Number Theory Tables, Department of Mathematics and Statistics, UNCG

Number of totally ramified extensions of Q2 of degree 16

Introduction
Extensions of Q2 of degree 2, 4, 6, 8, 10, 12, 14, 16, 18, 20, 22, 24, 32
Extensions of Q2[x]/(x2+x+1) of degree 2, 4, 8 Extensions of Q2[x]/(x4+x+1) of degree 2, 4, 8
Extensions of Q3 of degree 3, 6, 9, 12, 15, 18, 21, 24, 27     Extensions of Q3[x]/(x2+2x+2) of degree 3, 6, 9
Extensions of Q5 of degree 5, 10, 15, 20, 25, 30, 35, 50, Extensions of Q7 of degree 7, 14, 21, 49
Extensions of Q11 of degree 11, 22, 33, Extensions of Q13 of degree 13, 26, 39,
Extensions of Q17 of degree 17, 34 Extensions of Q19 of degree 19,

Polynomial Invariants #Aut Splitting Field Number of
j Ramification Polygon Slopes Residual Polynomials fT eT #Gal Gal Polynomials Extensions
1{(1,1), (16,0)}[ 1/15 ](z+1){1}415{ 960 }{ 16T1079 }1242424
3{(1,3), (2,2), (16,0)}[ 1, 1/7 ](z+1, z2+1){2}372242425
{(1,3), (16,0)}[ 1/5 ](z3+1){1}45{ 320 }{ 16T711 }12424
5{(1,5), (2,2), (16,0)}[ 3, 1/7 ](z+1, z2+1){2}3722252526
{(1,5), (4,4), (16,0)}[ 1/3 ](z5+z+1){1}63{ 288 }{ 16T708 }12424
{(1,5), (16,0)}[ 1/3 ](z5+1){1}43{ 192 }{ 16T433 }12424
7{(1,7), (2,2), (16,0)}[ 5, 1/7 ](z+1, z2+1){2}3723262627
{(1,7), (2,6), (4,4), (16,0)}[ 1, 1/3 ](z3+z+1, z4+1){1}6312424
{(1,7), (4,4), (16,0)}[ 1, 1/3 ](z3+1, z4+1){2}2322424
{(1,7), (2,6), (16,0)}[ 1, 3/7 ](z+1, z2+1){2}3722424
{(1,7), (16,0)}[ 7/15 ](z+1){1}415{ 960 }{ 16T1079 }12424
9{(1,9), (2,2), (16,0)}[ 7, 1/7 ](z+1, z2+1){2}3724272728
{(1,9), (2,6), (4,4), (16,0)}[ 3, 1, 1/3 ](z+1, z2+1, z4+1){2,4}2323 [?]2525
{(1,9), (4,4), (16,0)}[ 5/3, 1/3 ](z+1, z4+1){1}2322525
{(1,9), (2,6), (16,0)}[ 3, 3/7 ](z+1, z2+1){2}37222525
{(1,9), (16,0)}[ 3/5 ](z3+1){1}45{ 320 }{ 16T711 }22525
11{(1,11), (2,2), (16,0)}[ 9, 1/7 ](z+1, z2+1){2}3725282829
{(1,11), (2,6), (4,4), (16,0)}[ 5, 1, 1/3 ](z+1, z2+1, z4+1){2,4}2324 [?]2626
{(1,11), (2,10), (4,4), (16,0)}[ 1, 3, 1/3 ](z+1, z2+1, z4+1){2}23222525
{(1,11), (4,4), (16,0)}[ 7/3, 1/3 ](z+1, z4+1){1}23222626
{(1,11), (2,6), (16,0)}[ 5, 3/7 ](z+1, z2+1){2}37232626
{(1,11), (2,10), (16,0)}[ 1, 5/7 ](z+1, z2+1){2}37222525
