A nonlift newform <i>f</i> in S

A nonlift newform in S₁₄(K(16))⁻

(Filename: eigs/eig-minus-14-16-3.html)

FORMULA FOR THE EIGENFORM f
with 3¹⁴⁻³λ₃ = 432*(-1935 + 23*α),
where throughout this wepage, α is taken to have minimal polynomial -2377 + x^2,
equivalently α = ± Sqrt[2377]

Note that T(3) is the Hecke operator under the scalar-invariant slash and λ₃ is the corresponding eigenvalue.

The eigenform f has the formula
f = Σ_i=0¹³ c_i T(3)ⁱ g
where g is the Borcherds product that helped span the space S₁₄(K(16))⁻. Here is a table of the coefficients c_i.

c₀	(39882424969846282619047092974361475650(-222108022848293906540681418694659268667 + 346513001546285315252060065558430849α))/6709625945343847428935172005286184090413092627170831931871384661644106653497
c₁	(-32805(-3446488721695490344098339276490726010758621224646914054641084375146376366168 + 1927310679570365783974110983551592002597497367242257676282793029506970461α))/22732212702824955089232362753909591698319557820854778585180251233650233342047836
c₂	(531441(-1512295627519313139671348183873402948658084553923899063467874686369552536409 - 13606522986497259229377875598253301951982597337933901501142012484147260497α))/415674746565942035917391776071489676769271914438487379843296022558175695397446144
c₃	(387420489(-242483567060665851522888484106804370163249692831393344565247587440387360161 + 1224923927625142404509537886985139597764175141959072569716201275290042439α))/23277785807692754011373939460003421899079227208555293271224577263257838942256984064
c₄	(847288609443(38966942909626858234899314088307367209821502709791649603868725847033571 + 269618302679389421306057909726908753477855891959818681866593955229003α))/26603183780220290298713073668575339313233402524063192309970945443723244505436553216
c₅	(5559060566555523(53985076864763513653050357315400417055378383033526835136401183184093 - 397594582963999827668270620537010708487741071491822120640727302587α))/212825470241762322389704589348602714505867220192505538479767563549785956043492425728
c₆	(36472996377170786403(-4400591584693809927641936997785221598759433712492868041376010041 - 416329533730935333067658074032649521155182812319922031313208113α))/5959113166769345026911728501760876006164282165390155077433491779394006769217787920384
c₇	(239299329230617529590083(-5576703287958588368067447721662866345673200965344417740627129 + 36148306091291333277806260812414366636573591218668167905711α))/6810415047736394316470546859155286864187751046160177231352562033593150593391757623296
c₈	(4710128697246244834921603689(-3566599447412603810984788147440072238890787890776509015073 + 39375136344971184127907073776181478587056638533297411911α))/381383242673238081722350624112696064394514058584969924955743473881216433229938426904576
c₉	(92709463147897837085761925410587(-7520597223708697161945397851156202941731696114177053 + 899716439249048285008346496335013935595903381521827α))/3051065941385904653778804992901568515156112468679759399645947791049731465839507415236608
c₁₀	(67585198634817523235520443624317923(826121227632081765480874327984207522799782562046263 - 7159102984526240084309058011023927665584406245441α))/48817055062174474460460879886425096242497799498876150394335164656795703453432118643785728
c₁₁	(443426488243037769948249630619149892803(13672028314010468852360213867572236981015300019 - 149849043547899980823629796432754715275705861α))/35503312772490526880335185371945524539998399635546291195880119750396875238859722650025984
c₁₂	(2909321189362570808630465826492242446680483(11107065766887294751336039698646002559687921 - 134527658284360131448697174342172333467287α))/3124291523979166365469496312731206159519859167928073625237450538034925021019655593202286592
c₁₃	(19088056323407827075424486287615602692670648963(305669779645085608737305123309475924943 - 3936639770778489056844965161330195417α))/24994332191833330923755970501849649276158873343424589001899604304279400168157244745618292736

COEFFICIENTS OF f (return to top)

Use the notation

[a b c ]

a	b
b	c

Here is a list of some Fourier coefficients of f.

2u det(2u) a(u, f)

