1 t = 1 #III =
1
E(Q) = <(39, 243)>
R = 2.1170263521
2 integral points
1. (39, 243) = 1 * (39,
243)
2. (39, -243) = -(39,
243)
E_-00269: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00268: r = 1 t = 1 #III =
1
E(Q) = <(1777/36,
74825/216)>
R = 7.5627409455
0 integral points
E_-00267: r = 1 t = 1 #III =
1
E(Q) = <(4922611/245025,
10740459016/121287375)>
R = 15.6029714678
0 integral points
E_-00266: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00265: r = 1 t = 1 #III =
1
E(Q) = <(213209/27556,
64398467/4574296)>
R = 12.7383968983
0 integral points
E_-00264: r = 1 t = 1 #III =
1
E(Q) = <(70/9,
388/27)>
R = 4.0210781156
0 integral points
E_-00263: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00262: r = 2 t = 1 #III =
1
E(Q) = <(7, 9)> x
<(17983/9, 2411533/27)>
R = 18.2739702082
2 integral points
1. (7, 9) = 1 * (7, 9)
2. (7, -9) = -(7, 9)
E_-00261: r = 1 t = 1 #III =
1
E(Q) = <(13, 44)>
R = 2.8561342115
2 integral points
1. (13, 44) = 1 * (13,
44)
2. (13, -44) = -(13,
44)
E_-00260: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00259: r = 1 t = 1 #III =
1
E(Q) = <(31327/4761,
1671202/328509)>
R = 10.8870319165
0 integral points
E_-00258: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00257: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00256: r = 1 t = 1 #III =
1
E(Q) = <(8, 16)>
R = 0.4503206856
4 integral points
1. (8, 16) = 1 * (8,
16)
2. (8, -16) = -(8, 16)
3. (20, 88) = -2 * (8,
16)
4. (20, -88) = -(20,
88)
E_-00255: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00254: r = 1 t = 1 #III =
1
E(Q) = <(52780479/292681,
383442798695/158340421)>
R = 17.8032447249
0 integral points
E_-00253: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00252: r = 1 t = 1 #III =
1
E(Q) = <(16, 62)>
R = 2.0849861055
2 integral points
1. (16, 62) = 1 * (16,
62)
2. (16, -62) = -(16,
62)
E_-00251: r = 1 t = 1 #III =
1
E(Q) = <(83, 756)>
R = 3.9162203181
2 integral points
1. (83, 756) = 1 * (83,
756)
2. (83, -756) = -(83,
756)
E_-00250: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00249: r = 2 t = 1 #III =
1
E(Q) = <(25, 124)> x
<(121/4, 1325/8)>
R = 15.6899444062
2 integral points
1. (25, 124) = 1 * (25,
124)
2. (25, -124) = -(25, 124)
E_-00248: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00247: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00246: r = 1 t = 1 #III =
1
E(Q) = <(198181855/3059001,
2788683979627/5350192749)>
R = 19.1640643393
0 integral points
E_-00245: r = 1 t = 1 #III =
1
E(Q) = <(9, 22)>
R = 2.5975771064
2 integral points
1. (9, 22) = 1 * (9,
22)
2. (9, -22) = -(9, 22)
E_-00244: r = 2 t = 1 #III =
1
E(Q) = <(22, 102)> x
<(14, 50)>
R = 4.2125935420
6 integral points
1. (22, 102) = 1 * (22,
102)
2. (22, -102) = -(22,
102)
3. (325, 5859) = -1 * (22,
102) + 1 * (14, 50)
4. (325, -5859) = -(325,
5859)
5. (14, 50) = 1 * (14,
50)
6. (14, -50) = -(14,
50)
E_-00243: r = 1 t = 1 #III =
1
E(Q) = <(7, 10)>
R = 2.4440863217
2 integral points
1. (7, 10) = 1 * (7,
10)
2. (7, -10) = -(7, 10)
E_-00242: r = 1 t = 1 #III =
1
E(Q) = <(11, 33)>
R = 0.5822456544
4 integral points
1. (11, 33) = 1 * (11,
33)
2. (11, -33) = -(11,
33)
3. (323, 5805) = -3 * (11,
33)
4. (323, -5805) = -(323,
5805)
E_-00241: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00240: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00239: r = 1 t = 1 #III =
1
E(Q) = <(15, 56)>
R = 2.9554598131
2 integral points
1. (15, 56) = 1 * (15,
56)
2. (15, -56) = -(15,
56)
E_-00238: r = 1 t = 1 #III =
1
E(Q) = <(359/25,
6523/125)>
R = 6.1408546125
0 integral points
E_-00237: r = 1 t = 1 #III =
1
E(Q) = <(25597/9,
4095280/27)>
R = 10.1515686481
0 integral points
E_-00236: r = 2 t = 1 #III =
1
E(Q) = <(21, 95)> x
<(105/16, 437/64)>
R = 15.8138417735
2 integral points
1. (21, 95) = 1 * (21,