{(1,11), (16,0)}[ 11/15 ](z+1){1}415{ 960 }{ 16T1079 }22525
13{(1,13), (2,2), (16,0)}[ 11, 1/7 ](z+1, z2+1){2}37262929210
{(1,13), (2,6), (4,4), (16,0)}[ 7, 1, 1/3 ](z+1, z2+1, z4+1){2,4}2325 [?]2727
{(1,13), (2,10), (4,4), (16,0)}[ 3, 1/3 ](z3+z+1, z4+1){1}63222626
{(1,13), (4,4), (16,0)}[ 3, 1/3 ](z3+1, z4+1){2}23232626
{(1,13), (2,6), (16,0)}[ 7, 3/7 ](z+1, z2+1){2}37242727
{(1,13), (2,10), (16,0)}[ 3, 5/7 ](z+1, z2+1){2}37232626
{(1,13), (16,0)}[ 13/15 ](z+1){1}415{ 960 }{ 16T1079 }222626
15{(1,15), (2,2), (16,0)}[ 13, 1/7 ](z+1, z2+1){2}3727210210211
{(1,15), (2,6), (4,4), (16,0)}[ 9, 1, 1/3 ](z+1, z2+1, z4+1){2,4}2326 [?]2828
{(1,15), (2,10), (4,4), (16,0)}[ 5, 3, 1/3 ](z+1, z2+1, z4+1){2,4}2325 [?]2727
{(1,15), (2,14), (4,4), (16,0)}[ 1, 5, 1/3 ](z+1, z2+1, z4+1){2}23232626
{(1,15), (4,4), (16,0)}[ 11/3, 1/3 ](z+1, z4+1){1}23232727
{(1,15), (2,6), (16,0)}[ 9, 3/7 ](z+1, z2+1){2}37252828
{(1,15), (2,10), (8,8), (16,0)}[ 5, 1/3, 1 ](z+1, z2+1, z8+1){2,4,8}3724 [?]2626
{(1,15), (2,14), (4,12), (8,8), (16,0)}[ 1 ](z15+z7+z3+z+1){1}51{ 80 }{ 16T178 }12424
{(1,15), (4,12), (8,8), (16,0)}[ 1 ](z15+z7+z3+1){2}71{ 112 }{ 16T196 }22424
{(1,15), (2,14), (8,8), (16,0)}[ 1 ](z15+z7+z+1){2}61{ 96 }{ 16T179 }22424
{(1,15), (8,8), (16,0)}[ 1 ](z15+z7+1){1}151{ 240 }{ 16T447 }12424
{(1,15), (2,10), (16,0)}[ 5, 5/7 ](z+1, z2+1){2}37242727
{(1,15), (2,14), (4,12), (16,0)}[ 1 ](z15+z3+z+1){2}71{ 112 }{ 16T196 }22424
{(1,15), (4,12), (16,0)}[ 1 ](z15+z3+1){1}61{ 96 }{ 16T183 }12424
{(1,15), (2,14), (16,0)}[ 1 ](z15+z+1){1}151{ 240 }{ 16T447 }12424
{(1,15), (16,0)}[ 1 ](z15+1){2}41{ 64 }{ 16T166 }22424
17{(1,17), (2,2), (16,0)}[ 15, 1/7 ](z+1, z2+1){2}3728 [.]211211212
{(1,17), (2,6), (4,4), (16,0)}[ 11, 1, 1/3 ](z+1, z2+1, z4+1){2,4}2327 [?]2929
{(1,17), (2,10), (4,4), (16,0)}[ 7, 3, 1/3 ](z+1, z2+1, z4+1){2,4}2326 [?]2828
{(1,17), (2,14), (4,4), (16,0)}[ 3, 5, 1/3 ](z+1, z2+1, z4+1){2}2324 [.]2727
{(1,17), (4,4), (16,0)}[ 13/3, 1/3 ](z+1, z4+1){1}23242828
{(1,17), (2,6), (16,0)}[ 11, 3/7 ](z+1, z2+1){2}37262929
{(1,17), (2,10), (8,8), (16,0)}[ 7, 1/3, 1 ](z+1, z2+1, z8+1){2,4,8}3725 [?]2727
{(1,17), (2,14), (4,12), (8,8), (16,0)}[ 3, 1 ](z+1, z14+z6+z2+1){2,4}4123 [?]2525