[4 -53 704] 7 0

[8 -89 992] 15 0

[4 -25 160] 15 0

[12 -109 992] 23 (-33 + α)/82432

[6 -13 32] 23 (33 - α)/82432

[6 -19 64] 23 0

[14 -42 128] 28 0

[14 -70 352] 28 0

[8 -42 224] 28 0

[8 -106 1408] 28 0

[16 -113 800] 31 (-1 + α)/11776

[8 -113 1600] 31 (1 - α)/11776

[14 -47 160] 31 0

[20 -101 512] 39 0

[10 -91 832] 39 (-389 + 5*α)/82432

[10 -101 1024] 39 (389 - 5*α)/82432

[8 -27 96] 39 0

[24 -73 224] 47 (-673 + α)/11776

[12 -73 448] 47 (-53 + 5*α)/5888

[4 9 32] 47 (673 - α)/11776

[8 -73 672] 47 (53 - 5*α)/5888

[16 -55 192] 47 0

[2 4 32] 48 0

[26 76 224] 48 0

[6 12 32] 48 0

[14 36 96] 48 0

[2 3 32] 55 0

[14 -29 64] 55 (3*(-2197 + 53*α))/82432

[14 -99 704] 55 (-3*(-2197 + 53*α))/82432

[8 -35 160] 55 0

[2 2 32] 60 0

[30 -210 1472] 60 0

[16 -50 160] 60 0

[16 -178 1984] 60 0

[10 -30 96] 60 0

[10 -50 256] 60 0

[8 -50 320] 60 0

[8 -114 1632] 60 0

[2 1 32] 63 0

[16 -225 3168] 63 (443 - 11*α)/5888

[4 33 288] 63 (-443 + 11*α)/5888

[12 -159 2112] 63 0

[8 -97 1184] 63 0

[2 0 32] 64 0

[2 8 64] 64 0

[2 16 160] 64 0

[4 8 32] 64 0

[20 56 160] 64 0

[10 -24 64] 64 0

[10 -64 416] 64 0

[10 -144 2080] 64 0

[36 -469 6112] 71 (1669 - 5*α)/5888

[18 -181 1824] 71 (23283 - 787*α)/82432

[18 -235 3072] 71 (2537 - 9*α)/41216

[12 -85 608] 71 (-23283 + 787*α)/82432

[120 277 640] 71 (-1669 + 5*α)/5888

[10 -43 192] 71 0

[10 -53 288] 71 (-2537 + 9*α)/41216

[40 -441 4864] 79 (71521 - 97*α)/82432

[20 -121 736] 79 (-3*(3433 + 215*α))/82432

[190 441 1024] 79 (-71521 + 97*α)/82432

[10 -71 512] 79 (3*(3433 + 215*α))/82432

[10 -121 1472] 79 0

[44 -397 3584] 87 (-3*(3473 + 39*α))/20608

[22 -45 96] 87 (3*(1011 + 13*α))/11776

[22 -243 2688] 87 0

[16 -115 832] 87 (-3*(1011 + 13*α))/11776

[12 -51 224] 87 0

[134 307 704] 87 (3*(3473 + 39*α))/20608

[46 -138 416] 92 1

[46 -230 1152] 92 -1

[4 6 32] 92 1

[24 -218 1984] 92 -1

[26 70 192] 92 1

[162 374 864] 92 -1

[6 26 128] 92 0

[26 -86 288] 92 0

[12 -26 64] 92 1

[12 -38 128] 92 0

[12 -122 1248] 92 -1

[12 -134 1504] 92 0

[48 -337 2368] 95 (5003 - 267*α)/11776

[24 -337 4736] 95 (-13943 + 711*α)/20608

[4 17 96] 95 (-3*(-6763 + 11*α))/11776

[16 -81 416] 95 (3*(-6763 + 11*α))/11776

[6 49 416] 95 (13943 - 711*α)/20608

[12 -145 1760] 95 0

[60 145 352] 95 0

[10 15 32] 95 (-5003 + 267*α)/11776

[52 -261 1312] 103 (-9233 + 41*α)/2944

[4 5 32] 103 (9233 - 41*α)/2944

[26 -261 2624] 103 (-272287 + 8095*α)/82432

[14 -59 256] 103 0

[14 -101 736] 103 (272287 - 8095*α)/82432

[56 -169 512] 111 (87*(-769 + α))/11776

[28 -169 1024] 111 (193007 + 2161*α)/82432

[120 297 736] 111 (21847 - 151*α)/5888

[6 9 32] 111 (-87*(-769 + α))/11776

[14 -169 2048] 111 0

[14 -183 2400] 111 0

[12 -87 640] 111 (-193007 - 2161*α)/82432

[10 23 64] 111 (-21847 + 151*α)/5888

[2 4 64] 112 (115 - α)/23

[58 172 512] 112 (-115 + α)/23

[4 4 32] 112 (-115 + α)/23

[28 -84 256] 112 0

[28 -140 704] 112 0

[28 -196 1376] 112 (115 - α)/23

[14 -28 64] 112 (-115 + α)/23

[14 -84 512] 112 (115 - α)/23

[8 12 32] 112 (115 - α)/23

[16 -84 448] 112 0

[16 -148 1376] 112 (-115 + α)/23

[16 -212 2816] 112 0

[2 3 64] 119 (17347 + 261*α)/2944

[30 -61 128] 119 (45229 - 2669*α)/11776

[30 -451 6784] 119 (-17347 - 261*α)/2944

[20 -61 192] 119 (-18461 - 3*α)/11776

[90 221 544] 119 (-27099 - 293*α)/11776

[16 -67 288] 119 0

[8 67 576] 119 (-45229 + 2669*α)/11776

[12 -61 320] 119 (18461 + 3*α)/11776

[24 61 160] 119 0

[12 -125 1312] 119 (27099 + 293*α)/11776

[2 2 64] 124 (-293 - 4*α)/23

[62 -434 3040] 124 (293 + 4*α)/23

[4 2 32] 124 (293 + 4*α)/23

[32 -226 1600] 124 (-293 - 4*α)/23

[16 -98 608] 124 (-293 - 4*α)/23

[16 -226 3200] 124 (293 + 4*α)/23

[8 34 160] 124 0

[28 -94 320] 124 0

[10 14 32] 124 (-293 - 4*α)/23

[14 -46 160] 124 0

[14 -130 1216] 124 (293 + 4*α)/23

[14 -158 1792] 124 0

[2 1 64] 127 (3*(-10901 + 581*α))/5888

[4 1 32] 127 (-3*(-10901 + 581*α))/5888

[32 -449 6304] 127 (-5*(-26113 + 4321*α))/82432

[16 -193 2336] 127 0

[8 65 544] 127 (5*(-26113 + 4321*α))/82432

[2 0 64] 128 (-2*(-1727 + 29*α))/161

[2 8 96] 128 0

[2 16 192] 128 (2*(-1727 + 29*α))/161

[4 0 32] 128 (2*(-1727 + 29*α))/161

[4 16 96] 128 0

[4 32 288] 128 (-2*(-1727 + 29*α))/161

[6 8 32] 128 0

[22 -112 576] 128 0

[22 -200 1824] 128 0

[22 -288 3776] 128 0

[18 -40 96] 128 0

[18 -112 704] 128 (-2*(-1727 + 29*α))/161

[18 -256 3648] 128 (2*(-1727 + 29*α))/161

[12 16 32] 128 (-2*(-1727 + 29*α))/161

[12 -64 352] 128 0

[12 -112 1056] 128 (2*(-1727 + 29*α))/161

[68 -885 11520] 135 (-3*(-35705 + 313*α))/11776

[34 -171 864] 135 0

[34 -341 3424] 135 (230465 - 4793*α)/20608

[24 -267 2976] 135 0

[8 11 32] 135 (3*(-35705 + 313*α))/11776

[18 -75 320] 135 0

[16 -117 864] 135 (-230465 + 4793*α)/20608

[12 -75 480] 135 0

[72 -793 8736] 143 (1575891 - 3667*α)/82432

[36 -217 1312] 143 (-71209 - 231*α)/5888

[42 121 352] 143 (22817 - 3585*α)/11776

[6 7 32] 143 (-1575891 + 3667*α)/82432

[6 25 128] 143 (5*(-55685 + 101*α))/11776

[18 -199 2208] 143 (-5*(-55685 + 101*α))/11776

[18 -217 2624] 143 0

[12 -25 64] 143 (-22817 + 3585*α)/11776

[14 -89 576] 143 0

[14 -103 768] 143 (71209 + 231*α)/5888

[76 -685 6176] 151 (-1653361 - 52463*α)/82432

[38 -77 160] 151 (3*(-660223 + 37119*α))/82432

[38 -115 352] 151 (7207561 - 14089*α)/82432

[20 -83 352] 151 0

[8 19 64] 151 (-7207561 + 14089*α)/82432

[10 13 32] 151 (1653361 + 52463*α)/82432

[10 83 704] 151 (-3*(-660223 + 37119*α))/82432

[78 -234 704] 156 (-3*(-1077 + 4*α))/161

[78 -390 1952] 156 (3*(-1077 + 4*α))/161

[40 -202 1024] 156 0

[40 -522 6816] 156 0

[6 6 32] 156 (-3*(-1077 + 4*α))/161

[26 -182 1280] 156 (3*(-1077 + 4*α))/161

[8 10 32] 156 (3*(-1077 + 4*α))/161

[20 -42 96] 156 (-3*(-1077 + 4*α))/161

[20 -182 1664] 156 (-3*(-1077 + 4*α))/161

[20 -202 2048] 156 (3*(-1077 + 4*α))/161

[10 22 64] 156 0

[82 198 480] 156 0

[10 42 192] 156 0

[30 -102 352] 156 0

[16 -54 192] 156 0

[16 -182 2080] 156 0

[80 -561 3936] 159 (-3*(-28209 + 1849*α))/2944

[40 -561 7872] 159 (3*(-4031 + 2503*α))/5152

[46 -143 448] 159 (-3*(-2984585 + 3849*α))/82432

[28 -143 736] 159 (3*(-2984585 + 3849*α))/82432

[20 -241 2912] 159 0

[30 81 224] 159 (-3*(90689 + 1535*α))/11776

[16 -49 160] 159 0

[10 81 672] 159 (-3*(-4031 + 2503*α))/5152

[12 15 32] 159 (3*(-28209 + 1849*α))/2944

[14 -143 1472] 159 (3*(90689 + 1535*α))/11776

[84 -421 2112] 167 (91319 + 121*α)/2944

[42 -379 3424] 167 (11155 - 16787*α)/11776

[42 -421 4224] 167 (-255251 - 28621*α)/41216

[28 -421 6336] 167 (-91319 - 121*α)/2944

[36 101 288] 167 (820663 - 10883*α)/10304

[22 -69 224] 167 (5*(313745 + 783*α))/82432

[22 -91 384] 167 0

[14 -155 1728] 167 (-5*(313745 + 783*α))/82432

[14 -197 2784] 167 (-11155 + 16787*α)/11776

[16 -37 96] 167 (-820663 + 10883*α)/10304

[12 101 864] 167 (255251 + 28621*α)/41216