95)
2. (21, -95) = -(21,
95)
E_-00235: r = 1 t = 1 #III =
1
E(Q) = <(79, 702)>
R = 3.8681230779
2 integral points
1. (79, 702) = 1 * (79,
702)
2. (79, -702) = -(79, 702)
E_-00234: r = 1 t = 1 #III =
1
E(Q) = <(217/16,
3043/64)>
R = 5.6502884587
0 integral points
E_-00233: r = 2 t = 1 #III =
1
E(Q) = <(33/4, 145/8)> x
<(269/25, 3978/125)>
R =
17.2840075682
2 integral points
1. (377, 7320) = 1 * (33/4,
145/8) - 1 * (269/25, 3978/125)
2. (377, -7320) = -(377,
7320)
E_-00232: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00231: r = 1 t = 1 #III =
1
E(Q) = <(25/4,
29/8)>
R = 3.7597173155
0 integral points
E_-00230: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00229: r = 1 t = 1 #III =
1
E(Q) = <(19985/484,
2820647/10648)>
R = 9.9934714283
0 integral points
E_-00228: r = 1 t = 1 #III =
1
E(Q) = <(58/9,
170/27)>
R = 3.8923466075
0 integral points
E_-00227: r = 0 t = 1 #III =
9
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00226: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00225: r = 1 t = 1 #III =
1
E(Q) = <(25/4,
35/8)>
R = 2.6827669521
0 integral points
E_-00224: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00223: r = 1 t = 1 #III =
1
E(Q) = <(8, 17)>
R = 2.0497598007
2 integral points
1. (8, 17) = 1 * (8,
17)
2. (8, -17) = -(8, 17)
E_-00222: r = 2 t = 1 #III =
1
E(Q) = <(7, 11)> x <(675241/27556,
550664363/4574296)>
R = 32.9665926540
2 integral points
1. (7, 11) = 1 * (7,
11)
2. (7, -11) = -(7, 11)
E_-00221: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00220: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00219: r = 2 t = 1 #III =
1
E(Q) = <(55/9, 82/27)> x
<(283/9, 4744/27)>
R = 25.4673564881
0 integral points
E_-00218: r = 1 t = 1 #III =
1
E(Q) = <(240193521/28408900,
2976440322569/151419437000)>
R = 19.7058484914
0 integral points
E_-00217: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-00216: r = 1 t = 2 #III =
1
E(Q) = <(10, 28)> x
<(6, 0)>
R = 1.9597040326
5 integral points
1. (6, 0) = (6, 0)
2. (10, 28) = 1 * (10, 28)
3. (10, -28) = -(10,
28)
4. (33, 189) = (6, 0) - 1 *
(10, 28)
5. (33, -189) = -(33,
189)
E_-00215: r = 1 t = 1 #III =
1
E(Q) = <(6, 1)>
R = 1.8782537482
4 integral points
1. (6, 1) = 1 * (6, 1)
2. (6, -1) = -(6, 1)
3. (2904, 156493) = -2 * (6,
1)
4. (2904, -156493) = -(2904,
156493)
E_-00214: r = 2 t = 1 #III =
1
E(Q) = <(41/4, 235/8)> x
<(3425/64, 200303/512)>
R =
32.0690372070
0 integral points
E_-00213: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00212: r = 2 t = 1 #III =
1
E(Q) = <(6, 2)> x
<(201/16, 2693/64)>
R =
8.9812302081
4 integral points
1. (6, 2) = 1 * (6, 2)
2. (6, -2) = -(6, 2)
3. (717, 19199) = -2 * (6,
2)
4. (717, -19199) = -(717,
19199)
E_-00211: r = 2 t = 1 #III =
1
E(Q) = <(65/4, 511/8)> x <(1535/169,
50974/2197)>
R = 33.0683905706
0 integral points
E_-00210: r = 1 t = 1 #III =
1
E(Q) = <(17929/36,
2400677/216)>
R = 9.8015147810
0 integral points
E_-00209: r = 1 t = 1 #III =
1
E(Q) = <(10209/961,
937300/29791)>
R = 9.5590037244
0 integral points
E_-00208: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00207: r = 2 t = 1 #III =
1
E(Q) = <(6, 3)> x
<(12, 39)>
R = 1.6324745761
14 integral points
1. (6, 3) = 1 * (6, 3)
2. (6, -3) = -(6, 3)
3. (312, 5511) = -2 * (6,
3)
4. (312, -5511) = -(312,
5511)
5. (31, 172) = 1 * (6, 3) - 1
* (12, 39)
6. (31, -172) = -(31,
172)
7. (12, 39) = 1 * (12,
39)
8. (12, -39) = -(12,
39)
9. (18, 75) = -1 * (6, 3) - 1
* (12, 39)
10. (18, -75) = -(18,
75)
11. (331, 6022) = 1 * (6, 3) +
2 * (12, 39)
12. (331, -6022) = -(331,
6022)
13. (367806, 223063347) = -3 *
(6, 3) - 2 * (12, 39)
14. (367806, -223063347) =
-(367806, 223063347)
E_-00206: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00205: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00204: r = 1 t = 1 #III =