{(1,17), (4,12), (8,8), (16,0)}[ 5/3, 1 ](z+1, z12+z4+1){1}6322525
{(1,17), (2,14), (8,8), (16,0)}[ 3, 1 ](z+1, z14+z6+1){2}71222525
{(1,17), (8,8), (16,0)}[ 9/7, 1 ](z+1, z8+1){1,2,4,8}3722 [?]2525
{(1,17), (2,10), (16,0)}[ 7, 5/7 ](z+1, z2+1){2}37252828
{(1,17), (2,14), (4,12), (16,0)}[ 3, 1 ](z+1, z14+z2+1){2}71222525
{(1,17), (4,12), (16,0)}[ 5/3, 1 ](z+1, z12+1){1,2,4}2322 [?]2525
{(1,17), (2,14), (16,0)}[ 3, 1 ](z+1, z14+1){2,4}3123 [?]2525
18{(1,18), (2,2), (16,0)}[ 16, 1/7 ](z+1, z2+1){2}3729 [.]212212212
19{(1,19), (2,6), (4,4), (16,0)}[ 13, 1, 1/3 ](z+1, z2+1, z4+1){2,4}2328 [?]210210212
{(1,19), (2,10), (4,4), (16,0)}[ 9, 3, 1/3 ](z+1, z2+1, z4+1){2,4}2327 [?]2929
{(1,19), (2,14), (4,4), (16,0)}[ 5, 1/3 ](z3+z+1, z4+1){1}63242828
{(1,19), (4,4), (16,0)}[ 5, 1/3 ](z3+1, z4+1){2}23252828
{(1,19), (2,6), (16,0)}[ 13, 3/7 ](z+1, z2+1){2}3727 [.]210210
{(1,19), (2,10), (8,8), (16,0)}[ 9, 1/3, 1 ](z+1, z2+1, z8+1){2,4,8}3726 [?]2828
{(1,19), (2,14), (4,12), (8,8), (16,0)}[ 5, 1 ](z+1, z14+z6+z2+1){2,4}4124 [?]2626
{(1,19), (4,12), (8,8), (16,0)}[ 7/3, 1 ](z+1, z12+z4+1){1}63222626
{(1,19), (2,14), (8,8), (16,0)}[ 5, 1 ](z+1, z14+z6+1){2}71232626
{(1,19), (8,8), (16,0)}[ 11/7, 1 ](z+1, z8+1){1,2,4,8}3723 [?]2626
{(1,19), (2,10), (16,0)}[ 9, 5/7 ](z+1, z2+1){2}37262929
{(1,19), (2,14), (4,12), (16,0)}[ 5, 1 ](z+1, z14+z2+1){2}71232626
{(1,19), (4,12), (16,0)}[ 7/3, 1 ](z+1, z12+1){1,2,4}2323 [?]2626
{(1,19), (2,14), (16,0)}[ 5, 1 ](z+1, z14+1){2,4}3124 [?]2626
21{(1,21), (2,6), (4,4), (16,0)}[ 15, 1, 1/3 ](z+1, z2+1, z4+1){2,4}2329 [?]211211213
{(1,21), (2,10), (4,4), (16,0)}[ 11, 3, 1/3 ](z+1, z2+1, z4+1){2,4}2328 [?]210210
{(1,21), (2,14), (4,4), (16,0)}[ 7, 5, 1/3 ](z+1, z2+1, z4+1){2,4}2327 [?]2929
{(1,21), (2,18), (4,4), (16,0)}[ 3, 7, 1/3 ](z+1, z2+1, z4+1){2}2325 [.]2828
{(1,21), (2,6), (16,0)}[ 15, 3/7 ](z+1, z2+1){2}3728 [.]211211
{(1,21), (2,10), (8,8), (16,0)}[ 11, 1/3, 1 ](z+1, z2+1, z8+1){2,4,8}3727 [?]2929
{(1,21), (2,14), (4,12), (8,8), (16,0)}[ 7, 1 ](z+1, z14+z6+z2+1){2,4}4125 [?]2727
{(1,21), (2,18), (4,12), (8,8), (16,0)}[ 3, 1 ](z3+z+1, z12+z4+1){1}31222626