[88 -265 800] 175 (-127525 + 2053*α)/5888

[44 -265 1600] 175 (-3*(-111189 + 853*α))/11776

[4 9 64] 175 0

[8 9 32] 175 (127525 - 2053*α)/5888

[22 -265 3200] 175 0

[20 -265 3520] 175 0

[16 -119 896] 175 (3*(-111189 + 853*α))/11776

[2 4 96] 176 (-16*(97 + α))/23

[90 268 800] 176 (16*(97 + α))/23

[30 -92 288] 176 0

[30 -212 1504] 176 (-16*(97 + α))/23

[30 -332 3680] 176 0

[30 -452 6816] 176 (16*(97 + α))/23

[22 -44 96] 176 (16*(97 + α))/23

[22 -132 800] 176 (-16*(97 + α))/23

[10 12 32] 176 (-16*(97 + α))/23

[18 -92 480] 176 0

[18 -164 1504] 176 (16*(97 + α))/23

[18 -236 3104] 176 0

[2 3 96] 183 (15*(-13233 + 1937*α))/11776

[46 -93 192] 183 (440495 - 101231*α)/41216

[46 -323 2272] 183 (7071973 - 277477*α)/82432

[6 3 32] 183 (-15*(-13233 + 1937*α))/11776

[24 -99 416] 183 0

[38 -125 416] 183 0

[16 -227 3232] 183 (-7071973 + 277477*α)/82432

[12 99 832] 183 (-440495 + 101231*α)/41216

[2 2 96] 188 (-2*(-1849 + 58*α))/23

[94 -658 4608] 188 (2*(-1849 + 58*α))/23

[48 -146 448] 188 3327/23

[48 -530 5856] 188 -3327/23

[6 2 32] 188 (2*(-1849 + 58*α))/23

[6 14 64] 188 3327/23

[142 350 864] 188 -3327/23

[6 50 448] 188 (-2*(-1849 + 58*α))/23

[24 -146 896] 188 (-2*(-1849 + 58*α))/23

[24 -338 4768] 188 (2*(-1849 + 58*α))/23

[8 18 64] 188 -3327/23

[112 274 672] 188 3327/23

[12 14 32] 188 (-2*(-1849 + 58*α))/23

[16 -146 1344] 188 (2*(-1849 + 58*α))/23

[12 50 224] 188 0

[32 -110 384] 188 0

[14 34 96] 188 3327/23

[102 242 576] 188 -3327/23

[14 62 288] 188 0

[42 -146 512] 188 0

[2 1 96] 191 (-3115265 + 291393*α)/41216

[48 -673 9440] 191 (620325 - 74981*α)/11776

[4 33 320] 191 (-3688549 - 364219*α)/82432

[6 1 32] 191 (3115265 - 291393*α)/41216

[32 -417 5440] 191 (101975 - 1663*α)/5152

[24 -289 3488] 191 0

[8 33 160] 191 (-15*(-1061251 + 2211*α))/82432

[20 -223 2496] 191 (15*(-1061251 + 2211*α))/82432

[36 95 256] 191 (6848925 - 82877*α)/41216

[16 -161 1632] 191 (-6848925 + 82877*α)/41216

[12 97 800] 191 (-620325 + 74981*α)/11776

[18 -95 512] 191 (-101975 + 1663*α)/5152

[18 -257 3680] 191 (3688549 + 364219*α)/82432

[2 0 96] 192 (-96*(89 + 13*α))/161

[2 8 128] 192 0

[2 16 224] 192 (96*(89 + 13*α))/161

[4 8 64] 192 0

[52 152 448] 192 0

[6 0 32] 192 (96*(89 + 13*α))/161

[6 24 128] 192 0

[6 48 416] 192 (-96*(89 + 13*α))/161

[8 8 32] 192 0

[24 -72 224] 192 0

[24 -120 608] 192 0

[24 -168 1184] 192 0

[26 -56 128] 192 0

[26 -160 992] 192 (-96*(89 + 13*α))/161

[26 -368 5216] 192 (96*(89 + 13*α))/161

[12 24 64] 192 0

[28 72 192] 192 0

[14 16 32] 192 (-96*(89 + 13*α))/161

[14 -72 384] 192 0

[14 -128 1184] 192 (96*(89 + 13*α))/161

[100 -1301 16928] 199 (3*(-1138469 + 7397*α))/11776

[50 -501 5024] 199 (1156805 + 114523*α)/41216

[50 -651 8480] 199 (14736451 - 75907*α)/82432

[26 -107 448] 199 0

[26 -341 4480] 199 (-3692851 - 6605*α)/41216

[10 11 32] 199 (-3*(-1138469 + 7397*α))/11776

[10 21 64] 199 (-14736451 + 75907*α)/82432

[16 -213 2848] 199 (3692851 + 6605*α)/41216

[14 117 992] 199 (-1156805 - 114523*α)/41216

[104 -1145 12608] 207 (-3*(481399 + 14841*α))/20608

[52 -313 1888] 207 (3*(-1707739 + 89531*α))/82432

[478 1113 2592] 207 0

[36 -327 2976] 207 (-27*(-1246877 + 23421*α))/82432

[26 -313 3776] 207 0

[26 -391 5888] 207 (3*(481399 + 14841*α))/20608

[18 -39 96] 207 (27*(-1246877 + 23421*α))/82432

[18 -57 192] 207 0

[16 -135 1152] 207 (-3*(-1707739 + 89531*α))/82432

[108 -973 8768] 215 (-3*(-6231647 + 120959*α))/82432

[54 -109 224] 215 (4896623 - 62711*α)/20608

[54 -595 6560] 215 (1622449 + 45743*α)/41216

[36 -397 4384] 215 0

[6 13 64] 215 (-1622449 - 45743*α)/41216

[28 -115 480] 215 0

[42 115 320] 215 (2340907 - 592171*α)/82432

[24 -77 256] 215 (-11076309 - 58187*α)/82432

[12 13 32] 215 (3*(-6231647 + 120959*α))/82432

[18 -109 672] 215 (-4441441 + 165457*α)/41216

[20 -205 2112] 215 (-2340907 + 592171*α)/82432

[42 109 288] 215 (4441441 - 165457*α)/41216

[16 -179 2016] 215 (11076309 + 58187*α)/82432

[14 115 960] 215 (-4896623 + 62711*α)/20608

[110 -330 992] 220 (-3*(-10891 + 368*α))/161

[110 -550 2752] 220 (3*(-10891 + 368*α))/161

[4 6 64] 220 0

[56 -506 4576] 220 0

[28 -58 128] 220 (-3*(-10891 + 368*α))/161

[28 -198 1408] 220 (3*(-10891 + 368*α))/161

[28 -282 2848] 220 (3*(-10891 + 368*α))/161

[28 -422 6368] 220 (-3*(-10891 + 368*α))/161

[10 10 32] 220 (3*(-10891 + 368*α))/161

[22 -154 1088] 220 (-3*(-10891 + 368*α))/161

[34 86 224] 220 0

[170 390 896] 220 0

[14 58 256] 220 0

[34 -118 416] 220 0

[16 -70 320] 220 0

[16 -198 2464] 220 0

[112 -785 5504] 223 (1866413 - 185069*α)/11776

[56 -785 11008] 223 (-30343267 + 1511491*α)/82432

[4 17 128] 223 (-9*(-1331943 + 2567*α))/11776

[28 -337 4064] 223 0

[8 17 64] 223 (9*(-1331943 + 2567*α))/11776

[14 15 32] 223 (-1866413 + 185069*α)/11776

[14 113 928] 223 (30343267 - 1511491*α)/82432

[116 -581 2912] 231 (-39*(-248833 + 3457*α))/11776

[4 5 64] 231 0

[58 -581 5824] 231 (3*(-1000025 + 16281*α))/5888

[40 -123 384] 231 (15*(-415657 + 937*α))/11776

[30 -123 512] 231 0

[30 -453 6848] 231 (39*(-248833 + 3457*α))/11776

[24 -123 640] 231 (-15*(-415657 + 937*α))/11776

[40 -133 448] 231 0

[20 -123 768] 231 (3*(2062059 + 25717*α))/11776

[104 251 608] 231 0

[20 -187 1760] 231 (-3*(2062059 + 25717*α))/11776

[16 -133 1120] 231 (-3*(-1000025 + 16281*α))/5888

[120 -361 1088] 239 (1076333 + 50435*α)/5888

[60 -361 2176] 239 (-5*(-4911897 + 267097*α))/82432

[248 617 1536] 239 (-28142741 - 43787*α)/41216

[40 -361 3264] 239 (-3916343 - 504905*α)/20608

[48 -151 480] 239 (-59868353 + 105921*α)/82432

[30 -151 768] 239 (59868353 - 105921*α)/82432

[30 -361 4352] 239 0

[24 -361 5440] 239 (-1076333 - 50435*α)/5888

[10 41 192] 239 (-84356903 + 212551*α)/82432

[20 -41 96] 239 (3916343 + 504905*α)/20608

[198 457 1056] 239 (28142741 + 43787*α)/41216

[22 -137 864] 239 (-33285195 + 1023691*α)/82432

[22 -247 2784] 239 (84356903 - 212551*α)/82432

[18 -151 1280] 239 (5*(-4911897 + 267097*α))/82432

[18 -169 1600] 239 (33285195 - 1023691*α)/82432

[2 4 128] 240 (3*(-31081 + 563*α))/161

[122 364 1088] 240 (-3*(-31081 + 563*α))/161

[4 4 64] 240 0

[60 -180 544] 240 (3*(2297 + 29*α))/23

[60 -300 1504] 240 (-3*(2297 + 29*α))/23

[60 -420 2944] 240 0

[6 12 64] 240 (3*(2297 + 29*α))/23

[46 132 384] 240 (-3*(2297 + 29*α))/23

[30 -60 128] 240 (-3*(-31081 + 563*α))/161

[30 -180 1088] 240 (3*(-31081 + 563*α))/161

[8 4 32] 240 (-3*(-31081 + 563*α))/161

[32 -100 320] 240 0

[32 -228 1632] 240 (3*(-31081 + 563*α))/161

[32 -356 3968] 240 0

[10 20 64] 240 (-3*(2297 + 29*α))/23

[34 92 256] 240 (3*(2297 + 29*α))/23

[12 12 32] 240 (3*(-31081 + 563*α))/161

[20 -60 192] 240 0

[20 -100 512] 240 0

[20 -140 992] 240 (-3*(-31081 + 563*α))/161

[16 -36 96] 240 (3*(2297 + 29*α))/23

[16 -100 640] 240 0

[16 -164 1696] 240 (-3*(2297 + 29*α))/23

