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August 18, 2017 11:05
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The Gaussian periods modulo 257. See https://en.wikipedia.org/wiki/Gaussian_period .
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# The Gaussian periods modulo 257 | |
p = 257 | |
g = 3 (primitive root modulo 257) | |
# 1 dim'l Gaussian periods: | |
(256, 1) = [1]+[3]+[9]+[27]+[81]+[243]+[215]+[131]+[136]+[151]+[196]+[74]+[222]+[152]+[199]+[83]+[249]+[233]+[185]+[41]+[123]+[112]+[79]+[237]+[197]+[77]+[231]+[179]+[23]+[69]+[207]+[107]+[64]+[192]+[62]+[186]+[44]+[132]+[139]+[160]+[223]+[155]+[208]+[110]+[73]+[219]+[143]+[172]+[2]+[6]+[18]+[54]+[162]+[229]+[173]+[5]+[15]+[45]+[135]+[148]+[187]+[47]+[141]+[166]+[241]+[209]+[113]+[82]+[246]+[224]+[158]+[217]+[137]+[154]+[205]+[101]+[46]+[138]+[157]+[214]+[128]+[127]+[124]+[115]+[88]+[7]+[21]+[63]+[189]+[53]+[159]+[220]+[146]+[181]+[29]+[87]+[4]+[12]+[36]+[108]+[67]+[201]+[89]+[10]+[30]+[90]+[13]+[39]+[117]+[94]+[25]+[75]+[225]+[161]+[226]+[164]+[235]+[191]+[59]+[177]+[17]+[51]+[153]+[202]+[92]+[19]+[57]+[171]+[256]+[254]+[248]+[230]+[176]+[14]+[42]+[126]+[121]+[106]+[61]+[183]+[35]+[105]+[58]+[174]+[8]+[24]+[72]+[216]+[134]+[145]+[178]+[20]+[60]+[180]+[26]+[78]+[234]+[188]+[50]+[150]+[193]+[65]+[195]+[71]+[213]+[125]+[118]+[97]+[34]+[102]+[49]+[147]+[184]+[38]+[114]+[85]+[255]+[251]+[239]+[203]+[95]+[28]+[84]+[252]+[242]+[212]+[122]+[109]+[70]+[210]+[116]+[91]+[16]+[48]+[144]+[175]+[11]+[33]+[99]+[40]+[120]+[103]+[52]+[156]+[211]+[119]+[100]+[43]+[129]+[130]+[133]+[142]+[169]+[250]+[236]+[194]+[68]+[204]+[98]+[37]+[111]+[76]+[228]+[170]+[253]+[245]+[221]+[149]+[190]+[56]+[168]+[247]+[227]+[167]+[244]+[218]+[140]+[163]+[232]+[182]+[32]+[96]+[31]+[93]+[22]+[66]+[198]+[80]+[240]+[206]+[104]+[55]+[165]+[238]+[200]+[86] | |
# 2 dim'l Gaussian periods: | |
(128, 1) = [1]+[9]+[81]+[215]+[136]+[196]+[222]+[199]+[249]+[185]+[123]+[79]+[197]+[231]+[23]+[207]+[64]+[62]+[44]+[139]+[223]+[208]+[73]+[143]+[2]+[18]+[162]+[173]+[15]+[135]+[187]+[141]+[241]+[113]+[246]+[158]+[137]+[205]+[46]+[157]+[128]+[124]+[88]+[21]+[189]+[159]+[146]+[29]+[4]+[36]+[67]+[89]+[30]+[13]+[117]+[25]+[225]+[226]+[235]+[59]+[17]+[153]+[92]+[57]+[256]+[248]+[176]+[42]+[121]+[61]+[35]+[58]+[8]+[72]+[134]+[178]+[60]+[26]+[234]+[50]+[193]+[195]+[213]+[118]+[34]+[49]+[184]+[114]+[255]+[239]+[95]+[84]+[242]+[122]+[70]+[116]+[16]+[144]+[11]+[99]+[120]+[52]+[211]+[100]+[129]+[133]+[169]+[236]+[68]+[98]+[111]+[228]+[253]+[221]+[190]+[168]+[227]+[244]+[140]+[232]+[32]+[31]+[22]+[198]+[240]+[104]+[165]+[200] | |