{(1,21), (4,12), (8,8), (16,0)}[ 3, 1 ](z3+1, z12+z4+1){2}61232626
{(1,21), (2,14), (8,8), (16,0)}[ 7, 1 ](z+1, z14+z6+1){2}71242727
{(1,21), (2,18), (8,8), (16,0)}[ 3, 5/3, 1 ](z+1, z2+1, z8+1){2,4,8}2324 [?]2626
{(1,21), (8,8), (16,0)}[ 13/7, 1 ](z+1, z8+1){1,2,4,8}3723 [?]2626
{(1,21), (2,10), (16,0)}[ 11, 5/7 ](z+1, z2+1){2}3727 [.]210210
{(1,21), (2,14), (4,12), (16,0)}[ 7, 1 ](z+1, z14+z2+1){2}71242727
{(1,21), (2,18), (4,12), (16,0)}[ 3, 1 ](z3+z+1, z12+1){1,2,4}6123 [?]2626
{(1,21), (4,12), (16,0)}[ 3, 1 ](z3+1, z12+1){2,4}2124 [?]2626
{(1,21), (2,14), (16,0)}[ 7, 1 ](z+1, z14+1){2,4}3125 [?]2727
22{(1,22), (2,6), (4,4), (16,0)}[ 16, 1, 1/3 ](z+1, z2+1, z4+1){2,4}23210 [?]212212213
{(1,22), (2,6), (16,0)}[ 16, 3/7 ](z+1, z2+1){2}3729 [.]212212
23{(1,23), (2,10), (4,4), (16,0)}[ 13, 3, 1/3 ](z+1, z2+1, z4+1){2,4}2329 [?]211211213
{(1,23), (2,14), (4,4), (16,0)}[ 9, 5, 1/3 ](z+1, z2+1, z4+1){2,4}2328 [?]210210
{(1,23), (2,18), (4,4), (16,0)}[ 5, 7, 1/3 ](z+1, z2+1, z4+1){2}2326 [.]2929
{(1,23), (2,20), (4,4), (16,0)}[ 3, 8, 1/3 ](z+1, z2+1, z4+1){2}2326 [.]2929
{(1,23), (2,10), (8,8), (16,0)}[ 13, 1/3, 1 ](z+1, z2+1, z8+1){2,4,8}3728 [?]210210
{(1,23), (2,14), (4,12), (8,8), (16,0)}[ 9, 1 ](z+1, z14+z6+z2+1){2,4}4126 [?]2828
{(1,23), (2,18), (4,12), (8,8), (16,0)}[ 5, 3, 1 ](z+1, z2+1, z12+z4+1){2,4}3125 [?]2727
{(1,23), (4,12), (8,8), (16,0)}[ 11/3, 1 ](z+1, z12+z4+1){1}63232727
{(1,23), (2,14), (8,8), (16,0)}[ 9, 1 ](z+1, z14+z6+1){2}7125 [.]2828
{(1,23), (2,18), (8,8), (16,0)}[ 5, 5/3, 1 ](z+1, z2+1, z8+1){2,4,8}2325 [?]2727
{(1,23), (8,8), (16,0)}[ 15/7, 1 ](z+1, z8+1){1,2,4,8}3724 [?]2727
{(1,23), (2,10), (16,0)}[ 13, 5/7 ](z+1, z2+1){2}3728 [.]211211
{(1,23), (2,14), (4,12), (16,0)}[ 9, 1 ](z+1, z14+z2+1){2}7125 [.]2828
{(1,23), (2,18), (4,12), (16,0)}[ 5, 3, 1 ](z+1, z2+1, z12+1){2,4,8}2126 [?]2727
{(1,23), (4,12), (16,0)}[ 11/3, 1 ](z+1, z12+1){1,2,4}2324 [?]2727
{(1,23), (2,14), (16,0)}[ 9, 1 ](z+1, z14+1){2,4}3126 [?]2828
25{(1,25), (2,10), (4,4), (16,0)}[ 15, 3, 1/3 ](z+1, z2+1, z4+1){2,4}23210 [?]212212214
{(1,25), (2,14), (4,4), (16,0)}[ 11, 5, 1/3 ](z+1, z2+1, z4+1){2,4}2329 [?]211211
{(1,25), (2,18), (4,4), (16,0)}[ 7, 1/3 ](z3+z+1, z4+1){1}6326210210