1
E(Q) = <(1633/144,
61201/1728)>
R = 7.7045603918
0 integral points
E_-00203: r = 1 t = 1 #III =
1
E(Q) = <(8143/1089,
527050/35937)>
R = 9.4513785033
0 integral points
E_-00202: r = 1 t = 1 #III =
1
E(Q) = <(21691/225,
3194261/3375)>
R = 10.0220558076
0 integral points
E_-00201: r = 1 t = 1 #III =
1
E(Q) = <(20377/1089,
2863808/35937)>
R = 10.1114150243
0 integral points
E_-00200: r = 2 t = 1 #III =
1
E(Q) = <(6, 4)> x <(9,
23)>
R = 4.1026915303
6 integral points
1. (6, 4) = 1 * (6, 4)
2. (6, -4) = -(6, 4)
3. (66, 536) = 1 * (6, 4) - 1
* (9, 23)
4. (66, -536) = -(66,
536)
5. (9, 23) = 1 * (9,
23)
6. (9, -23) = -(9, 23)
E_-00199: r = 1 t = 1 #III =
1
E(Q) = <(7, 12)>
R = 1.8668811541
2 integral points
1. (7, 12) = 1 * (7,
12)
2. (7, -12) = -(7, 12)
E_-00198: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00197: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00196: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00195: r = 1 t = 1 #III =
1
E(Q) = <(5281/36,
383761/216)>
R = 8.5961747119
0 integral points
E_-00194: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00193: r = 1 t = 1 #III =
1
E(Q) = <(257,
4120)>
R = 5.5629041544
2 integral points
1. (257, 4120) = 1 * (257,
4120)
2. (257, -4120) = -(257,
4120)
E_-00192: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00191: r = 2 t = 1 #III =
1
E(Q) = <(6, 5)> x
<(52/9, 37/27)>
R = 7.4806090570
6 integral points
1. (6, 5) = 1 * (6, 5)
2. (6, -5) = -(6, 5)
3. (810, 23053) = -1 * (6, 5)
+ 1 * (52/9, 37/27)
4. (810, -23053) = -(810,
23053)
5. (255, 4072) = -1 * (6, 5)
- 1 * (52/9, 37/27)
6. (255, -4072) = -(255,
4072)
E_-00190: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00189: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00188: r = 1 t = 1 #III =
1
E(Q) = <(8, 18)>
R = 1.0170125812
2 integral points
1. (8, 18) = 1 * (8,
18)
2. (8, -18) = -(8, 18)
E_-00187: r = 1 t = 1 #III =
1
E(Q) = <(5047/9,
358550/27)>
R = 8.5328207536
0 integral points
E_-00186: r = 2 t = 1 #III =
1
E(Q) = <(25/4, 61/8)> x
<(163, 2081)>
R = 18.2968055077
2 integral points
1. (163, 2081) = 1 * (163,
2081)
2. (163, -2081) = -(163,
2081)
E_-00185: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00184: r = 1 t = 1 #III =
1
E(Q) = <(62, 488)>
R = 3.4903109351
2 integral points
1. (62, 488) = 1 * (62,
488)
2. (62, -488) = -(62,
488)
E_-00183: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00182: r = 1 t = 1 #III =
1
E(Q) = <(14743/2601,
44225/132651)>
R = 10.1477358700
0 integral points
E_-00181: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00180: r = 1 t = 1 #III =
1
E(Q) = <(6, 6)>
R = 0.8879889441
4 integral points
1. (6, 6) = 1 * (6, 6)
2. (6, -6) = -(6, 6)
3. (69, 573) = -2 * (6,
6)
4. (69, -573) = -(69,
573)
E_-00179: r = 1 t = 1 #III =
1
E(Q) = <(65/4,
513/8)>
R = 3.8340257661
0 integral points
E_-00178: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00177: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00176: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-00175: r = 1 t = 1 #III =
1
E(Q) = <(11, 34)>
R = 2.6984371508
2 integral points
1. (11, 34) = 1 * (11,
34)
2. (11, -34) = -(11,
34)
E_-00174: r = 3 t = 1 #III =
1
E(Q) = <(7, 13)> x
<(25/4, 67/8)> x <(151/25, 851/125)>
R = 46.1056985732
6 integral points
1. (799, 22585) = -1 * (7,
13) + 1 * (25/4, 67/8)
2. (799, -22585) = -(799, 22585)
3. (7, 13) = 1 * (7,
13)
4. (7, -13) = -(7, 13)
5. (5215, 376601) = -1 *
(25/4, 67/8) + 1 * (151/25, 851/125)
6. (5215, -376601) = -(5215,
376601)
E_-00173: r = 1 t = 1 #III =
1
E(Q) = <(189/25,
2012/125)>
R = 5.6635306945
0 integral points
E_-00172: r = 1 t = 1 #III =
1
E(Q) = <(13, 45)>
R = 2.2710435024
2 integral points
1. (13, 45) = 1 * (13,
45)
2. (13, -45) = -(13,
45)
E_-00171: r = 1 t = 1 #III =
1