(128, 3) = [3]+[27]+[243]+[131]+[151]+[74]+[152]+[83]+[233]+[41]+[112]+[237]+[77]+[179]+[69]+[107]+[192]+[186]+[132]+[160]+[155]+[110]+[219]+[172]+[6]+[54]+[229]+[5]+[45]+[148]+[47]+[166]+[209]+[82]+[224]+[217]+[154]+[101]+[138]+[214]+[127]+[115]+[7]+[63]+[53]+[220]+[181]+[87]+[12]+[108]+[201]+[10]+[90]+[39]+[94]+[75]+[161]+[164]+[191]+[177]+[51]+[202]+[19]+[171]+[254]+[230]+[14]+[126]+[106]+[183]+[105]+[174]+[24]+[216]+[145]+[20]+[180]+[78]+[188]+[150]+[65]+[71]+[125]+[97]+[102]+[147]+[38]+[85]+[251]+[203]+[28]+[252]+[212]+[109]+[210]+[91]+[48]+[175]+[33]+[40]+[103]+[156]+[119]+[43]+[130]+[142]+[250]+[194]+[204]+[37]+[76]+[170]+[245]+[149]+[56]+[247]+[167]+[218]+[163]+[182]+[96]+[93]+[66]+[80]+[206]+[55]+[238]+[86] | |
# 4 dim'l Gaussian periods: | |
(64, 1) = [1]+[81]+[136]+[222]+[249]+[123]+[197]+[23]+[64]+[44]+[223]+[73]+[2]+[162]+[15]+[187]+[241]+[246]+[137]+[46]+[128]+[88]+[189]+[146]+[4]+[67]+[30]+[117]+[225]+[235]+[17]+[92]+[256]+[176]+[121]+[35]+[8]+[134]+[60]+[234]+[193]+[213]+[34]+[184]+[255]+[95]+[242]+[70]+[16]+[11]+[120]+[211]+[129]+[169]+[68]+[111]+[253]+[190]+[227]+[140]+[32]+[22]+[240]+[165] | |
(64, 3) = [3]+[243]+[151]+[152]+[233]+[112]+[77]+[69]+[192]+[132]+[155]+[219]+[6]+[229]+[45]+[47]+[209]+[224]+[154]+[138]+[127]+[7]+[53]+[181]+[12]+[201]+[90]+[94]+[161]+[191]+[51]+[19]+[254]+[14]+[106]+[105]+[24]+[145]+[180]+[188]+[65]+[125]+[102]+[38]+[251]+[28]+[212]+[210]+[48]+[33]+[103]+[119]+[130]+[250]+[204]+[76]+[245]+[56]+[167]+[163]+[96]+[66]+[206]+[238] | |
(64, 9) = [9]+[215]+[196]+[199]+[185]+[79]+[231]+[207]+[62]+[139]+[208]+[143]+[18]+[173]+[135]+[141]+[113]+[158]+[205]+[157]+[124]+[21]+[159]+[29]+[36]+[89]+[13]+[25]+[226]+[59]+[153]+[57]+[248]+[42]+[61]+[58]+[72]+[178]+[26]+[50]+[195]+[118]+[49]+[114]+[239]+[84]+[122]+[116]+[144]+[99]+[52]+[100]+[133]+[236]+[98]+[228]+[221]+[168]+[244]+[232]+[31]+[198]+[104]+[200] | |
(64, 27) = [27]+[131]+[74]+[83]+[41]+[237]+[179]+[107]+[186]+[160]+[110]+[172]+[54]+[5]+[148]+[166]+[82]+[217]+[101]+[214]+[115]+[63]+[220]+[87]+[108]+[10]+[39]+[75]+[164]+[177]+[202]+[171]+[230]+[126]+[183]+[174]+[216]+[20]+[78]+[150]+[71]+[97]+[147]+[85]+[203]+[252]+[109]+[91]+[175]+[40]+[156]+[43]+[142]+[194]+[37]+[170]+[149]+[247]+[218]+[182]+[93]+[80]+[55]+[86] | |
# 8 dim'l Gaussian periods: | |
(32, 1) = [1]+[136]+[249]+[197]+[64]+[223]+[2]+[15]+[241]+[137]+[128]+[189]+[4]+[30]+[225]+[17]+[256]+[121]+[8]+[60]+[193]+[34]+[255]+[242]+[16]+[120]+[129]+[68]+[253]+[227]+[32]+[240] | |
(32, 3) = [3]+[151]+[233]+[77]+[192]+[155]+[6]+[45]+[209]+[154]+[127]+[53]+[12]+[90]+[161]+[51]+[254]+[106]+[24]+[180]+[65]+[102]+[251]+[212]+[48]+[103]+[130]+[204]+[245]+[167]+[96]+[206] | |