{(1,25), (2,20), (4,4), (16,0)}[ 5, 8, 1/3 ](z+1, z2+1, z4+1){2}2327 [.]210210
{(1,25), (2,10), (8,8), (16,0)}[ 15, 1/3, 1 ](z+1, z2+1, z8+1){2,4,8}3729 [?]211211
{(1,25), (2,14), (4,12), (8,8), (16,0)}[ 11, 1 ](z+1, z14+z6+z2+1){2,4}4127 [?]2929
{(1,25), (2,18), (4,12), (8,8), (16,0)}[ 7, 3, 1 ](z+1, z2+1, z12+z4+1){2,4}3126 [?]2828
{(1,25), (2,22), (4,12), (8,8), (16,0)}[ 3, 5, 1 ](z+1, z2+1, z12+z4+1){2}2324 [.]2727
{(1,25), (4,12), (8,8), (16,0)}[ 13/3, 1 ](z+1, z12+z4+1){1}63242828
{(1,25), (2,14), (8,8), (16,0)}[ 11, 1 ](z+1, z14+z6+1){2}7126 [.]2929
{(1,25), (2,18), (8,8), (16,0)}[ 7, 5/3, 1 ](z+1, z2+1, z8+1){2,4,8}2326 [?]2828
{(1,25), (2,22), (4,20), (8,8), (16,0)}[ 3, 1, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2324 [?]2626
{(1,25), (4,20), (8,8), (16,0)}[ 5/3, 3, 1 ](z+1, z4+1, z8+1){1,2,4,8}3723 [?]2626
{(1,25), (2,22), (8,8), (16,0)}[ 3, 7/3, 1 ](z+1, z2+1, z8+1){2,4,8}2325 [?]2727
{(1,25), (2,10), (16,0)}[ 15, 5/7 ](z+1, z2+1){2}3729 [.]212212
{(1,25), (2,14), (4,12), (16,0)}[ 11, 1 ](z+1, z14+z2+1){2}7126 [.]2929
{(1,25), (2,18), (4,12), (16,0)}[ 7, 3, 1 ](z+1, z2+1, z12+1){2,4,8}2127 [?]2828
{(1,25), (2,22), (4,12), (16,0)}[ 3, 5, 1 ](z+1, z2+1, z12+1){2,4,8}2325 [?]2727
{(1,25), (4,12), (16,0)}[ 13/3, 1 ](z+1, z12+1){1,2,4}2325 [?]2828
{(1,25), (2,14), (16,0)}[ 11, 1 ](z+1, z14+1){2,4}3127 [?]2929
26{(1,26), (2,10), (4,4), (16,0)}[ 16, 3, 1/3 ](z+1, z2+1, z4+1){2,4}23211 [?]213213214
{(1,26), (2,10), (8,8), (16,0)}[ 16, 1/3, 1 ](z+1, z2+1, z8+1){2,4,8}37210 [?]212212
{(1,26), (2,10), (16,0)}[ 16, 5/7 ](z+1, z2+1){2}37210 [.]213213
27{(1,27), (2,14), (4,4), (16,0)}[ 13, 5, 1/3 ](z+1, z2+1, z4+1){2,4}23210 [?]212212214
{(1,27), (2,18), (4,4), (16,0)}[ 9, 7, 1/3 ](z+1, z2+1, z4+1){2,4}2329 [?]211211
{(1,27), (2,20), (4,4), (16,0)}[ 7, 8, 1/3 ](z+1, z2+1, z4+1){2}2328 [.]211211
{(1,27), (2,14), (4,12), (8,8), (16,0)}[ 13, 1 ](z+1, z14+z6+z2+1){2,4}4128 [?]210210
{(1,27), (2,18), (4,12), (8,8), (16,0)}[ 9, 3, 1 ](z+1, z2+1, z12+z4+1){2,4}3127 [?]2929
{(1,27), (2,22), (4,12), (8,8), (16,0)}[ 5, 1 ](z3+z+1, z12+z4+1){1}31242828
{(1,27), (4,12), (8,8), (16,0)}[ 5, 1 ](z3+1, z12+z4+1){2}6125 [.]2828