E(Q) = <(10105/1764,
305299/74088)>
R = 9.7556670117
0 integral points
E_-00170: r = 2 t = 1 #III =
1
E(Q) = <(59, 453)> x
<(89/16, 93/64)>
R = 14.5604631264
2 integral points
1. (59, 453) = 1 * (59,
453)
2. (59, -453) = -(59,
453)
E_-00169: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00168: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00167: r = 1 t = 1 #III =
1
E(Q) = <(6, 7)>
R = 1.8404403454
2 integral points
1. (6, 7) = 1 * (6, 7)
2. (6, -7) = -(6, 7)
E_-00166: r = 1 t = 1 #III =
1
E(Q) = <(13433/676,
1540339/17576)>
R = 9.6732437006
0 integral points
E_-00165: r = 1 t = 1 #III =
1
E(Q) = <(229/9,
3448/27)>
R =
5.5651458853
0 integral points
E_-00164: r = 1 t = 1 #III =
1
E(Q) = <(333/49,
4199/343)>
R = 6.2643017686
0 integral points
E_-00163: r = 1 t = 1 #III =
1
E(Q) = <(97/16, 495/64)>
R = 4.5281754210
0 integral points
E_-00162: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00161: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00160: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00159: r = 1 t = 1 #III =
1
E(Q) = <(10, 29)>
R = 2.1592814615
2 integral points
1. (10, 29) = 1 * (10,
29)
2. (10, -29) = -(10,
29)
E_-00158: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00157: r = 1 t = 1 #III =
1
E(Q) = <(374822317/4678569,
7255575252640/10119744747)>
R = 19.7833373719
0 integral points
E_-00156: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00155: r = 2 t = 1 #III =
1
E(Q) = <(51, 364)> x
<(939/169, 8932/2197)>
R = 27.9634714416
2 integral points
1. (51, 364) = 1 * (51,
364)
2. (51, -364) = -(51,
364)
E_-00154: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00153: r = 1 t = 1 #III =
1
E(Q) = <(9, 24)>
R = 1.8120180686
2 integral points
1. (9, 24) = 1 * (9,
24)
2. (9, -24) = -(9, 24)
E_-00152: r = 2 t = 1 #III =
1
E(Q) = <(6, 8)> x
<(26, 132)>
R = 3.0176649574
6 integral points
1. (6, 8) = 1 * (6, 8)
2. (6, -8) = -(6, 8)
3. (17, 69) = 1 * (6, 8) - 1
* (26, 132)
4. (17, -69) = -(17,
69)
5. (26, 132) = 1 * (26,
132)
6. (26, -132) = -(26,
132)
E_-00151: r = 1 t = 1 #III =
1
E(Q) = <(8, 19)>
R = 2.0023033956
2 integral points
1. (8, 19) = 1 * (8,
19)
2. (8, -19) = -(8, 19)
E_-00150: r = 1 t = 1 #III =
1
E(Q) = <(175,
2315)>
R = 4.1104967408
2 integral points
1. (175, 2315) = 1 * (175,
2315)
2. (175, -2315) = -(175,
2315)
E_-00149: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00148: r = 1 t = 1 #III =
1
E(Q) = <(197,
2765)>
R = 5.2997148591
2 integral points
1. (197, 2765) = 1 * (197,
2765)
2. (197, -2765) = -(197,
2765)
E_-00147: r = 2 t = 1 #III =
1
E(Q) = <(7, 14)> x
<(49/4, 329/8)>
R = 2.9608507899
4 integral points
1. (7, 14) = 1 * (7,
14)
2. (7, -14) = -(7, 14)
3. (91, 868) = 1 * (7, 14) -
1 * (49/4, 329/8)
4. (91, -868) = -(91,
868)
E_-00146: r = 1 t = 1 #III =
1
E(Q) = <(195,
2723)>
R = 5.2896045268
2 integral points
1. (195, 2723) = 1 * (195,
2723)
2. (195, -2723) = -(195,
2723)
E_-00145: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00144: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00143: r = 1 t = 1 #III =
1
E(Q) = <(14, 51)>
R = 1.8520437168
2 integral points
1. (14, 51) = 1 * (14,
51)
2. (14, -51) = -(14,
51)
E_-00142: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00141: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00140: r = 1 t = 1 #III =
1
E(Q) = <(949/9,
29233/27)>
R = 6.8856793603
0 integral points
E_-00139: r = 2 t = 1 #III =
1
E(Q) = <(47, 322)> x
<(41/4, 245/8)>
R = 14.9094847378
2 integral points
1. (47, 322) = 1 * (47,
322)
2. (47, -322) = -(47,
322)
E_-00138: r = 1 t = 1 #III =
1
E(Q) = <(427/81,
2125/729)>
R = 6.5969528884
0 integral points
E_-00137: r = 1 t = 1 #III =
1
E(Q) = <(141/25,
814/125)>
R = 5.4577376229
0 integral points
E_-00136: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00135: r = 1 t = 1 #III =