(32, 9) = [9]+[196]+[185]+[231]+[62]+[208]+[18]+[135]+[113]+[205]+[124]+[159]+[36]+[13]+[226]+[153]+[248]+[61]+[72]+[26]+[195]+[49]+[239]+[122]+[144]+[52]+[133]+[98]+[221]+[244]+[31]+[104] | |
(32, 27) = [27]+[74]+[41]+[179]+[186]+[110]+[54]+[148]+[82]+[101]+[115]+[220]+[108]+[39]+[164]+[202]+[230]+[183]+[216]+[78]+[71]+[147]+[203]+[109]+[175]+[156]+[142]+[37]+[149]+[218]+[93]+[55] | |
(32, 81) = [81]+[222]+[123]+[23]+[44]+[73]+[162]+[187]+[246]+[46]+[88]+[146]+[67]+[117]+[235]+[92]+[176]+[35]+[134]+[234]+[213]+[184]+[95]+[70]+[11]+[211]+[169]+[111]+[190]+[140]+[22]+[165] | |
(32, 243) = [243]+[152]+[112]+[69]+[132]+[219]+[229]+[47]+[224]+[138]+[7]+[181]+[201]+[94]+[191]+[19]+[14]+[105]+[145]+[188]+[125]+[38]+[28]+[210]+[33]+[119]+[250]+[76]+[56]+[163]+[66]+[238] | |
(32, 215) = [215]+[199]+[79]+[207]+[139]+[143]+[173]+[141]+[158]+[157]+[21]+[29]+[89]+[25]+[59]+[57]+[42]+[58]+[178]+[50]+[118]+[114]+[84]+[116]+[99]+[100]+[236]+[228]+[168]+[232]+[198]+[200] | |
(32, 131) = [131]+[83]+[237]+[107]+[160]+[172]+[5]+[166]+[217]+[214]+[63]+[87]+[10]+[75]+[177]+[171]+[126]+[174]+[20]+[150]+[97]+[85]+[252]+[91]+[40]+[43]+[194]+[170]+[247]+[182]+[80]+[86] | |
# 16 dim'l Gaussian periods: | |
(16, 1) = [1]+[249]+[64]+[2]+[241]+[128]+[4]+[225]+[256]+[8]+[193]+[255]+[16]+[129]+[253]+[32] | |
(16, 3) = [3]+[233]+[192]+[6]+[209]+[127]+[12]+[161]+[254]+[24]+[65]+[251]+[48]+[130]+[245]+[96] | |
(16, 9) = [9]+[185]+[62]+[18]+[113]+[124]+[36]+[226]+[248]+[72]+[195]+[239]+[144]+[133]+[221]+[31] | |
(16, 27) = [27]+[41]+[186]+[54]+[82]+[115]+[108]+[164]+[230]+[216]+[71]+[203]+[175]+[142]+[149]+[93] | |
(16, 81) = [81]+[123]+[44]+[162]+[246]+[88]+[67]+[235]+[176]+[134]+[213]+[95]+[11]+[169]+[190]+[22] | |
(16, 243) = [243]+[112]+[132]+[229]+[224]+[7]+[201]+[191]+[14]+[145]+[125]+[28]+[33]+[250]+[56]+[66] | |
(16, 215) = [215]+[79]+[139]+[173]+[158]+[21]+[89]+[59]+[42]+[178]+[118]+[84]+[99]+[236]+[168]+[198] | |
(16, 131) = [131]+[237]+[160]+[5]+[217]+[63]+[10]+[177]+[126]+[20]+[97]+[252]+[40]+[194]+[247]+[80] | |
(16, 136) = [136]+[197]+[223]+[15]+[137]+[189]+[30]+[17]+[121]+[60]+[34]+[242]+[120]+[68]+[227]+[240] | |
(16, 151) = [151]+[77]+[155]+[45]+[154]+[53]+[90]+[51]+[106]+[180]+[102]+[212]+[103]+[204]+[167]+[206] | |
(16, 196) = [196]+[231]+[208]+[135]+[205]+[159]+[13]+[153]+[61]+[26]+[49]+[122]+[52]+[98]+[244]+[104] | |
(16, 74) = [74]+[179]+[110]+[148]+[101]+[220]+[39]+[202]+[183]+[78]+[147]+[109]+[156]+[37]+[218]+[55] | |
(16, 222) = [222]+[23]+[73]+[187]+[46]+[146]+[117]+[92]+[35]+[234]+[184]+[70]+[211]+[111]+[140]+[165] | |
(16, 152) = [152]+[69]+[219]+[47]+[138]+[181]+[94]+[19]+[105]+[188]+[38]+[210]+[119]+[76]+[163]+[238] | |