[16 -228 3264] 240 0

[2 3 128] 247 (-15*(389631 + 8689*α))/41216

[62 -125 256] 247 (-45076513 + 1157377*α)/82432

[62 -931 13984] 247 0

[8 3 32] 247 (15*(389631 + 8689*α))/41216

[32 -131 544] 247 0

[2 2 128] 252 (-6*(-701 + 26*α))/23

[126 -882 6176] 252 (6*(-701 + 26*α))/23

[4 2 64] 252 0

[64 -450 3168] 252 0

[42 -126 384] 252 0

[42 -210 1056] 252 0

[8 2 32] 252 (6*(-701 + 26*α))/23

[32 -194 1184] 252 (-6*(-701 + 26*α))/23

[32 -450 6336] 252 (6*(-701 + 26*α))/23

[8 66 576] 252 (-6*(-701 + 26*α))/23

[24 -126 672] 252 0

[24 -318 4224] 252 0

[14 14 32] 252 (-6*(-701 + 26*α))/23

[18 -126 896] 252 (6*(-701 + 26*α))/23

[16 -66 288] 252 0

[16 -194 2368] 252 0

[18 -78 352] 252 0

[18 -114 736] 252 0

[18 -222 2752] 252 0

[18 -258 3712] 252 0

[2 1 128] 255 (3*(-16462821 + 453605*α))/82432

[4 1 64] 255 0

[64 -897 12576] 255 (88922713 - 2072953*α)/82432

[44 -575 7520] 255 (-3*(6436809 + 118871*α))/82432

[8 1 32] 255 (-3*(-16462821 + 453605*α))/82432

[32 -385 4640] 255 0

[28 -257 2368] 255 (2563333 - 103315*α)/5152

[22 -223 2272] 255 (-2563333 + 103315*α)/5152

[22 -289 3808] 255 0

[20 -65 224] 255 0

[14 33 96] 255 (3*(6436809 + 118871*α))/82432

[2 0 128] 256 (-64*(-2939 + 53*α))/161

[2 8 160] 256 0

[2 16 256] 256 (64*(-2939 + 53*α))/161

[4 0 64] 256 0

[4 16 128] 256 0

[4 32 320] 256 0

[8 0 32] 256 (64*(-2939 + 53*α))/161

[8 16 64] 256 0

[40 112 320] 256 0

[8 32 160] 256 0

[8 64 544] 256 (-64*(-2939 + 53*α))/161

[34 -72 160] 256 0

[34 -208 1280] 256 (-64*(-2939 + 53*α))/161

[34 -480 6784] 256 (64*(-2939 + 53*α))/161

[26 -80 256] 256 0

[26 -184 1312] 256 0

[26 -288 3200] 256 0

[26 -392 5920] 256 0

[16 16 32] 256 (-64*(-2939 + 53*α))/161

[16 -48 160] 256 0

[16 -112 800] 256 (64*(-2939 + 53*α))/161

[20 -48 128] 256 0

[20 -128 832] 256 0

[20 -288 4160] 256 0

[132 -1717 22336] 263 (-9985543 + 400679*α)/11776

[66 -331 1664] 263 (-107676657 + 1077809*α)/82432

[66 -661 6624] 263 (146564317 - 4606397*α)/82432

[44 -309 2176] 263 (-17*(-5349369 + 260825*α))/82432

[408 949 2208] 263 (107676657 - 1077809*α)/82432

[34 -139 576] 263 0

[34 -309 2816] 263 (197849079 - 2965175*α)/82432

[22 -309 4352] 263 (17*(-5349369 + 260825*α))/82432

[22 -331 4992] 263 (9985543 - 400679*α)/11776

[24 -53 128] 263 (-197849079 + 2965175*α)/82432

[12 53 256] 263 (5*(4647931 + 48997*α))/41216

[18 -203 2304] 263 (-5*(4647931 + 48997*α))/41216

[136 -1497 16480] 271 (30194279 - 876311*α)/41216

[68 -409 2464] 271 (3*(-538633 + 18569*α))/1792

[74 217 640] 271 (28044497 + 176623*α)/82432

[34 -103 320] 271 (-71285857 + 522337*α)/82432

[34 -409 4928] 271 0

[28 -423 6400] 271 (-30194279 + 876311*α)/41216

[134 327 800] 271 (-128880271 - 22289*α)/82432

[20 -103 544] 271 (71285857 - 522337*α)/82432

[212 487 1120] 271 (-28044497 - 176623*α)/82432

[124 295 704] 271 (128880271 + 22289*α)/82432

[140 -1261 11360] 279 (3*(-22308793 + 462681*α))/41216

[70 -141 288] 279 (-20610691 - 139613*α)/82432

[70 -211 640] 279 (471878 - 29417*α)/2576

[48 -339 2400] 279 (-297*(-2573 + 89*α))/368

[36 -147 608] 279 0

[164 403 992] 279 (-3*(-31450497 + 215953*α))/41216

[28 -365 4768] 279 (9419029 + 53483*α)/11776

[268 621 1440] 279 (-471878 + 29417*α)/2576

[24 -339 4800] 279 (297*(-2573 + 89*α))/368

[42 -141 480] 279 0

[20 -301 4544] 279 (-3*(-22308793 + 462681*α))/41216

[98 237 576] 279 0

[18 -237 3136] 279 (-9419029 - 53483*α)/11776

[20 -109 608] 279 (3*(-31450497 + 215953*α))/41216

[142 -426 1280] 284 (235397 - 7192*α)/161

[142 -710 3552] 284 (-235397 + 7192*α)/161

[72 -362 1824] 284 (-2*(-34955 + 312*α))/23

[72 -938 12224] 284 (2*(-34955 + 312*α))/23

[58 166 480] 284 (-2*(-34955 + 312*α))/23

[450 1046 2432] 284 (2*(-34955 + 312*α))/23

[6 26 160] 284 28930/23

[58 -182 576] 284 -28930/23

[36 -74 160] 284 (235397 - 7192*α)/161

[36 -182 928] 284 28930/23

[36 -362 3648] 284 (-235397 + 7192*α)/161

[36 -470 6144] 284 -28930/23

[30 -154 800] 284 -28930/23

[30 -214 1536] 284 (-235397 + 7192*α)/161

[30 -394 5184] 284 28930/23

[30 -454 6880] 284 (235397 - 7192*α)/161

[24 -170 1216] 284 (235397 - 7192*α)/161

[24 -362 5472] 284 (-235397 + 7192*α)/161

[40 106 288] 284 (2*(-34955 + 312*α))/23

[240 554 1280] 284 (-2*(-34955 + 312*α))/23

[18 -38 96] 284 (2*(-34955 + 312*α))/23

[18 -74 320] 284 0

[18 -182 1856] 284 (-2*(-34955 + 312*α))/23

[18 -218 2656] 284 0

[20 -86 384] 284 0

[20 -106 576] 284 28930/23

[20 -246 3040] 284 0

[20 -266 3552] 284 -28930/23

[144 -1009 7072] 287 (7*(3208533 + 14699*α))/11776

[72 -1009 14144] 287 (-15857611 - 135829*α)/11776

[78 -239 736] 287 (-10413377 + 29257*α)/2944

[48 -241 1216] 287 0

[6 49 448] 287 (-3*(9319995 + 240869*α))/11776

[36 -433 5216] 287 0

[338 785 1824] 287 (10413377 - 29257*α)/2944

[24 -241 2432] 287 (7*(-2439733 + 20357*α))/5888

[12 49 224] 287 (41630723 - 140451*α)/11776

[26 -239 2208] 287 (-7*(-2439733 + 20357*α))/5888

[26 -369 5248] 287 (3*(9319995 + 240869*α))/11776

[24 -271 3072] 287 (-41630723 + 140451*α)/11776

[18 -271 4096] 287 (-7*(3208533 + 14699*α))/11776

[148 -741 3712] 295 (-3*(3649371 + 223909*α))/11776

[74 -667 6016] 295 (66460561 + 974207*α)/41216

[74 -741 7424] 295 (-129785993 + 7768169*α)/82432

[38 -155 640] 295 0

[38 -421 4672] 295 0

[10 5 32] 295 (3*(3649371 + 223909*α))/11776

[226 517 1184] 295 (-66460561 - 974207*α)/41216

[152 -457 1376] 303 (3*(-28218445 + 221013*α))/20608

[76 -457 2752] 303 (9*(5610743 + 117865*α))/82432

[4 9 96] 303 (3*(-4948359 + 1027847*α))/82432

[6 9 64] 303 (-3*(-4948359 + 1027847*α))/82432

[38 -343 3104] 303 (-9*(-3538959 + 92495*α))/11776

[38 -457 5504] 303 0

[26 -55 128] 303 (9*(-3538959 + 92495*α))/11776

[26 -393 5952] 303 (-3*(-28218445 + 221013*α))/20608

[22 -73 256] 303 0

[2 4 160] 304 (48*(2103 + 215*α))/161

[154 460 1376] 304 (-48*(2103 + 215*α))/161

[38 -76 160] 304 (-48*(2103 + 215*α))/161

[38 -228 1376] 304 (48*(2103 + 215*α))/161

[10 4 32] 304 (-48*(2103 + 215*α))/161

[10 44 224] 304 0

[50 -164 544] 304 0

[10 84 736] 304 (48*(2103 + 215*α))/161

[22 -68 224] 304 0

[22 -156 1120] 304 (-48*(2103 + 215*α))/161

[22 -244 2720] 304 0

[22 -332 5024] 304 (48*(2103 + 215*α))/161

[2 3 160] 311 (268896081 - 5635249*α)/82432

[78 -157 320] 311 (27869693 - 118693*α)/20608

[78 -547 3840] 311 (-6693613 + 398429*α)/5888

[52 -157 480] 311 (3*(-126325707 + 371243*α))/82432

[218 541 1344] 311 (-129434175 - 1114433*α)/82432

[40 -163 672] 311 0

[8 35 192] 311 (-183690505 + 313993*α)/82432

[10 3 32] 311 (-268896081 + 5635249*α)/82432

[32 -291 2656] 311 (94513379 - 5035043*α)/82432

[26 -131 672] 311 (183690505 - 313993*α)/82432

[26 -157 960] 311 (228893201 - 652625*α)/82432

[28 -285 2912] 311 (-94513379 + 5035043*α)/82432

[12 29 96] 311 (-3*(-126325707 + 371243*α))/82432