{(1,27), (2,14), (8,8), (16,0)}[ 13, 1 ](z+1, z14+z6+1){2}7127 [.]210210
{(1,27), (2,18), (8,8), (16,0)}[ 9, 5/3, 1 ](z+1, z2+1, z8+1){2,4,8}2327 [?]2929
{(1,27), (2,22), (4,20), (8,8), (16,0)}[ 5, 1, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2326 [?]2727
{(1,27), (4,20), (8,8), (16,0)}[ 7/3, 3, 1 ](z+1, z4+1, z8+1){1,2,4,8}3724 [?]2727
{(1,27), (2,22), (8,8), (16,0)}[ 5, 7/3, 1 ](z+1, z2+1, z8+1){2,4,8}2326 [?]2828
{(1,27), (2,14), (4,12), (16,0)}[ 13, 1 ](z+1, z14+z2+1){2}7127 [.]210210
{(1,27), (2,18), (4,12), (16,0)}[ 9, 3, 1 ](z+1, z2+1, z12+1){2,4,8}2128 [?]2929
{(1,27), (2,22), (4,12), (16,0)}[ 5, 1 ](z3+z+1, z12+1){1,2,4}6125 [?]2828
{(1,27), (4,12), (16,0)}[ 5, 1 ](z3+1, z12+1){2,4}2126 [?]2828
{(1,27), (2,14), (16,0)}[ 13, 1 ](z+1, z14+1){2,4}3128 [?]210210
29{(1,29), (2,14), (4,4), (16,0)}[ 15, 5, 1/3 ](z+1, z2+1, z4+1){2,4}23211 [?]213213215
{(1,29), (2,18), (4,4), (16,0)}[ 11, 7, 1/3 ](z+1, z2+1, z4+1){2,4}23210 [?]212212
{(1,29), (2,20), (4,4), (16,0)}[ 9, 8, 1/3 ](z+1, z2+1, z4+1){2,4}23210 [?]212212
{(1,29), (2,14), (4,12), (8,8), (16,0)}[ 15, 1 ](z+1, z14+z6+z2+1){2,4}4129 [?]211211
{(1,29), (2,18), (4,12), (8,8), (16,0)}[ 11, 3, 1 ](z+1, z2+1, z12+z4+1){2,4}3128 [?]210210
{(1,29), (2,22), (4,12), (8,8), (16,0)}[ 7, 5, 1 ](z+1, z2+1, z12+z4+1){2,4}3127 [?]2929
{(1,29), (2,26), (4,12), (8,8), (16,0)}[ 3, 7, 1 ](z+1, z2+1, z12+z4+1){2}2325 [.]2828
{(1,29), (2,14), (8,8), (16,0)}[ 15, 1 ](z+1, z14+z6+1){2}7128 [.]211211
{(1,29), (2,18), (8,8), (16,0)}[ 11, 5/3, 1 ](z+1, z2+1, z8+1){2,4,8}2328 [?]210210
{(1,29), (2,22), (4,20), (8,8), (16,0)}[ 7, 1, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2327 [?]2828
{(1,29), (2,26), (4,20), (8,8), (16,0)}[ 3, 1 ](z7+z3+z+1, z8+1){2,4,8}4125 [?]2727
{(1,29), (4,20), (8,8), (16,0)}[ 3, 1 ](z7+z3+1, z8+1){1,2,4,8}7124 [?]2727
{(1,29), (2,22), (8,8), (16,0)}[ 7, 7/3, 1 ](z+1, z2+1, z8+1){2,4,8}2327 [?]2929
{(1,29), (2,14), (4,12), (16,0)}[ 15, 1 ](z+1, z14+z2+1){2}7128 [.]211211
{(1,29), (2,18), (4,12), (16,0)}[ 11, 3, 1 ](z+1, z2+1, z12+1){2,4,8}2129 [?]210210
{(1,29), (2,22), (4,12), (16,0)}[ 7, 5, 1 ](z+1, z2+1, z12+1){2,4,8}2128 [?]2929