(16, 199) = [199]+[207]+[143]+[141]+[157]+[29]+[25]+[57]+[58]+[50]+[114]+[116]+[100]+[228]+[232]+[200] | |
(16, 83) = [83]+[107]+[172]+[166]+[214]+[87]+[75]+[171]+[174]+[150]+[85]+[91]+[43]+[170]+[182]+[86] | |
# 32 dim'l Gaussian periods: | |
(8, 1) = [1]+[64]+[241]+[4]+[256]+[193]+[16]+[253] | |
(8, 3) = [3]+[192]+[209]+[12]+[254]+[65]+[48]+[245] | |
(8, 9) = [9]+[62]+[113]+[36]+[248]+[195]+[144]+[221] | |
(8, 27) = [27]+[186]+[82]+[108]+[230]+[71]+[175]+[149] | |
(8, 81) = [81]+[44]+[246]+[67]+[176]+[213]+[11]+[190] | |
(8, 243) = [243]+[132]+[224]+[201]+[14]+[125]+[33]+[56] | |
(8, 215) = [215]+[139]+[158]+[89]+[42]+[118]+[99]+[168] | |
(8, 131) = [131]+[160]+[217]+[10]+[126]+[97]+[40]+[247] | |
(8, 136) = [136]+[223]+[137]+[30]+[121]+[34]+[120]+[227] | |
(8, 151) = [151]+[155]+[154]+[90]+[106]+[102]+[103]+[167] | |
(8, 196) = [196]+[208]+[205]+[13]+[61]+[49]+[52]+[244] | |
(8, 74) = [74]+[110]+[101]+[39]+[183]+[147]+[156]+[218] | |
(8, 222) = [222]+[73]+[46]+[117]+[35]+[184]+[211]+[140] | |
(8, 152) = [152]+[219]+[138]+[94]+[105]+[38]+[119]+[163] | |
(8, 199) = [199]+[143]+[157]+[25]+[58]+[114]+[100]+[232] | |
(8, 83) = [83]+[172]+[214]+[75]+[174]+[85]+[43]+[182] | |
(8, 249) = [249]+[2]+[128]+[225]+[8]+[255]+[129]+[32] | |
(8, 233) = [233]+[6]+[127]+[161]+[24]+[251]+[130]+[96] | |
(8, 185) = [185]+[18]+[124]+[226]+[72]+[239]+[133]+[31] | |
(8, 41) = [41]+[54]+[115]+[164]+[216]+[203]+[142]+[93] | |
(8, 123) = [123]+[162]+[88]+[235]+[134]+[95]+[169]+[22] | |
(8, 112) = [112]+[229]+[7]+[191]+[145]+[28]+[250]+[66] | |
(8, 79) = [79]+[173]+[21]+[59]+[178]+[84]+[236]+[198] | |
(8, 237) = [237]+[5]+[63]+[177]+[20]+[252]+[194]+[80] | |
(8, 197) = [197]+[15]+[189]+[17]+[60]+[242]+[68]+[240] | |
(8, 77) = [77]+[45]+[53]+[51]+[180]+[212]+[204]+[206] | |
(8, 231) = [231]+[135]+[159]+[153]+[26]+[122]+[98]+[104] | |
(8, 179) = [179]+[148]+[220]+[202]+[78]+[109]+[37]+[55] | |
(8, 23) = [23]+[187]+[146]+[92]+[234]+[70]+[111]+[165] | |
(8, 69) = [69]+[47]+[181]+[19]+[188]+[210]+[76]+[238] | |
(8, 207) = [207]+[141]+[29]+[57]+[50]+[116]+[228]+[200] | |
(8, 107) = [107]+[166]+[87]+[171]+[150]+[91]+[170]+[86] | |
# 64 dim'l Gaussian periods: | |
(4, 1) = [1]+[241]+[256]+[16] | |
(4, 3) = [3]+[209]+[254]+[48] | |
(4, 9) = [9]+[113]+[248]+[144] | |
(4, 27) = [27]+[82]+[230]+[175] | |
(4, 81) = [81]+[246]+[176]+[11] | |
(4, 243) = [243]+[224]+[14]+[33] | |
(4, 215) = [215]+[158]+[42]+[99] | |
(4, 131) = [131]+[217]+[126]+[40] | |
(4, 136) = [136]+[137]+[121]+[120] | |
(4, 151) = [151]+[154]+[106]+[103] | |
(4, 196) = [196]+[205]+[61]+[52] | |
(4, 74) = [74]+[101]+[183]+[156] | |