1
E(Q) = <(6, 9)>
R = 0.3453688572
6 integral points
1. (6, 9) = 1 * (6, 9)
2. (6, -9) = -(6, 9)
3. (24, 117) = -2 * (6,
9)
4. (24, -117) = -(24,
117)
5. (19, 82) = 3 * (6,
9)
6. (19, -82) = -(19,
82)
E_-00134: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00133: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00132: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00131: r = 1 t = 1 #III =
1
E(Q) = <(3409/144,
198055/1728)>
R = 8.2649815483
0 integral points
E_-00130: r = 1 t = 1 #III =
1
E(Q) = <(1811/289,
52931/4913)>
R = 7.9592627578
0 integral points
E_-00129: r = 1 t = 1 #III =
1
E(Q) = <(55380313/2039184,
410799717341/2911954752)>
R = 17.9434043734
0 integral points
E_-00128: r = 1 t = 1 #III =
1
E(Q) = <(12, 40)>
R = 1.3495768357
2 integral points
1. (12, 40) = 1 * (12,
40)
2. (12, -40) = -(12, 40)
E_-00127: r = 1 t = 1 #III =
1
E(Q) = <(16, 63)>
R = 1.9510839470
2 integral points
1. (16, 63) = 1 * (16,
63)
2. (16, -63) = -(16,
63)
E_-00126: r = 1 t = 1 #III =
1
E(Q) = <(15, 57)>
R = 2.1772617625
2 integral points
1. (15, 57) = 1 * (15,
57)
2. (15, -57) = -(15,
57)
E_-00125: r = 0 t = 2 #III =
1
E(Q) = <(5, 0)>
R = 1.0000000000
1 integral point
1. (5, 0) = (5, 0)
E_-00124: r = 1 t = 1 #III =
1
E(Q) = <(5, 1)>
R = 2.1575090539
2 integral points
1. (5, 1) = 1 * (5, 1)
2. (5, -1) = -(5, 1)
E_-00123: r = 1 t = 1 #III =
1
E(Q) = <(3193/144,
179405/1728)>
R = 8.2053683327
0 integral points
E_-00122: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00121: r = 2 t = 1 #III
= 1
E(Q) = <(5, 2)> x
<(89/4, 835/8)>
R = 9.0277678451
2 integral points
1. (5, 2) = 1 * (5, 2)
2. (5, -2) = -(5, 2)
E_-00120: r = 1 t = 1 #III =
1
E(Q) = <(169/9,
2177/27)>
R =
5.2894371689
0 integral points
E_-00119: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00118: r = 2 t = 1 #III =
1
E(Q) = <(7, 15)> x
<(199/25, 2457/125)>
R = 8.5058468481
2 integral points
1. (7, 15) = 1 * (7,
15)
2. (7, -15) = -(7, 15)
E_-00117: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00116: r = 2 t = 1 #III =
1
E(Q) = <(6, 10)> x
<(5, 3)>
R = 2.3739201623
8 integral points
1. (6, 10) = 1 * (6,
10)
2. (6, -10) = -(6, 10)
3. (158, 1986) = -1 * (6, 10)
+ 1 * (5, 3)
4. (158, -1986) = -(158, 1986)
5. (5, 3) = 1 * (5, 3)
6. (5, -3) = -(5, 3)
7. (38, 234) = -1 * (6, 10) -
1 * (5, 3)
8. (38, -234) = -(38,
234)
E_-00115: r = 1 t = 1 #III =
1
E(Q) = <(2419/441,
65512/9261)>
R = 8.2869201111
0 integral points
E_-00114: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00113: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00112: r = 1 t = 1 #III =
1
E(Q) = <(8, 20)>
R = 1.0447687067
2 integral points
1. (8, 20) = 1 * (8,
20)
2. (8, -20) = -(8, 20)
E_-00111: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00110: r = 1 t = 1 #III =
1
E(Q) = <(41671/8649,
1091611/804357)>
R = 11.1843160526
0 integral points
E_-00109: r = 2 t = 1 #III =
1
E(Q) = <(5, 4)> x
<(25/4, 93/8)>
R = 6.4805440046
4 integral points
1. (5, 4) = 1 * (5, 4)
2. (5, -4) = -(5, 4)
3. (145, 1746) = 1 * (5, 4) -
1 * (25/4, 93/8)
4. (145, -1746) = -(145,
1746)
E_-00108: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00107: r = 1 t = 1 #III =
1
E(Q) = <(143,
1710)>
R = 4.4339517687
2 integral points
1. (143, 1710) = 1 * (143,
1710)
2. (143, -1710) = -(143,
1710)
E_-00106: r = 2 t = 1 #III =
1
E(Q) = <(11, 35)> x
<(8297/1024, 676277/32768)>
R = 24.8587370479
2 integral points
1. (11, 35) = 1 * (11,
35)
2. (11, -35) = -(11,
35)
E_-00105: r = 0 t = 1 #III =
4
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00104: r = 2 t = 1 #III =
1
E(Q) = <(9, 25)> x <(30,
164)>
R = 5.8194779421
6 integral points
1. (9, 25) = 1 * (9,
25)
2. (9, -25) = -(9, 25)
3. (42, 272) = 1 * (9, 25) -
1 * (30, 164)
4. (42, -272) = -(42, 272)