{(1,29), (2,26), (4,12), (16,0)}[ 3, 7, 1 ](z+1, z2+1, z12+1){2,4,8}2326 [?]2828
{(1,29), (2,14), (16,0)}[ 15, 1 ](z+1, z14+1){2,4}3129 [?]211211
30{(1,30), (2,14), (4,4), (16,0)}[ 16, 5, 1/3 ](z+1, z2+1, z4+1){2,4}23212 [?]214214215
{(1,30), (2,14), (4,12), (8,8), (16,0)}[ 16, 1 ](z+1, z14+z6+z2+1){2,4}41210 [?]212212
{(1,30), (2,14), (8,8), (16,0)}[ 16, 1 ](z+1, z14+z6+1){2}7129 [.]212212
{(1,30), (2,14), (4,12), (16,0)}[ 16, 1 ](z+1, z14+z2+1){2}7129 [.]212212
{(1,30), (2,14), (16,0)}[ 16, 1 ](z+1, z14+1){2,4}31210 [?]212212
31{(1,31), (2,18), (4,4), (16,0)}[ 13, 7, 1/3 ](z+1, z2+1, z4+1){2,4}23211 [?]213213215
{(1,31), (2,20), (4,4), (16,0)}[ 11, 8, 1/3 ](z+1, z2+1, z4+1){2,4}23211 [?]213213
{(1,31), (2,18), (4,12), (8,8), (16,0)}[ 13, 3, 1 ](z+1, z2+1, z12+z4+1){2,4}3129 [?]211211
{(1,31), (2,22), (4,12), (8,8), (16,0)}[ 9, 5, 1 ](z+1, z2+1, z12+z4+1){2,4}3128 [?]210210
{(1,31), (2,26), (4,12), (8,8), (16,0)}[ 5, 7, 1 ](z+1, z2+1, z12+z4+1){2}2326 [.]2929
{(1,31), (2,28), (4,12), (8,8), (16,0)}[ 3, 8, 1 ](z+1, z2+1, z12+z4+1){2}2326 [.]2929
{(1,31), (2,18), (8,8), (16,0)}[ 13, 5/3, 1 ](z+1, z2+1, z8+1){2,4,8}2329 [?]211211
{(1,31), (2,22), (4,20), (8,8), (16,0)}[ 9, 1, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2328 [?]2929
{(1,31), (2,26), (4,20), (8,8), (16,0)}[ 5, 3, 1 ](z+1, z6+z2+1, z8+1){2,4,8}3126 [?]2828
{(1,31), (4,20), (8,8), (16,0)}[ 11/3, 3, 1 ](z+1, z4+1, z8+1){1,2,4,8}2326 [?]2828
{(1,31), (2,22), (8,8), (16,0)}[ 9, 7/3, 1 ](z+1, z2+1, z8+1){2,4,8}2328 [?]210210
{(1,31), (2,26), (4,24), (8,8), (16,0)}[ 5, 1, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}1127 [?]2828
{(1,31), (4,24), (8,8), (16,0)}[ 7/3, 4, 1 ](z+1, z4+1, z8+1){1,2,4,8}3725 [?]2828
{(1,31), (2,18), (4,12), (16,0)}[ 13, 3, 1 ](z+1, z2+1, z12+1){2,4,8}21210 [?]211211
{(1,31), (2,22), (4,12), (16,0)}[ 9, 5, 1 ](z+1, z2+1, z12+1){2,4,8}2129 [?]210210
{(1,31), (2,26), (4,12), (16,0)}[ 5, 7, 1 ](z+1, z2+1, z12+1){2,4,8}2327 [?]2929
{(1,31), (2,28), (4,12), (16,0)}[ 3, 8, 1 ](z+1, z2+1, z12+1){2,4,8}2327 [?]2929
{(1,31), (2,18), (8,16), (16,0)}[ 13, 1/3, 2 ](z+1, z2+1, z8+1){2,4,8}3729 [?]211211