(4, 222) = [222]+[46]+[35]+[211] | |
(4, 152) = [152]+[138]+[105]+[119] | |
(4, 199) = [199]+[157]+[58]+[100] | |
(4, 83) = [83]+[214]+[174]+[43] | |
(4, 249) = [249]+[128]+[8]+[129] | |
(4, 233) = [233]+[127]+[24]+[130] | |
(4, 185) = [185]+[124]+[72]+[133] | |
(4, 41) = [41]+[115]+[216]+[142] | |
(4, 123) = [123]+[88]+[134]+[169] | |
(4, 112) = [112]+[7]+[145]+[250] | |
(4, 79) = [79]+[21]+[178]+[236] | |
(4, 237) = [237]+[63]+[20]+[194] | |
(4, 197) = [197]+[189]+[60]+[68] | |
(4, 77) = [77]+[53]+[180]+[204] | |
(4, 231) = [231]+[159]+[26]+[98] | |
(4, 179) = [179]+[220]+[78]+[37] | |
(4, 23) = [23]+[146]+[234]+[111] | |
(4, 69) = [69]+[181]+[188]+[76] | |
(4, 207) = [207]+[29]+[50]+[228] | |
(4, 107) = [107]+[87]+[150]+[170] | |
(4, 64) = [64]+[4]+[193]+[253] | |
(4, 192) = [192]+[12]+[65]+[245] | |
(4, 62) = [62]+[36]+[195]+[221] | |
(4, 186) = [186]+[108]+[71]+[149] | |
(4, 44) = [44]+[67]+[213]+[190] | |
(4, 132) = [132]+[201]+[125]+[56] | |
(4, 139) = [139]+[89]+[118]+[168] | |
(4, 160) = [160]+[10]+[97]+[247] | |
(4, 223) = [223]+[30]+[34]+[227] | |
(4, 155) = [155]+[90]+[102]+[167] | |
(4, 208) = [208]+[13]+[49]+[244] | |
(4, 110) = [110]+[39]+[147]+[218] | |
(4, 73) = [73]+[117]+[184]+[140] | |
(4, 219) = [219]+[94]+[38]+[163] | |
(4, 143) = [143]+[25]+[114]+[232] | |
(4, 172) = [172]+[75]+[85]+[182] | |
(4, 2) = [2]+[225]+[255]+[32] | |
(4, 6) = [6]+[161]+[251]+[96] | |
(4, 18) = [18]+[226]+[239]+[31] | |
(4, 54) = [54]+[164]+[203]+[93] | |
(4, 162) = [162]+[235]+[95]+[22] | |
(4, 229) = [229]+[191]+[28]+[66] | |
(4, 173) = [173]+[59]+[84]+[198] | |
(4, 5) = [5]+[177]+[252]+[80] | |
(4, 15) = [15]+[17]+[242]+[240] | |
(4, 45) = [45]+[51]+[212]+[206] | |
(4, 135) = [135]+[153]+[122]+[104] | |
(4, 148) = [148]+[202]+[109]+[55] | |
(4, 187) = [187]+[92]+[70]+[165] | |
(4, 47) = [47]+[19]+[210]+[238] | |
(4, 141) = [141]+[57]+[116]+[200] | |
(4, 166) = [166]+[171]+[91]+[86] | |
# 128 dim'l Gaussian periods: | |
(2, 1) = [1]+[256] | |
(2, 3) = [3]+[254] | |
(2, 9) = [9]+[248] | |
(2, 27) = [27]+[230] | |
(2, 81) = [81]+[176] | |
(2, 243) = [243]+[14] | |
(2, 215) = [215]+[42] | |
(2, 131) = [131]+[126] | |
(2, 136) = [136]+[121] | |
(2, 151) = [151]+[106] | |
(2, 196) = [196]+[61] | |
(2, 74) = [74]+[183] | |
(2, 222) = [222]+[35] | |
(2, 152) = [152]+[105] | |
(2, 199) = [199]+[58] | |
(2, 83) = [83]+[174] | |
(2, 249) = [249]+[8] | |
(2, 233) = [233]+[24] | |
(2, 185) = [185]+[72] | |
(2, 41) = [41]+[216] | |
(2, 123) = [123]+[134] | |
(2, 112) = [112]+[145] | |
(2, 79) = [79]+[178] | |
(2, 237) = [237]+[20] | |
(2, 197) = [197]+[60] | |
(2, 77) = [77]+[180] | |