5. (30, 164) = 1 * (30,
164)
6. (30, -164) = -(30,
164)
E_-00103: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00102: r = 1 t = 1 #III =
1
E(Q) = <(127/9,
1405/27)>
R = 5.0439942127
0 integral points
E_-00101: r = 1 t = 1 #III =
1
E(Q) = <(6342921/1073296,
11415613595/1111934656)>
R = 16.1103363687
0 integral points
E_-00100: r = 1 t = 1 #III
= 1
E(Q) = <(10, 30)>
R = 0.2630621182
6 integral points
1. (10, 30) = 1 * (10,
30)
2. (10, -30) = -(10,
30)
3. (5, 5) = -2 * (10,
30)
4. (5, -5) = -(5, 5)
5. (34, 198) = -3 * (10,
30)
6. (34, -198) = -(34,
198)
E_-00099: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00098: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00097: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00096: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00095: r = 1 t = 1 #III =
1
E(Q) = <(6, 11)>
R = 1.7633235718
2 integral points
1. (6, 11) = 1 * (6,
11)
2. (6, -11) = -(6, 11)
E_-00094: r = 1 t = 1 #III =
1
E(Q) = <(11614031/2181529,
24303384785/3222118333)>
R = 16.7477951347
0 integral points
E_-00093: r = 1 t = 1 #III =
1
E(Q) = <(1249/225,
29818/3375)>
R = 7.5915726656
0 integral points
E_-00092: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00091: r = 1 t = 1 #III =
1
E(Q) = <(25/4,
99/8)>
R = 3.0824825777
0 integral points
E_-00090: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00089: r = 2 t = 1 #III =
1
E(Q) = <(5, 6)> x
<(153/4, 1891/8)>
R = 7.5706880600
2 integral points
1. (5, 6) = 1 * (5, 6)
2. (5, -6) = -(5, 6)
E_-00088: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00087: r = 1 t = 1 #III =
1
E(Q) = <(7, 16)>
R = 2.3137252563
2 integral points
1. (7, 16) = 1 * (7,
16)
2. (7, -16) = -(7, 16)
E_-00086: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00085: r = 1 t = 1 #III = 1
E(Q) = <(1552601/27889,
1934117206/4657463)>
R = 14.3039536442
0 integral points
E_-00084: r = 1 t = 1 #III =
1
E(Q) = <(46/9,
190/27)>
R = 3.6169310786
0 integral points
E_-00083: r = 2 t = 1 #III =
1
E(Q) = <(27, 140)> x
<(33/4, 175/8)>
R = 11.9748787354
2 integral points
1. (27, 140) = 1 * (27,
140)
2. (27, -140) = -(27,
140)
E_-00082: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00081: r = 1 t = 1 #III =
1
E(Q) = <(13, 46)>
R = 2.7657573754
2 integral points
1. (13, 46) = 1 * (13,
46)
2. (13, -46) = -(13,
46)
E_-00080: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00079: r = 1 t = 1 #III =
1
E(Q) = <(20, 89)>
R = 2.6644472914
2 integral points
1. (20, 89) = 1 * (20, 89)
2. (20, -89) = -(20,
89)
E_-00078: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00077: r = 0 t = 1 #III =
1
E(Q) = {O}
R =
1.0000000000
0 integral points
E_-00076: r = 2 t = 1 #III =
1
E(Q) = <(5, 7)> x
<(17/4, 7/8)>
R = 6.8825507090
4 integral points
1. (5, 7) = 1 * (5, 7)
2. (5, -7) = -(5, 7)
3. (101, 1015) = -1 * (5, 7) + 1 *
(17/4, 7/8)
4. (101, -1015) = -(101,
1015)
E_-00075: r = 1 t = 1 #III =
1
E(Q) = <(91/9,
836/27)>
R = 4.7601807873
0 integral points
E_-00074: r = 1 t = 1 #III =
1
E(Q) = <(99, 985)>
R = 4.6211913828
2 integral points
1. (99, 985) = 1 * (99,
985)
2. (99, -985) = -(99,
985)
E_-00073: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00072: r = 1 t = 1 #III =
1
E(Q) = <(6, 12)>
R = 0.7655758920
2 integral points
1. (6, 12) = 1 * (6,
12)
2. (6, -12) = -(6, 12)
E_-00071: r = 1 t = 1 #III =
1
E(Q) = <(8, 21)>
R = 1.3735982877
2 integral points
1. (8, 21) = 1 * (8,
21)
2. (8, -21) = -(8, 21)
E_-00070: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00069: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00068: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00067: r = 2 t = 1 #III =
1
E(Q) = <(23, 110)> x
<(17/4, 25/8)>
R = 10.4886350875
2 integral points
1. (23, 110) = 1 * (23,
110)
2. (23, -110) = -(23,
110)