[24 -221 2048] 311 (-228893201 + 652625*α)/82432

[14 61 288] 311 (-1610131 - 50413*α)/1472

[16 35 96] 311 (129434175 + 1114433*α)/82432

[20 -227 2592] 311 (1610131 + 50413*α)/1472

[240 547 1248] 311 (6693613 - 398429*α)/5888

[2 2 160] 316 (-36521 + 1412*α)/23

[158 -1106 7744] 316 (36521 - 1412*α)/23

[80 -242 736] 316 (183811 + 3380*α)/161

[80 -882 9728] 316 (-183811 - 3380*α)/161

[40 -242 1472] 316 (-36521 + 1412*α)/23

[40 -562 7904] 316 (36521 - 1412*α)/23

[52 146 416] 316 (-183811 - 3380*α)/161

[380 882 2048] 316 (183811 + 3380*α)/161

[10 2 32] 316 (36521 - 1412*α)/23

[46 126 352] 316 (183811 + 3380*α)/161

[310 718 1664] 316 (-183811 - 3380*α)/161

[10 82 704] 316 (-36521 + 1412*α)/23

[20 -82 352] 316 0

[20 -142 1024] 316 (36521 - 1412*α)/23

[20 -242 2944] 316 0

[20 -302 4576] 316 (-36521 + 1412*α)/23

[22 -50 128] 316 (183811 + 3380*α)/161

[22 -94 416] 316 0

[22 -226 2336] 316 (-183811 - 3380*α)/161

[22 -270 3328] 316 0

[2 1 160] 319 (-81773557 - 2222891*α)/41216

[80 -1121 15712] 319 (57*(-95099 + 60219*α))/41216

[4 33 352] 319 (3*(-2659495 + 195319*α))/5888

[40 -481 5792] 319 0

[50 -159 512] 319 (-3*(59642405 + 25307*α))/82432

[10 1 32] 319 (81773557 + 2222891*α)/41216

[32 -353 3904] 319 (3*(59642405 + 25307*α))/82432

[38 97 256] 319 0

[20 -289 4192] 319 (-3*(-2659495 + 195319*α))/5888

[2 0 160] 320 (128*(2983 + 67*α))/161

[2 8 192] 320 0

[2 16 288] 320 (-128*(2983 + 67*α))/161

[4 8 96] 320 (-20*(-16049 + 435*α))/161

[84 248 736] 320 (20*(-16049 + 435*α))/161

[6 8 64] 320 (20*(-16049 + 435*α))/161

[54 -272 1376] 320 0

[54 -488 4416] 320 (-20*(-16049 + 435*α))/161

[54 -704 9184] 320 0

[42 -88 192] 320 0

[42 -256 1568] 320 (128*(2983 + 67*α))/161

[42 -592 8352] 320 (-128*(2983 + 67*α))/161

[10 0 32] 320 (-128*(2983 + 67*α))/161

[10 40 192] 320 0

[10 80 672] 320 (128*(2983 + 67*α))/161

[28 -88 288] 320 0

[28 -200 1440] 320 0

[28 -312 3488] 320 0

[28 -424 6432] 320 0

[14 32 96] 320 0

[46 120 320] 320 (20*(-16049 + 435*α))/161

[126 304 736] 320 0

[254 584 1344] 320 (-20*(-16049 + 435*α))/161

[20 -40 96] 320 (20*(-16049 + 435*α))/161

[20 -120 736] 320 (-20*(-16049 + 435*α))/161

[18 -56 192] 320 0

[18 -128 928] 320 (-128*(2983 + 67*α))/161

[18 -272 4128] 320 (128*(2983 + 67*α))/161

[164 -2133 27744] 327 (3*(6278855 + 95609*α))/5888

[82 -821 8224] 327 (-117496861 - 630563*α)/41216

[82 -1067 13888] 327 (-431996797 - 4354403*α)/82432

[56 -619 6848] 327 (3*(-230362183 + 570695*α))/82432

[42 -171 704] 327 0

[42 -213 1088] 327 (-3*(-230362183 + 570695*α))/82432

[28 -171 1056] 327 (165011713 - 67729*α)/41216

[282 651 1504] 327 (431996797 + 4354403*α)/82432

[24 -363 5504] 327 (-3*(6278855 + 95609*α))/5888

[44 -149 512] 327 0

[22 -203 1888] 327 (-165011713 + 67729*α)/41216

[168 -1849 20352] 335 (222542157 - 984061*α)/41216

[84 -505 3040] 335 (200951259 - 9859291*α)/82432

[766 1785 4160] 335 (-51172599 + 778295*α)/11776

[6 7 64] 335 (51172599 - 778295*α)/11776

[6 25 160] 335 (26026989 - 158717*α)/20608

[42 -295 2080] 335 (155346227 - 9164179*α)/82432

[42 -505 6080] 335 0

[36 -185 960] 335 (-26026989 + 158717*α)/20608

[28 -57 128] 335 (-155346227 + 9164179*α)/82432

[128 313 768] 335 (3*(-41638013 + 209277*α))/82432

[30 -185 1152] 335 (-313122107 + 5162715*α)/82432

[30 -455 6912] 335 (-222542157 + 984061*α)/41216

[24 -313 4096] 335 0

[14 57 256] 335 (-293014069 + 1700693*α)/41216

[54 -185 640] 335 (293014069 - 1700693*α)/41216

[20 -185 1728] 335 (313122107 - 5162715*α)/82432

[118 281 672] 335 (-3*(-41638013 + 209277*α))/82432

[172 -1549 13952] 343 (8239703 + 146569*α)/2944

[86 -173 352] 343 (575993 - 49028*α)/368

[86 -947 10432] 343 (-71563441 + 475873*α)/5888

[44 -179 736] 343 0

[422 979 2272] 343 (71563441 - 475873*α)/5888

[28 -371 4928] 343 0

[22 -333 5056] 343 (-8239703 - 146569*α)/2944

[174 -522 1568] 348 (-3*(1711 + 740*α))/161

[174 -870 4352] 348 (3*(1711 + 740*α))/161

[4 6 96] 348 (-12*(39544 + 725*α))/161

[88 -794 7168] 348 (12*(39544 + 725*α))/161

[6 6 64] 348 (12*(39544 + 725*α))/161

[58 -406 2848] 348 (-12*(39544 + 725*α))/161

[44 -90 192] 348 (-3*(1711 + 740*α))/161

[44 -134 416] 348 0

[44 -442 4448] 348 (3*(1711 + 740*α))/161

[44 -486 5376] 348 0

[12 6 32] 348 (-3*(1711 + 740*α))/161

[32 -230 1664] 348 (3*(1711 + 740*α))/161

[26 -134 704] 348 0

[26 -186 1344] 348 (-3*(1711 + 740*α))/161

[26 -342 4512] 348 0

[26 -394 5984] 348 (3*(1711 + 740*α))/161

[22 -90 384] 348 0

[22 -134 832] 348 (-12*(39544 + 725*α))/161

[22 -266 3232] 348 0

[22 -310 4384] 348 (12*(39544 + 725*α))/161

[24 -102 448] 348 0

[24 -294 3616] 348 0

[52 134 352] 348 (12*(39544 + 725*α))/161

[268 614 1408] 348 (-12*(39544 + 725*α))/161

[176 -1233 8640] 351 (3*(-8665757 + 191293*α))/5888

[88 -1233 17280] 351 (-3*(-42079355 + 1362811*α))/41216

[4 17 160] 351 (-127528087 - 1226537*α)/41216

[60 -303 1536] 351 0

[44 -529 6368] 351 0

[188 465 1152] 351 (-3*(-301095329 + 3828897*α))/82432

[36 -111 352] 351 (121485131 - 655691*α)/20608

[352 815 1888] 351 (127528087 + 1226537*α)/41216

[30 -273 2496] 351 (-27*(-8760433 + 199537*α))/82432

[30 -303 3072] 351 (27*(-8760433 + 199537*α))/82432

[22 -111 576] 351 (-121485131 + 655691*α)/20608

[20 -303 4608] 351 (-3*(-8665757 + 191293*α))/5888

[44 111 288] 351 0

[24 -81 288] 351 0

[20 -47 128] 351 (3*(-301095329 + 3828897*α))/82432

[180 -901 4512] 359 (-3757969 + 605809*α)/82432

[4 5 96] 359 (4527647 + 3759265*α)/82432

[90 -901 9024] 359 (-3*(-134136973 + 3020557*α))/82432

[60 -901 13536] 359 (-4527647 - 3759265*α)/82432

[68 197 576] 359 (91646897 + 1059887*α)/41216

[46 -187 768] 359 0

[46 -325 2304] 359 (454337767 - 12414919*α)/82432

[36 -325 2944] 359 (233984687 + 3093905*α)/82432

[158 389 960] 359 (20663911 - 6291207*α)/82432

[30 -91 288] 359 (-19289973 - 2161675*α)/82432

[30 -421 5920] 359 (-454337767 + 12414919*α)/82432

[12 5 32] 359 (3757969 - 605809*α)/82432

[32 -69 160] 359 (-233984687 - 3093905*α)/82432

[16 69 320] 359 (-83161391 + 5973647*α)/41216

[20 -261 3424] 359 (19289973 + 2161675*α)/82432

[18 37 96] 359 (-91646897 - 1059887*α)/41216

[22 -229 2400] 359 (-20663911 + 6291207*α)/82432

[22 -251 2880] 359 (83161391 - 5973647*α)/41216

[184 -553 1664] 367 (-5*(-141944485 + 477349*α))/82432

[92 -553 3328] 367 (15*(-5089223 + 10903*α))/20608

[376 937 2336] 367 (-3*(-42366463 + 1057263*α))/20608

[46 -553 6656] 367 0

[46 -599 7808] 367 (-290688641 + 3974657*α)/41216

[28 -425 6464] 367 (5*(-141944485 + 477349*α))/82432

[296 681 1568] 367 (3*(-42366463 + 1057263*α))/20608

[26 -137 736] 367 (290688641 - 3974657*α)/41216

[2 4 192] 368 (181609 - 4147*α)/161

[186 556 1664] 368 (-181609 + 4147*α)/161

[4 4 96] 368 (181609 - 4147*α)/161

[92 -276 832] 368 (832*(-2501 + 27*α))/161

[92 -460 2304] 368 (-832*(-2501 + 27*α))/161