(2, 231) = [231]+[26] | |
(2, 179) = [179]+[78] | |
(2, 23) = [23]+[234] | |
(2, 69) = [69]+[188] | |
(2, 207) = [207]+[50] | |
(2, 107) = [107]+[150] | |
(2, 64) = [64]+[193] | |
(2, 192) = [192]+[65] | |
(2, 62) = [62]+[195] | |
(2, 186) = [186]+[71] | |
(2, 44) = [44]+[213] | |
(2, 132) = [132]+[125] | |
(2, 139) = [139]+[118] | |
(2, 160) = [160]+[97] | |
(2, 223) = [223]+[34] | |
(2, 155) = [155]+[102] | |
(2, 208) = [208]+[49] | |
(2, 110) = [110]+[147] | |
(2, 73) = [73]+[184] | |
(2, 219) = [219]+[38] | |
(2, 143) = [143]+[114] | |
(2, 172) = [172]+[85] | |
(2, 2) = [2]+[255] | |
(2, 6) = [6]+[251] | |
(2, 18) = [18]+[239] | |
(2, 54) = [54]+[203] | |
(2, 162) = [162]+[95] | |
(2, 229) = [229]+[28] | |
(2, 173) = [173]+[84] | |
(2, 5) = [5]+[252] | |
(2, 15) = [15]+[242] | |
(2, 45) = [45]+[212] | |
(2, 135) = [135]+[122] | |
(2, 148) = [148]+[109] | |
(2, 187) = [187]+[70] | |
(2, 47) = [47]+[210] | |
(2, 141) = [141]+[116] | |
(2, 166) = [166]+[91] | |
(2, 241) = [241]+[16] | |
(2, 209) = [209]+[48] | |
(2, 113) = [113]+[144] | |
(2, 82) = [82]+[175] | |
(2, 246) = [246]+[11] | |
(2, 224) = [224]+[33] | |
(2, 158) = [158]+[99] | |
(2, 217) = [217]+[40] | |
(2, 137) = [137]+[120] | |
(2, 154) = [154]+[103] | |
(2, 205) = [205]+[52] | |
(2, 101) = [101]+[156] | |
(2, 46) = [46]+[211] | |
(2, 138) = [138]+[119] | |
(2, 157) = [157]+[100] | |
(2, 214) = [214]+[43] | |
(2, 128) = [128]+[129] | |
(2, 127) = [127]+[130] | |
(2, 124) = [124]+[133] | |
(2, 115) = [115]+[142] | |
(2, 88) = [88]+[169] | |
(2, 7) = [7]+[250] | |
(2, 21) = [21]+[236] | |
(2, 63) = [63]+[194] | |
(2, 189) = [189]+[68] | |
(2, 53) = [53]+[204] | |
(2, 159) = [159]+[98] | |
(2, 220) = [220]+[37] | |
(2, 146) = [146]+[111] | |
(2, 181) = [181]+[76] | |
(2, 29) = [29]+[228] | |
(2, 87) = [87]+[170] | |
(2, 4) = [4]+[253] | |
(2, 12) = [12]+[245] | |
(2, 36) = [36]+[221] | |
(2, 108) = [108]+[149] | |
(2, 67) = [67]+[190] | |
(2, 201) = [201]+[56] | |
(2, 89) = [89]+[168] | |
(2, 10) = [10]+[247] | |
(2, 30) = [30]+[227] | |
(2, 90) = [90]+[167] | |
(2, 13) = [13]+[244] | |
(2, 39) = [39]+[218] | |
(2, 117) = [117]+[140] | |
(2, 94) = [94]+[163] | |
(2, 25) = [25]+[232] | |
(2, 75) = [75]+[182] | |
(2, 225) = [225]+[32] | |
(2, 161) = [161]+[96] | |
(2, 226) = [226]+[31] | |
(2, 164) = [164]+[93] | |
(2, 235) = [235]+[22] | |
(2, 191) = [191]+[66] | |
(2, 59) = [59]+[198] | |
(2, 177) = [177]+[80] | |
(2, 17) = [17]+[240] | |
(2, 51) = [51]+[206] | |
(2, 153) = [153]+[104] | |
(2, 202) = [202]+[55] | |
(2, 92) = [92]+[165] | |
(2, 19) = [19]+[238] | |
(2, 57) = [57]+[200] | |
(2, 171) = [171]+[86] | |