E_-00066: r = 1 t = 1 #III =
1
E(Q) = <(357361/7056,
213574985/592704)>
R = 12.8355119893
0 integral points
E_-00065: r = 1 t = 1 #III =
1
E(Q) = <(32049/7396,
2573303/636056)>
R = 10.8905778537
0 integral points
E_-00064: r = 0 t = 2 #III =
1
E(Q) = <(4, 0)>
R = 1.0000000000
1 integral point
1. (4, 0) = (4, 0)
E_-00063: r = 1 t = 1 #III =
1
E(Q) = <(4, 1)>
R = 1.4710829255
4 integral points
1. (4, 1) = 1 * (4, 1)
2. (4, -1) = -(4, 1)
3. (568, 13537) = -2 * (4,
1)
4. (568, -13537) = -(568,
13537)
E_-00062: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00061: r = 2 t = 1 #III =
1
E(Q) = <(5, 8)> x
<(929/100, 27217/1000)>
R = 14.5480290898
2 integral points
1. (5, 8) = 1 * (5, 8)
2. (5, -8) = -(5, 8)
E_-00060: r = 1 t = 1 #III =
1
E(Q) = <(4, 2)>
R = 1.0015398397
4 integral points
1. (4, 2) = 1 * (4, 2)
2. (4, -2) = -(4, 2)
3. (136, 1586) = -2 * (4,
2)
4. (136, -1586) = -(136,
1586)
E_-00059: r = 1 t = 1 #III =
1
E(Q) = <(6715/441,
545644/9261)>
R = 8.9674763292
0 integral points
E_-00058: r = 1 t = 1 #III =
1
E(Q) = <(5393/484,
387655/10648)>
R = 8.8021388585
0 integral points
E_-00057: r = 1 t = 1 #III =
1
E(Q) = <(4873/36,
340165/216)>
R = 8.5089478902
0 integral points
E_-00056: r = 1 t = 1 #III =
1
E(Q) = <(18, 76)>
R = 2.3268410545
2 integral points
1. (18, 76) = 1 * (18,
76)
2. (18, -76) = -(18,
76)
E_-00055: r = 1 t = 1 #III =
1
E(Q) = <(4, 3)>
R = 0.9012448983
4 integral points
1. (4, 3) = 1 * (4, 3)
2. (4, -3) = -(4, 3)
3. (56, 419) = -2 * (4,
3)
4. (56, -419) = -(56,
419)
E_-00054: r = 1 t = 1 #III =
1
E(Q) = <(7, 17)>
R = 2.2637307095
2 integral points
1. (7, 17) = 1 * (7, 17)
2. (7, -17) = -(7, 17)
E_-00053: r = 2 t = 1 #III =
1
E(Q) = <(9, 26)> x
<(17/4, 39/8)>
R = 5.4433714751
4 integral points
1. (9, 26) = 1 * (9,
26)
2. (9, -26) = -(9, 26)
3. (29, 156) = -1 * (9, 26) +
1 * (17/4, 39/8)
4. (29, -156) = -(29,
156)
E_-00052: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00051: r = 1 t = 1 #III
= 1
E(Q) = <(1375/9,
50986/27)>
R = 7.2411357314
0 integral points
E_-00050: r = 1 t = 1 #III =
1
E(Q) = <(211/9,
3059/27)>
R = 5.4480371829
0 integral points
E_-00049: r = 1 t = 1
#III = 1
E(Q) = <(65, 524)>
R = 4.2089881412
2 integral points
1. (65, 524) = 1 * (65,
524)
2. (65, -524) = -(65,
524)
E_-00048: r = 1 t = 1 #III =
1
E(Q) = <(4, 4)>
R =
0.5063673554
4 integral points
1. (4, 4) = 1 * (4, 4)
2. (4, -4) = -(4, 4)
3. (28, 148) = -2 * (4,
4)
4. (28, -148) = -(28,
148)
E_-00047: r = 2 t = 1 #III =
1
E(Q) = <(6, 13)> x
<(12, 41)>
R = 3.6842584159
6 integral points
1. (6, 13) = 1 * (6,
13)
2. (6, -13) = -(6, 13)
3. (63, 500) = 1 * (6, 13) -
1 * (12, 41)
4. (63, -500) = -(63,
500)
5. (12, 41) = 1 * (12,
41)
6. (12, -41) = -(12,
41)
E_-00046: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00045: r = 1 t = 1 #III =
1
E(Q) = <(21, 96)>
R = 2.4157072101
2 integral points
1. (21, 96) = 1 * (21,
96)
2. (21, -96) = -(21,
96)
E_-00044: r = 1 t = 1 #III =
1
E(Q) = <(5, 9)>
R = 1.4660606624
2 integral points
1. (5, 9) = 1 * (5, 9)
2. (5, -9) = -(5, 9)
E_-00043: r = 1 t = 1 #III =
1
E(Q) = <(1177/36,
40355/216)>
R = 7.1364744922
0 integral points
E_-00042: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00041: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00040: r = 1 t = 1 #III =
1
E(Q) = <(14, 52)>
R = 2.0945094713
2 integral points
1. (14, 52) = 1 * (14,
52)
2. (14, -52) = -(14,
52)
E_-00039: r = 2 t = 1 #III =
1
E(Q) = <(4, 5)> x
<(10, 31)>
R = 2.7347941297
6 integral points
1. (4, 5) = 1 * (4, 5)
2. (4, -5) = -(4, 5)
3. (22, 103) = 1 * (4, 5) - 1
* (10, 31)
4. (22, -103) = -(22,
103)
5. (10, 31) = 1 * (10,
31)
6. (10, -31) = -(10,
31)
E_-00038: r = 1 t = 1 #III =
1
E(Q) = <(4447/441,
291005/9261)>
R = 8.6011272187
0 integral points
