[1][5^^2] = prime!

[2][5^^1] = prime!

[3][5^^4] = prime!

[4][5^^3] = prime!

[6][5^^1] = prime!

[7][5^^2] = prime!

[8][5^^1] = prime!

[9][5^^4] = prime!

[11][5^^4] = prime!

[12][5^^1] = prime!

[13][5^^2] = prime!

[14][5^^1] = prime!

[16][5^^5] = prime!

[17][5^^10] = prime!

[18][5^^1] = prime!

[19][5^^2] = prime!

[21][5^^2] = prime!

[22][5^^5] = prime!

[23][5^^4] = prime!

[24][5^^1] = prime!

[26][5^^3] = prime!

[27][5^^14] = prime!

[28][5^^9] = prime!

[29][5^^6] = prime!

[31][5^^2] = prime!

[32][5^^1] = prime!

[33][5^^2] = prime!

[34][5^^5] = prime!

[36][5^^1] = prime!

[37][5^^6] = prime!

[38][5^^1] = prime!

[39][5^^2] = prime!

[41][5^^10] = prime!

[42][5^^7] = prime!

[43][5^^n] = always composite set of six divisors (2, 19, 2, 3, 2, 43) that appear periodically

[44][5^^1] = prime!

[46][5^^3] = prime!

[47][5^^4] = prime!

[48][5^^403] = prime!

[49][5^^2] = prime!

[51][5^^2] = prime!

[52][5^^3] = prime!

[53][5^^348] = prime!

[54][5^^1] = prime!

[56][5^^1] = prime!

[57][5^^2] = prime!

[58][5^^39] = prime!

[59][5^^816] = prime!

[61][5^^6] = prime!

[62][5^^1] = prime!

[63][5^^910] = prime!

[64][5^^5] = prime!

[66][5^^1] = prime!

[67][5^^2] = prime!

[68][5^^3] = prime!

[69][5^^12274] = prime!

[71][5^^10] = prime!

[72][5^^1] = prime!

[73][5^^2] = prime!

[74][5^^1] = prime!

[76][5^^89] = prime!

[77][5^^4] = prime!

[78][5^^5] = prime!

[79][5^^2] = prime!

[81][5^^10] = prime!

[82][5^^3] = prime!

[83][5^^12] = prime!

[84][5^^1] = prime!

[86][5^^1] = prime!

[87][5^^32] = prime!

[88][5^^3] = prime!

[89][5^^4] = prime!

[91][5^^6] = prime!

[92][5^^9] = prime!

[93][5^^2] = prime!

[94][5^^21] = prime!

[96][5^^1] = prime!

[97][5^^2] = prime!

[98][5^^1] = prime!

[99][5^^4] = prime!

[101][5^^6] = prime!

[102][5^^1] = prime!

[103][5^^2] = prime!

[104][5^^1] = prime!

[106][5^^3] = prime!

[107][5^^6] = prime!

[108][5^^1] = prime!

[109][5^^2] = prime!

[111][5^^2] = prime!

[112][5^^9] = prime!

[113][5^^4] = prime!

[114][5^^35] = prime!

[116][5^^n] = possible candidate! n > 35000

[117][5^^4] = prime!

[118][5^^3] = prime!

[119][5^^12] = prime!

[121][5^^14] = prime!

[122][5^^1] = prime!

[123][5^^2] = prime!

[124][5^^9] = prime!

[126][5^^1] = prime!

[127][5^^2] = prime!

[128][5^^3] = prime!

[129][5^^2] = prime!

[131][5^^4] = prime!

[132][5^^1] = prime!

[133][5^^8] = prime!

[134][5^^61] = prime!

[136][5^^3] = prime!

[137][5^^12] = prime!

[138][5^^1] = prime!

[139][5^^6] = prime!

[141][5^^2] = prime!

[142][5^^3] = prime!

[143][5^^6] = prime!

[144][5^^1] = prime!

[146][5^^3] = prime!

[147][5^^2] = prime!

[148][5^^75] = prime!

[149][5^^36] = prime!

[151][5^^42] = prime!

[152][5^^1] = prime!

[153][5^^2] = prime!

[154][5^^5] = prime!

[156][5^^1] = prime!

[157][5^^6] = prime!

[158][5^^13] = prime!

[159][5^^4] = prime!

[161][5^^6] = prime!

[162][5^^7] = prime!

[163][5^^48] = prime!

[164][5^^1] = prime!

[166][5^^3] = prime!

[167][5^^6] = prime!

[168][5^^1] = prime!

[169][5^^78] = prime!

[171][5^^2] = prime!

[172][5^^3] = prime!

[173][5^^6] = prime!

[174][5^^1] = prime!

[176][5^^1] = prime!

[177][5^^2] = prime!

[178][5^^3] = prime!