# 256 dim'l Gaussian periods: | |
(1, 1) = [1] | |
(1, 3) = [3] | |
(1, 9) = [9] | |
(1, 27) = [27] | |
(1, 81) = [81] | |
(1, 243) = [243] | |
(1, 215) = [215] | |
(1, 131) = [131] | |
(1, 136) = [136] | |
(1, 151) = [151] | |
(1, 196) = [196] | |
(1, 74) = [74] | |
(1, 222) = [222] | |
(1, 152) = [152] | |
(1, 199) = [199] | |
(1, 83) = [83] | |
(1, 249) = [249] | |
(1, 233) = [233] | |
(1, 185) = [185] | |
(1, 41) = [41] | |
(1, 123) = [123] | |
(1, 112) = [112] | |
(1, 79) = [79] | |
(1, 237) = [237] | |
(1, 197) = [197] | |
(1, 77) = [77] | |
(1, 231) = [231] | |
(1, 179) = [179] | |
(1, 23) = [23] | |
(1, 69) = [69] | |
(1, 207) = [207] | |
(1, 107) = [107] | |
(1, 64) = [64] | |
(1, 192) = [192] | |
(1, 62) = [62] | |
(1, 186) = [186] | |
(1, 44) = [44] | |
(1, 132) = [132] | |
(1, 139) = [139] | |
(1, 160) = [160] | |
(1, 223) = [223] | |
(1, 155) = [155] | |
(1, 208) = [208] | |
(1, 110) = [110] | |
(1, 73) = [73] | |
(1, 219) = [219] | |
(1, 143) = [143] | |
(1, 172) = [172] | |
(1, 2) = [2] | |
(1, 6) = [6] | |
(1, 18) = [18] | |
(1, 54) = [54] | |
(1, 162) = [162] | |
(1, 229) = [229] | |
(1, 173) = [173] | |
(1, 5) = [5] | |
(1, 15) = [15] | |
(1, 45) = [45] | |
(1, 135) = [135] | |
(1, 148) = [148] | |
(1, 187) = [187] | |
(1, 47) = [47] | |
(1, 141) = [141] | |
(1, 166) = [166] | |
(1, 241) = [241] | |
(1, 209) = [209] | |
(1, 113) = [113] | |
(1, 82) = [82] | |
(1, 246) = [246] | |
(1, 224) = [224] | |
(1, 158) = [158] | |
(1, 217) = [217] | |
(1, 137) = [137] | |
(1, 154) = [154] | |
(1, 205) = [205] | |
(1, 101) = [101] | |
(1, 46) = [46] | |
(1, 138) = [138] | |
(1, 157) = [157] | |
(1, 214) = [214] | |
(1, 128) = [128] | |
(1, 127) = [127] | |
(1, 124) = [124] | |
(1, 115) = [115] | |
(1, 88) = [88] | |
(1, 7) = [7] | |
(1, 21) = [21] | |
(1, 63) = [63] | |
(1, 189) = [189] | |
(1, 53) = [53] | |
(1, 159) = [159] | |
(1, 220) = [220] | |
(1, 146) = [146] | |
(1, 181) = [181] | |
(1, 29) = [29] | |
(1, 87) = [87] | |
(1, 4) = [4] | |
(1, 12) = [12] | |
(1, 36) = [36] | |
(1, 108) = [108] | |
(1, 67) = [67] | |
(1, 201) = [201] | |
(1, 89) = [89] | |
(1, 10) = [10] | |
(1, 30) = [30] | |
(1, 90) = [90] | |
(1, 13) = [13] | |
(1, 39) = [39] | |
(1, 117) = [117] | |
(1, 94) = [94] | |
(1, 25) = [25] | |
(1, 75) = [75] | |
(1, 225) = [225] | |
(1, 161) = [161] | |
(1, 226) = [226] | |
(1, 164) = [164] | |
(1, 235) = [235] | |
(1, 191) = [191] | |
(1, 59) = [59] | |
(1, 177) = [177] | |
(1, 17) = [17] | |
(1, 51) = [51] | |
(1, 153) = [153] | |
(1, 202) = [202] | |
(1, 92) = [92] | |
(1, 19) = [19] | |
(1, 57) = [57] | |
(1, 171) = [171] | |
(1, 256) = [256] | |