[92 -644 4512] 368 (-181609 + 4147*α)/161

[62 -188 576] 368 (-11911 + 669*α)/23

[62 -436 3072] 368 (181609 - 4147*α)/161

[62 -684 7552] 368 (11911 - 669*α)/23

[62 -932 14016] 368 (-181609 + 4147*α)/161

[46 -92 192] 368 (-181609 + 4147*α)/161

[46 -276 1664] 368 (181609 - 4147*α)/161

[8 12 64] 368 (832*(-2501 + 27*α))/161

[48 -244 1248] 368 (-11911 + 669*α)/23

[48 -436 3968] 368 (-832*(-2501 + 27*α))/161

[48 -628 8224] 368 (11911 - 669*α)/23

[12 4 32] 368 (-181609 + 4147*α)/161

[12 28 96] 368 (11911 - 669*α)/23

[52 140 384] 368 (832*(-2501 + 27*α))/161

[156 380 928] 368 (-11911 + 669*α)/23

[324 748 1728] 368 (-832*(-2501 + 27*α))/161

[12 52 256] 368 0

[52 -172 576] 368 0

[12 100 864] 368 (181609 - 4147*α)/161

[24 -52 128] 368 (832*(-2501 + 27*α))/161

[24 -76 256] 368 0

[24 -148 928] 368 (181609 - 4147*α)/161

[24 -172 1248] 368 (-181609 + 4147*α)/161

[24 -244 2496] 368 (-832*(-2501 + 27*α))/161

[24 -268 3008] 368 0

[24 -340 4832] 368 (-181609 + 4147*α)/161

[24 -364 5536] 368 (181609 - 4147*α)/161

[18 44 128] 368 (-11911 + 669*α)/23

[58 148 384] 368 (-181609 + 4147*α)/161

[146 348 832] 368 (11911 - 669*α)/23

[282 644 1472] 368 (181609 - 4147*α)/161

[2 3 192] 375 (3*(-164695319 + 173111*α))/41216

[94 -189 384] 375 (3*(-65639971 + 6283971*α))/82432

[94 -1411 21184] 375 (-3*(-6620819 + 10037*α))/2576

[6 3 64] 375 (3*(-6620819 + 10037*α))/2576

[48 -195 800] 375 0

[8 67 608] 375 (-3*(23745891 + 41885*α))/41216

[40 -445 4960] 375 0

[12 3 32] 375 (-3*(-164695319 + 173111*α))/41216

[32 -451 6368] 375 (3*(23745891 + 41885*α))/41216

[46 -157 544] 375 0

[20 -125 800] 375 0

[2 2 192] 380 (4*(112239 + 3140*α))/161

[190 -1330 9312] 380 (-4*(112239 + 3140*α))/161

[4 2 96] 380 (559311 + 2620*α)/161

[96 -674 4736] 380 (-559311 - 2620*α)/161

[6 2 64] 380 (-559311 - 2620*α)/161

[6 14 96] 380 0

[270 670 1664] 380 0

[6 50 480] 380 (559311 + 2620*α)/161

[48 -290 1760] 380 (4*(112239 + 3140*α))/161

[48 -674 9472] 380 (-4*(112239 + 3140*α))/161

[8 34 192] 380 -276223/23

[60 -190 608] 380 276223/23

[38 -114 352] 380 276223/23

[38 -190 960] 380 -276223/23

[12 2 32] 380 (-4*(112239 + 3140*α))/161

[32 -162 832] 380 276223/23

[32 -418 5472] 380 -276223/23

[12 98 832] 380 (4*(112239 + 3140*α))/161

[24 -98 416] 380 0

[24 -290 3520] 380 0

[16 34 96] 380 0

[120 290 704] 380 0

[26 -110 480] 380 0

[26 -162 1024] 380 (559311 + 2620*α)/161

[26 -318 3904] 380 0

[26 -370 5280] 380 (-559311 - 2620*α)/161

[22 -114 608] 380 -276223/23

[22 -158 1152] 380 (-4*(112239 + 3140*α))/161

[22 -290 3840] 380 276223/23

[22 -334 5088] 380 (4*(112239 + 3140*α))/161

[20 30 64] 380 (559311 + 2620*α)/161

[24 -226 2144] 380 (-559311 - 2620*α)/161

[2 1 192] 383 (983418225 - 14443601*α)/82432

[4 1 96] 383 (-55222255 - 663609*α)/20608

[96 -1345 18848] 383 (-335996267 + 6786459*α)/41216

[6 1 64] 383 (55222255 + 663609*α)/20608

[64 -833 10848] 383 (-256542523 + 2587547*α)/41216

[48 -577 6944] 383 0

[8 65 576] 383 (5*(-167859323 + 4283355*α))/82432

[12 1 32] 383 (-983418225 + 14443601*α)/82432

[32 -321 3232] 383 (219624899 - 2810603*α)/20608

[34 -447 5888] 383 (-428086165 + 9006293*α)/82432

[34 -481 6816] 383 (-5*(-167859323 + 4283355*α))/82432

[28 -255 2336] 383 (-219624899 + 2810603*α)/20608

[14 31 96] 383 (256542523 - 2587547*α)/41216

[16 65 288] 383 (237645269 - 9162933*α)/82432

[24 -319 4256] 383 (428086165 - 9006293*α)/82432

[56 -193 672] 383 (-237645269 + 9162933*α)/82432

[2 0 192] 384 (12*(-171833 + 2763*α))/161

[2 8 224] 384 0

[2 16 320] 384 (-12*(-171833 + 2763*α))/161

[4 0 96] 384 (192*(-1353 + 7*α))/23

[4 16 160] 384 0

[4 32 352] 384 (-192*(-1353 + 7*α))/23

[6 0 64] 384 (-192*(-1353 + 7*α))/23

[6 24 160] 384 0

[6 48 448] 384 (192*(-1353 + 7*α))/23

[50 -104 224] 384 0

[50 -304 1856] 384 (12*(-171833 + 2763*α))/161

[50 -704 9920] 384 (-12*(-171833 + 2763*α))/161

[10 24 96] 384 0

[58 160 448] 384 0

[186 456 1120] 384 0

[394 912 2112] 384 0

[12 0 32] 384 (-12*(-171833 + 2763*α))/161

[12 48 224] 384 0

[12 96 800] 384 (12*(-171833 + 2763*α))/161

[30 -96 320] 384 0

[30 -216 1568] 384 0

[30 -336 3776] 384 0

[30 -456 6944] 384 0

[28 -64 160] 384 0

[28 -176 1120] 384 (192*(-1353 + 7*α))/23

[28 -400 5728] 384 (-192*(-1353 + 7*α))/23

[20 -64 224] 384 0

[20 -144 1056] 384 (-12*(-171833 + 2763*α))/161

[20 -304 4640] 384 (12*(-171833 + 2763*α))/161

[22 32 64] 384 (192*(-1353 + 7*α))/23

[22 -120 672] 384 0

[22 -208 1984] 384 (-192*(-1353 + 7*α))/23

[196 -2549 33152] 391 (-115230791 - 2000569*α)/11776

[98 -491 2464] 391 (1608696877 + 12129203*α)/82432

[98 -981 9824] 391 (3*(9881195 + 5943701*α))/82432

[8 11 64] 391 (-1608696877 - 12129203*α)/82432

[50 -203 832] 391 0

[40 -523 6848] 391 (156890317 + 13060115*α)/82432

[10 43 224] 391 (-3*(-4319813 + 9925*α))/512

[28 -309 3424] 391 (3*(-4319813 + 9925*α))/512

[44 117 320] 391 (66892697 + 118855*α)/3584

[26 -395 6016] 391 (115230791 + 2000569*α)/11776

[20 -203 2080] 391 (-66892697 - 118855*α)/3584

[22 -117 640] 391 (-156890317 - 13060115*α)/82432

[22 -139 896] 391 0

[200 -2201 24224] 399 (9*(-42568467 + 255059*α))/11776

[100 -601 3616] 399 (3*(-4243085 + 387253*α))/2944

[106 313 928] 399 (-39*(-4238837 + 40037*α))/5888

[68 -615 5568] 399 (9*(2476585 + 38679*α))/1472

[50 -551 6080] 399 0

[50 -601 7232] 399 0

[40 -281 1984] 399 (3*(-29345357 + 1810861*α))/11776

[52 -167 544] 399 (-3*(-117760723 + 91987*α))/11776

[34 -71 160] 399 (-3*(-29345357 + 1810861*α))/11776

[34 -377 4192] 399 (3*(-117760723 + 91987*α))/11776

[14 7 32] 399 (-9*(-42568467 + 255059*α))/11776

[310 711 1632] 399 (39*(-4238837 + 40037*α))/5888

[20 -281 3968] 399 (-9*(2476585 + 38679*α))/1472

[24 -153 992] 399 0

[20 89 416] 399 0

[204 -1837 16544] 407 (8753063 - 3804967*α)/41216

[102 -205 416] 407 (19*(-13710027 + 354955*α))/20608

[102 -307 928] 407 (1066618783 - 11934255*α)/41216

[68 -749 8256] 407 (9*(117937903 + 430545*α))/82432

[6 13 96] 407 0

[52 -211 864] 407 0

[8 19 96] 407 (-9*(117937903 + 430545*α))/82432

[34 -205 1248] 407 (409936755 - 35164883*α)/82432

[34 -307 2784] 407 (190727475 + 2022829*α)/41216

[36 -365 3712] 407 (-190727475 - 2022829*α)/41216

[366 845 1952] 407 (-1066618783 + 11934255*α)/41216

[26 -237 2176] 407 (-409936755 + 35164883*α)/82432

[24 -365 5568] 407 (-8753063 + 3804967*α)/41216

[18 77 352] 407 (-5*(-349120321 + 7705633*α))/82432

[24 -275 3168] 407 (5*(-349120321 + 7705633*α))/82432

[206 -618 1856] 412 (5*(-592889 + 14660*α))/161

[206 -1030 5152] 412 (-5*(-592889 + 14660*α))/161

[104 -522 2624] 412 (-4*(-725902 + 9295*α))/161

[104 -1354 17632] 412 (4*(-725902 + 9295*α))/161

[8 10 64] 412 (4*(-725902 + 9295*α))/161

[52 -106 224] 412 (5*(-592889 + 14660*α))/161

[52 -470 4256] 412 (-4*(-725902 + 9295*α))/161