E_-00037: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00036: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00035: r = 1 t = 1 #III =
1
E(Q) = <(11, 36)>
R = 2.0286323255
2 integral points
1. (11, 36) = 1 * (11,
36)
2. (11, -36) = -(11,
36)
E_-00034: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00033: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00032: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00031: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00030: r = 1 t = 1 #III
= 1
E(Q) = <(31/9,
89/27)>
R = 3.9372652184
0 integral points
E_-00029: r = 1 t = 1 #III =
1
E(Q) = <(3133/9,
175364/27)>
R = 8.0551741676
0 integral points
E_-00028: r = 1 t = 1 #III =
1
E(Q) = <(4, 6)>
R = 0.3457796333
6 integral points
1. (4, 6) = 1 * (4, 6)
2. (4, -6) = -(4, 6)
3. (8, 22) = -2 * (4,
6)
4. (8, -22) = -(8, 22)
5. (37, 225) = 3 * (4,
6)
6. (37, -225) = -(37,
225)
E_-00027: r = 0 t = 2 #III =
1
E(Q) = <(3, 0)>
R = 1.0000000000
1 integral point
1. (3, 0) = (3, 0)
E_-00026: r = 2 t = 1 #III =
1
E(Q) = <(3, 1)> x <(17/4,
57/8)>
R = 4.0066590444
4 integral points
1. (3, 1) = 1 * (3, 1)
2. (3, -1) = -(3, 1)
3. (35, 207) = 1 * (3, 1) - 1
* (17/4, 57/8)
4. (35, -207) = -(35, 207)
E_-00025: r = 1 t = 1 #III =
1
E(Q) = <(5, 10)>
R = 0.8785966047
2 integral points
1. (5, 10) = 1 * (5,
10)
2. (5, -10) = -(5, 10)
E_-00024: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00023: r = 1 t = 1 #III =
1
E(Q) = <(3, 2)>
R = 1.6236581614
2 integral points
1. (3, 2) = 1 * (3, 2)
2. (3, -2) = -(3, 2)
E_-00022: r = 1 t = 1 #III =
1
E(Q) = <(71/25,
119/125)>
R = 4.8057999587
0 integral points
E_-00021: r = 1 t = 1 #III =
1
E(Q) = <(37/9,
188/27)>
R = 3.9987249361
0 integral points
E_-00020: r = 1 t = 1 #III =
1
E(Q) = <(6, 14)>
R = 1.3679041241
2 integral points
1. (6, 14) = 1 * (6,
14)
2. (6, -14) = -(6, 14)
E_-00019: r = 1 t = 1 #III =
1
E(Q) = <(7, 18)>
R =
1.6254124053
2 integral points
1. (7, 18) = 1 * (7,
18)
2. (7, -18) = -(7, 18)
E_-00018: r = 1 t = 1 #III =
1
E(Q) = <(3, 3)>
R = 0.8557554783
2 integral points
1. (3, 3) = 1 * (3, 3)
2. (3, -3) = -(3, 3)
E_-00017: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00016: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00015: r = 1 t = 1 #III =
1
E(Q) = <(4, 7)>
R = 1.2832889786
2 integral points
1. (4, 7) = 1 * (4, 7)
2. (4, -7) = -(4, 7)
E_-00014: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00013: r = 1 t = 1 #III =
1
E(Q) = <(17, 70)>
R = 2.9179581296
2 integral points
1. (17, 70) = 1 * (17,
70)
2. (17, -70) = -(17, 70)
E_-00012: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00011: r = 2 t = 1 #III =
1
E(Q) = <(3, 4)> x
<(9/4, 5/8)>
R = 3.6371589434
4 integral points
1. (3, 4) = 1 * (3, 4)
2. (3, -4) = -(3, 4)
3. (15, 58) = -1 * (3, 4) - 1
* (9/4, 5/8)
4. (15, -58) = -(15,
58)
E_-00010: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00009: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00008: r = 0 t = 2 #III =
1
E(Q) = <(2, 0)>
R = 1.0000000000
1 integral point
1. (2, 0) = (2, 0)
E_-00007: r = 1 t = 1 #III =
1
E(Q) = <(2, 1)>
R = 0.7600939383
4 integral points
1. (2, 1) = 1 * (2, 1)
2. (2, -1) = -(2, 1)
3. (32, 181) = -2 * (2, 1)
4. (32, -181) = -(32,
181)
E_-00006: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00005: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00004: r = 1 t = 1 #III =
1
E(Q) = <(2, 2)>
R = 0.4503206856
4 integral points
1. (2, 2) = 1 * (2, 2)
2. (2, -2) = -(2, 2)
3. (5, 11) = -2 * (2,
2)
4. (5, -11) = -(5, 11)
E_-00003: r = 0 t = 1 #III =
1
E(Q) = {O}
R = 1.0000000000
0 integral points
E_-00002: r = 1 t = 1 #III =
1
E(Q) = <(3, 5)>
R = 1.3495768357
2 integral points
1. (3, 5) = 1 * (3, 5)
2. (3, -5) = -(3, 5)
E_-00001: r = 0 t = 2 #III =
1
E(Q) = <(1, 0)>
R = 1.0000000000
1 integral point
1. (1, 0) = (1, 0)