(1, 254) = [254] | |
(1, 248) = [248] | |
(1, 230) = [230] | |
(1, 176) = [176] | |
(1, 14) = [14] | |
(1, 42) = [42] | |
(1, 126) = [126] | |
(1, 121) = [121] | |
(1, 106) = [106] | |
(1, 61) = [61] | |
(1, 183) = [183] | |
(1, 35) = [35] | |
(1, 105) = [105] | |
(1, 58) = [58] | |
(1, 174) = [174] | |
(1, 8) = [8] | |
(1, 24) = [24] | |
(1, 72) = [72] | |
(1, 216) = [216] | |
(1, 134) = [134] | |
(1, 145) = [145] | |
(1, 178) = [178] | |
(1, 20) = [20] | |
(1, 60) = [60] | |
(1, 180) = [180] | |
(1, 26) = [26] | |
(1, 78) = [78] | |
(1, 234) = [234] | |
(1, 188) = [188] | |
(1, 50) = [50] | |
(1, 150) = [150] | |
(1, 193) = [193] | |
(1, 65) = [65] | |
(1, 195) = [195] | |
(1, 71) = [71] | |
(1, 213) = [213] | |
(1, 125) = [125] | |
(1, 118) = [118] | |
(1, 97) = [97] | |
(1, 34) = [34] | |
(1, 102) = [102] | |
(1, 49) = [49] | |
(1, 147) = [147] | |
(1, 184) = [184] | |
(1, 38) = [38] | |
(1, 114) = [114] | |
(1, 85) = [85] | |
(1, 255) = [255] | |
(1, 251) = [251] | |
(1, 239) = [239] | |
(1, 203) = [203] | |
(1, 95) = [95] | |
(1, 28) = [28] | |
(1, 84) = [84] | |
(1, 252) = [252] | |
(1, 242) = [242] | |
(1, 212) = [212] | |
(1, 122) = [122] | |
(1, 109) = [109] | |
(1, 70) = [70] | |
(1, 210) = [210] | |
(1, 116) = [116] | |
(1, 91) = [91] | |
(1, 16) = [16] | |
(1, 48) = [48] | |
(1, 144) = [144] | |
(1, 175) = [175] | |
(1, 11) = [11] | |
(1, 33) = [33] | |
(1, 99) = [99] | |
(1, 40) = [40] | |
(1, 120) = [120] | |
(1, 103) = [103] | |
(1, 52) = [52] | |
(1, 156) = [156] | |
(1, 211) = [211] | |
(1, 119) = [119] | |
(1, 100) = [100] | |
(1, 43) = [43] | |
(1, 129) = [129] | |
(1, 130) = [130] | |
(1, 133) = [133] | |
(1, 142) = [142] | |
(1, 169) = [169] | |
(1, 250) = [250] | |
(1, 236) = [236] | |
(1, 194) = [194] | |
(1, 68) = [68] | |
(1, 204) = [204] | |
(1, 98) = [98] | |
(1, 37) = [37] | |
(1, 111) = [111] | |
(1, 76) = [76] | |
(1, 228) = [228] | |
(1, 170) = [170] | |
(1, 253) = [253] | |
(1, 245) = [245] | |
(1, 221) = [221] | |
(1, 149) = [149] | |
(1, 190) = [190] | |
(1, 56) = [56] | |
(1, 168) = [168] | |
(1, 247) = [247] | |
(1, 227) = [227] | |
(1, 167) = [167] | |
(1, 244) = [244] | |
(1, 218) = [218] | |
(1, 140) = [140] | |
(1, 163) = [163] | |
(1, 232) = [232] | |
(1, 182) = [182] | |
(1, 32) = [32] | |
(1, 96) = [96] | |
(1, 31) = [31] | |
(1, 93) = [93] | |
(1, 22) = [22] | |
(1, 66) = [66] | |
(1, 198) = [198] | |
(1, 80) = [80] | |
(1, 240) = [240] | |
(1, 206) = [206] | |
(1, 104) = [104] | |
(1, 55) = [55] | |
(1, 165) = [165] | |
(1, 238) = [238] | |
(1, 200) = [200] | |
(1, 86) = [86] | |
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