[52 -522 5248] 412 (-5*(-592889 + 14660*α))/161

[14 6 32] 412 (5*(-592889 + 14660*α))/161

[58 154 416] 412 (4*(-725902 + 9295*α))/161

[338 778 1792] 412 (-4*(-725902 + 9295*α))/161

[14 118 1024] 412 (-5*(-592889 + 14660*α))/161

[26 -54 128] 412 (4*(-725902 + 9295*α))/161

[26 -106 448] 412 0

[26 -262 2656] 412 (-4*(-725902 + 9295*α))/161

[26 -314 3808] 412 0

[28 -118 512] 412 0

[28 -202 1472] 412 (5*(-592889 + 14660*α))/161

[28 -342 4192] 412 0

[28 -426 6496] 412 (-5*(-592889 + 14660*α))/161

[208 -1457 10208] 415 (5*(-42753847 + 3788311*α))/82432

[104 -1457 20416] 415 (-15*(-82013523 + 2173267*α))/82432

[110 -335 1024] 415 (15*(-12268141 + 197965*α))/20608

[52 -625 7520] 415 0

[62 177 512] 415 (-5*(-464994485 + 8821013*α))/82432

[10 15 64] 415 (-15*(-12268141 + 197965*α))/20608

[26 -79 256] 415 0

[22 -49 128] 415 (5*(-464994485 + 8821013*α))/82432

[22 -335 5120] 415 (-5*(-42753847 + 3788311*α))/82432

[212 -1061 5312] 423 (3*(37898299 + 8892197*α))/41216

[106 -955 8608] 423 (-9*(145777547 + 2337653*α))/82432

[106 -1061 10624] 423 (-9*(-2891937 + 229465*α))/2944

[72 -219 672] 423 (-27*(-9812209 + 40897*α))/5888

[54 -165 512] 423 (3*(42284191 + 186785*α))/11776

[54 -219 896] 423 0

[36 -219 1344] 423 (-27*(3303937 + 132095*α))/11776

[12 27 96] 423 (27*(-9812209 + 40897*α))/5888

[14 5 32] 423 (-3*(37898299 + 8892197*α))/41216

[32 -165 864] 423 (-3*(42284191 + 186785*α))/11776

[148 357 864] 423 0

[24 -219 2016] 423 (27*(3303937 + 132095*α))/11776

[48 -165 576] 423 0

[18 27 64] 423 (9*(145777547 + 2337653*α))/82432

[216 -649 1952] 431 (398596075 - 10199107*α)/20608

[108 -649 3904] 431 (-3*(-219918701 + 1843085*α))/82432

[4 9 128] 431 (3*(-27861939 + 745907*α))/11776

[72 -649 5856] 431 (-787879597 + 58335917*α)/82432

[80 -247 768] 431 (-68719907 + 1132115*α)/41216

[8 9 64] 431 (-3*(-27861939 + 745907*α))/11776

[54 -649 7808] 431 0

[44 -311 2208] 431 (31775317 + 3662187*α)/5888

[10 23 96] 431 (68719907 - 1132115*α)/41216

[36 -73 160] 431 (-31775317 - 3662187*α)/5888

[50 137 384] 431 (-321800763 - 1188805*α)/41216

[38 -119 384] 431 (-1021842999 + 4934327*α)/82432

[38 -233 1440] 431 (114742015 + 14129729*α)/82432

[30 -457 6976] 431 (-398596075 + 10199107*α)/20608

[24 -265 2944] 431 (1021842999 - 4934327*α)/82432

[18 73 320] 431 (2172694989 + 20751827*α)/82432

[22 -201 1856] 431 (-114742015 - 14129729*α)/82432

[22 -311 4416] 431 (787879597 - 58335917*α)/82432

[24 -247 2560] 431 (321800763 + 1188805*α)/41216

[58 -201 704] 431 (-2172694989 - 20751827*α)/82432

[2 4 224] 432 (-528*(745 + 201*α))/161

[218 652 1952] 432 (528*(745 + 201*α))/161

[6 12 96] 432 0

[78 228 672] 432 0

[54 -108 224] 432 (528*(745 + 201*α))/161

[54 -324 1952] 432 (-528*(745 + 201*α))/161

[14 4 32] 432 (528*(745 + 201*α))/161

[14 60 288] 432 0

[54 -180 608] 432 0

[14 116 992] 432 (-528*(745 + 201*α))/161

[18 36 96] 432 0

[42 108 288] 432 0

[26 -84 288] 432 0

[26 -188 1376] 432 (528*(745 + 201*α))/161

[26 -292 3296] 432 0

[26 -396 6048] 432 (-528*(745 + 201*α))/161

[2 3 224] 439 (662059981 + 20552771*α)/41216

[110 -221 448] 439 (584650529 - 41839073*α)/41216

[110 -771 5408] 439 (-3*(60081971 + 539377*α))/5152

[56 -227 928] 439 0

[70 -221 704] 439 (198301601 - 858209*α)/5888

[44 -221 1120] 439 (-198301601 + 858209*α)/5888

[56 157 448] 439 (-548870009 - 45850183*α)/82432

[14 3 32] 439 (-662059981 - 20552771*α)/41216

[32 -99 320] 439 (-1197153989 + 5195717*α)/82432

[50 131 352] 439 (-10665203 + 287675*α)/2944

[22 -67 224] 439 (1197153989 - 5195717*α)/82432

[22 -221 2240] 439 (10665203 - 287675*α)/2944

[20 29 64] 439 (3*(60081971 + 539377*α))/5152

[26 -61 160] 439 (548870009 + 45850183*α)/82432

[2 2 224] 444 (-3*(-254757 + 18400*α))/161

[222 -1554 10880] 444 (3*(-254757 + 18400*α))/161

[112 -338 1024] 444 (1506523 + 50780*α)/161

[112 -1234 13600] 444 (-1506523 - 50780*α)/161

[74 -222 672] 444 (6*(-15861 + 416*α))/23

[74 -370 1856] 444 (-6*(-15861 + 416*α))/23

[56 -338 2048] 444 (-3*(-254757 + 18400*α))/161

[56 -786 11040] 444 (3*(-254757 + 18400*α))/161

[8 18 96] 444 (6*(-15861 + 416*α))/23

[240 594 1472] 444 (-6*(-15861 + 416*α))/23

[10 14 64] 444 (1506523 + 50780*α)/161

[46 -142 448] 444 0

[46 -418 3808] 444 (-1506523 - 50780*α)/161

[46 -510 5664] 444 0

[12 18 64] 444 (-1506523 - 50780*α)/161

[40 -366 3360] 444 (1506523 + 50780*α)/161

[14 2 32] 444 (3*(-254757 + 18400*α))/161

[14 30 96] 444 (-6*(-15861 + 416*α))/23

[150 366 896] 444 (6*(-15861 + 416*α))/23

[14 114 960] 444 (-3*(-254757 + 18400*α))/161

[28 -114 480] 444 0

[28 -142 736] 444 0

[28 -338 4096] 444 0

[28 -366 4800] 444 0

[30 -66 160] 444 (1506523 + 50780*α)/161

[30 -126 544] 444 0

[30 -306 3136] 444 (-1506523 - 50780*α)/161

[30 -366 4480] 444 0

[24 -174 1280] 444 (3*(-254757 + 18400*α))/161

[24 -366 5600] 444 (-3*(-254757 + 18400*α))/161

[20 46 128] 444 (6*(-15861 + 416*α))/23

[140 334 800] 444 (-6*(-15861 + 416*α))/23

[2 1 224] 447 (3*(-120560201 + 4640297*α))/82432

[112 -1569 21984] 447 (-3*(14912705 + 919679*α))/11776

[4 33 384] 447 (-9*(-129676135 + 2247591*α))/41216

[76 -991 12928] 447 (3*(-620840393 + 8673449*α))/82432

[56 -673 8096] 447 0

[8 33 192] 447 (-9*(5062061 + 15885*α))/5152

[38 -193 992] 447 (9*(5062061 + 15885*α))/5152

[38 -383 3872] 447 (3*(-361891 + 350915*α))/11776

[14 1 32] 447 (-3*(-120560201 + 4640297*α))/82432

[32 -289 2624] 447 (-3*(-361891 + 350915*α))/11776

[16 33 96] 447 (-3*(-620840393 + 8673449*α))/82432

[22 31 64] 447 (9*(-129676135 + 2247591*α))/41216

[22 97 448] 447 0

[2 0 224] 448 (-384*(1463 + 3*α))/23

[2 8 256] 448 0

[2 16 352] 448 (384*(1463 + 3*α))/23

[4 8 128] 448 (-384*(1463 + 3*α))/23

[116 344 1024] 448 (384*(1463 + 3*α))/23

[8 8 64] 448 (384*(1463 + 3*α))/23

[56 -168 512] 448 0

[56 -280 1408] 448 0

[56 -392 2752] 448 (-384*(1463 + 3*α))/23

[58 -120 256] 448 0

[58 -352 2144] 448 (-384*(1463 + 3*α))/23

[58 -816 11488] 448 (384*(1463 + 3*α))/23

[14 0 32] 448 (384*(1463 + 3*α))/23

[14 56 256] 448 0

[14 112 928] 448 (-384*(1463 + 3*α))/23

[28 -56 128] 448 (384*(1463 + 3*α))/23

[28 -168 1024] 448 (-384*(1463 + 3*α))/23

[16 8 32] 448 0

[16 24 64] 448 (-384*(1463 + 3*α))/23

[32 -104 352] 448 0

[32 -168 896] 448 0

[32 -232 1696] 448 0

[32 -296 2752] 448 (384*(1463 + 3*α))/23

[32 -360 4064] 448 0

[32 -424 5632] 448 0

[22 -72 256] 448 0

[22 -160 1184] 448 (384*(1463 + 3*α))/23

[22 -336 5152] 448 (-384*(1463 + 3*α))/23

[228 -2965 38560] 455 (17994342 - 470893*α)/368

[114 -1141 11424] 455 (-352041689 + 12781945*α)/11776

[114 -1483 19296] 455 (330631953 - 5929201*α)/11776

[76 -533 3744] 455 (-580266459 + 14559995*α)/11776

[696 1621 3776] 455 0

[58 -235 960] 455 0

[58 -757 9888] 455 (-177116819 + 3257651*α)/5888

[48 -341 2432] 455 (-117541369 + 6851641*α)/11776

[38 -267 1888] 455 (-404694229 + 7466661*α)/5888

[38 -533 7488] 455 (117541369 - 6851641*α)/11776

[40 -85 192] 455 (404694229 - 7466661*α)/5888

[62 -203 672] 455 0

[14 21 64] 455 (-330631953 + 5929201*α)/11776

[30 -395 5216] 455 0

[28 -427 6528] 455 (-17994342 + 470893*α)/368

[18 43 128] 455 (177116819 - 3257651*α)/5888

[24 -341 4864] 455 (580266459 - 14559995*α)/11776

[20 85 384] 455 (-828901653 + 13877621*α)/11776

[24 -299 3744] 455 (828901653 - 13877621*α)/11776

[232 -2553 28096] 463 (400557949 + 5465639*α)/10304

[116 -697 4192] 463 (-15*(-12871103 + 1050655*α))/11776

[1054 2457 5728] 463 (-4177811669 - 592555*α)/82432

[58 -697 8384] 463 0

[58 -871 13088] 463 (4177811669 + 592555*α)/82432

[16 7 32] 463 (-400557949 - 5465639*α)/10304

[236 -2125 19136] 471 (-33*(-10179945 + 780217*α))/20608

[118 -237 480] 471 (3*(205353573 + 3234811*α))/20608

[118 -1299 14304] 471 (1217817977 + 42358567*α)/82432

[80 -563 3968] 471 (3*(-926067729 + 42737489*α))/82432

[60 -243 992] 471 0

[74 211 608] 471 (-3*(-142629209 + 23393593*α))/82432

[10 13 64] 471 (-1217817977 - 42358567*α)/82432

[10 83 736] 471 (3*(-16434084 + 548197*α))/1288

[40 -563 7936] 471 (-3*(-16434084 + 548197*α))/1288

[12 51 256] 471 (-2287360231 + 7591975*α)/41216

[30 -333 3712] 471 (2287360231 - 7591975*α)/41216

[24 -51 128] 471 (3*(-142629209 + 23393593*α))/82432

[50 -173 608] 471 0

[26 -371 5312] 471 (-3*(-926067729 + 42737489*α))/82432

[26 -397 6080] 471 (33*(-10179945 + 780217*α))/20608

[238 -714 2144] 476 (13*(-23883 + 1412*α))/23

[238 -1190 5952] 476 (-13*(-23883 + 1412*α))/23

[4 6 128] 476 (52*(-18428 + 161*α))/23

[120 -1082 9760] 476 (-52*(-18428 + 161*α))/23

[90 262 768] 476 0

[738 1718 4000] 476 0

[6 26 192] 476 (3*(17051 + 1524*α))/23

[90 -278 864] 476 (-3*(17051 + 1524*α))/23

[60 -122 256] 476 (13*(-23883 + 1412*α))/23

[60 -422 2976] 476 (52*(-18428 + 161*α))/23

[60 -602 6048] 476 (-13*(-23883 + 1412*α))/23

[60 -902 13568] 476 (-52*(-18428 + 161*α))/23

[10 22 96] 476 (3*(17051 + 1524*α))/23

[210 518 1280] 476 (-3*(17051 + 1524*α))/23

[10 42 224] 476 -7939/23

[62 -198 640] 476 7939/23

[40 -122 384] 476 7939/23

[40 -442 4896] 476 -7939/23

[12 26 96] 476 (-3*(17051 + 1524*α))/23

[180 442 1088] 476 (3*(17051 + 1524*α))/23

[34 -102 320] 476 -7939/23

[34 -170 864] 476 7939/23

[30 -122 512] 476 0

[30 -182 1120] 476 (52*(-18428 + 161*α))/23

[30 -362 4384] 476 0

[30 -422 5952] 476 (-52*(-18428 + 161*α))/23

[16 6 32] 476 (13*(-23883 + 1412*α))/23

[32 -134 576] 476 0

[32 -390 4768] 476 0

[16 134 1152] 476 (-13*(-23883 + 1412*α))/23

[18 26 64] 476 (52*(-18428 + 161*α))/23

[30 -218 1600] 476 (13*(-23883 + 1412*α))/23

[30 -278 2592] 476 (-52*(-18428 + 161*α))/23

[30 -458 7008] 476 (-13*(-23883 + 1412*α))/23

[24 -122 640] 476 -7939/23

[24 -314 4128] 476 7939/23

[48 122 320] 476 0

[248 570 1312] 476 0

[24 -58 160] 476 (3*(17051 + 1524*α))/23

[24 -250 2624] 476 (-3*(17051 + 1524*α))/23

[240 -1681 11776] 479 (-3*(488397377 + 12843407*α))/41216

[120 -1681 23552] 479 (-2477436487 + 170196967*α)/82432

[4 17 192] 479 (3887025445 - 12724389*α)/41216

[80 -401 2016] 479 (3173003759 + 3272753*α)/82432

[6 49 480] 479 (516937599 + 16631837*α)/10304

[60 -721 8672] 479 0

[8 17 96] 479 (-3173003759 - 3272753*α)/82432

[48 -145 448] 479 (625644381 - 5915701*α)/20608

[10 81 704] 479 (1558125337 + 202885287*α)/82432

[40 -401 4032] 479 (2991221395 - 46806259*α)/82432

[54 -175 576] 479 (5*(-633908309 + 442005*α))/41216

[12 17 64] 479 (-3887025445 + 12724389*α)/41216

[42 -593 8384] 479 (-1558125337 - 202885287*α)/82432

[36 -401 4480] 479 (-5*(-633908309 + 442005*α))/41216

[178 433 1056] 479 (417028835 + 4226841*α)/10304

[30 -271 2464] 479 (-2991221395 + 46806259*α)/82432

[28 -145 768] 479 (-625644381 + 5915701*α)/20608

[56 145 384] 479 (-2593829681 + 10729361*α)/82432

[24 -145 896] 479 (2593829681 - 10729361*α)/82432

[20 81 352] 479 (-403596209 - 3194927*α)/5888

[28 -401 5760] 479 (-516937599 - 16631837*α)/10304

[168 401 960] 479 (-417028835 - 4226841*α)/10304

[24 -367 5632] 479 (3*(488397377 + 12843407*α))/41216

[60 -209 736] 479 (403596209 + 3194927*α)/5888

[244 -1221 6112] 487 (-6512103629 + 70184333*α)/82432

[4 5 128] 487 (-3*(-574873511 + 14580103*α))/82432

[122 -1221 12224] 487 (57*(875775 + 9841*α))/5888

[62 -933 14048] 487 (3*(-574873511 + 14580103*α))/82432

[16 5 32] 487 (6512103629 - 70184333*α)/82432

[248 -745 2240] 495 (3*(-291759337 + 1128609*α))/20608

[124 -745 4480] 495 (3*(-1412810143 + 39528575*α))/82432

[504 1257 3136] 495 (-3*(-1438487231 + 9275263*α))/82432

[6 9 96] 495 0

[62 -311 1568] 495 0

[52 -681 8928] 495 (1332103517 + 48923971*α)/41216

[42 -87 192] 495 (-81*(-3574379 + 76543*α))/2576

[42 -297 2112] 495 (81*(-3574379 + 76543*α))/2576

[36 -471 6176] 495 (-3*(-1691467471 + 13810863*α))/82432

[56 151 416] 495 (3*(629099497 + 13365015*α))/82432

[16 23 64] 495 (3*(-1438487231 + 9275263*α))/82432

[28 -87 288] 495 0

[142 343 832] 495 0

[18 9 32] 495 (-3*(-291759337 + 1128609*α))/20608

[26 -265 2720] 495 (-3*(629099497 + 13365015*α))/82432

[26 -343 4544] 495 (3*(-1691467471 + 13810863*α))/82432

[28 -151 832] 495 (-1332103517 - 48923971*α)/41216

[24 -105 480] 495 0

[2 4 256] 496 (-2*(-3628103 + 61469*α))/161

[250 748 2240] 496 (2*(-3628103 + 61469*α))/161

[4 4 128] 496 (832*(2957 + 13*α))/23

[124 -372 1120] 496 (2*(-3628103 + 61469*α))/161

[124 -620 3104] 496 (-2*(-3628103 + 61469*α))/161

[124 -868 6080] 496 (-832*(2957 + 13*α))/23

[62 -124 256] 496 (2*(-3628103 + 61469*α))/161

[62 -372 2240] 496 (-2*(-3628103 + 61469*α))/161

[8 4 64] 496 (-832*(2957 + 13*α))/23

[64 -196 608] 496 (-2*(576533 + 31657*α))/161

[64 -452 3200] 496 (832*(2957 + 13*α))/23

[64 -708 7840] 496 (2*(576533 + 31657*α))/161

[10 12 64] 496 (2*(-3628103 + 61469*α))/161

[50 -252 1280] 496 (-2*(576533 + 31657*α))/161

[50 -452 4096] 496 (-2*(-3628103 + 61469*α))/161

[50 -652 8512] 496 (2*(576533 + 31657*α))/161

[14 20 64] 496 (-2*(-3628103 + 61469*α))/161

[38 -196 1024] 496 (2*(576533 + 31657*α))/161

[38 -348 3200] 496 (2*(-3628103 + 61469*α))/161

[38 -500 6592] 496 (-2*(576533 + 31657*α))/161

[16 4 32] 496 (2*(-3628103 + 61469*α))/161

[32 -68 160] 496 (2*(-3628103 + 61469*α))/161

[32 -196 1216] 496 (832*(2957 + 13*α))/23

[32 -324 3296] 496 (-2*(-3628103 + 61469*α))/161

[32 -452 6400] 496 (-832*(2957 + 13*α))/23

[16 68 320] 496 0

[56 -188 640] 496 0

[20 28 64] 496 (832*(2957 + 13*α))/23

[28 -92 320] 496 0

[28 -148 800] 496 (-2*(576533 + 31657*α))/161

[28 -260 2432] 496 (-832*(2957 + 13*α))/23

[28 -316 3584] 496 0

[28 -372 4960] 496 (2*(576533 + 31657*α))/161

[28 -428 6560] 496 (-2*(-3628103 + 61469*α))/161

A nonlift newform in S14(K(16))−

A nonlift newform in S₁₄(K(16))⁻