{(1,31), (2,22), (4,20), (8,16), (16,0)}[ 9, 1, 2 ](z+1, z6+z2+1, z8+1){2,4,8}3727 [?]2929
{(1,31), (2,26), (4,20), (8,16), (16,0)}[ 5, 3, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2328 [?]2828
{(1,31), (4,20), (8,16), (16,0)}[ 11/3, 1, 2 ](z+1, z4+1, z8+1){1,2,4,8}2326 [?]2828
{(1,31), (2,22), (8,16), (16,0)}[ 9, 1, 2 ](z+1, z6+1, z8+1){2,4,8}6728 [?]2929
{(1,31), (2,26), (8,16), (16,0)}[ 5, 5/3, 2 ](z+1, z2+1, z8+1){2,4,8}3726 [?]2828
{(1,31), (8,16), (16,0)}[ 15/7, 2 ](z+1, z8+1){1,2,4,8}3725 [?]2828
33{(1,33), (2,18), (4,4), (16,0)}[ 15, 7, 1/3 ](z+1, z2+1, z4+1){2,4}23212 [?]214214216
{(1,33), (2,20), (4,4), (16,0)}[ 13, 8, 1/3 ](z+1, z2+1, z4+1){2,4}23212 [?]214214
{(1,33), (2,18), (4,12), (8,8), (16,0)}[ 15, 3, 1 ](z+1, z2+1, z12+z4+1){2,4}31210 [?]212212
{(1,33), (2,22), (4,12), (8,8), (16,0)}[ 11, 5, 1 ](z+1, z2+1, z12+z4+1){2,4}3129 [?]211211
{(1,33), (2,26), (4,12), (8,8), (16,0)}[ 7, 1 ](z3+z+1, z12+z4+1){1}3126210210
{(1,33), (2,28), (4,12), (8,8), (16,0)}[ 5, 8, 1 ](z+1, z2+1, z12+z4+1){2}1127 [.]210210
{(1,33), (2,18), (8,8), (16,0)}[ 15, 5/3, 1 ](z+1, z2+1, z8+1){2,4,8}23210 [?]212212
{(1,33), (2,22), (4,20), (8,8), (16,0)}[ 11, 1, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2329 [?]210210
{(1,33), (2,26), (4,20), (8,8), (16,0)}[ 7, 3, 1 ](z+1, z6+z2+1, z8+1){2,4,8}3127 [?]2929
{(1,33), (2,30), (4,20), (8,8), (16,0)}[ 3, 5, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2326 [?]2828
{(1,33), (4,20), (8,8), (16,0)}[ 13/3, 3, 1 ](z+1, z4+1, z8+1){1,2,4,8}2327 [?]2929
{(1,33), (2,22), (8,8), (16,0)}[ 11, 7/3, 1 ](z+1, z2+1, z8+1){2,4,8}2329 [?]211211
{(1,33), (2,26), (4,24), (8,8), (16,0)}[ 7, 1, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}1128 [?]2929
{(1,33), (2,30), (4,24), (8,8), (16,0)}[ 3, 4, 1 ](z3+z+1, z4+1, z8+1){1,2,4,8}3725 [?]2828
{(1,33), (4,24), (8,8), (16,0)}[ 3, 4, 1 ](z3+1, z4+1, z8+1){2,4,8}6726 [?]2828
{(1,33), (2,18), (4,12), (16,0)}[ 15, 3, 1 ](z+1, z2+1, z12+1){2,4,8}21211 [?]212212
{(1,33), (2,22), (4,12), (16,0)}[ 11, 5, 1 ](z+1, z2+1, z12+1){2,4,8}21210 [?]211211
{(1,33), (2,26), (4,12), (16,0)}[ 7, 1 ](z3+z+1, z12+1){1,2,4}6127 [?]210210
{(1,33), (2,28), (4,12), (16,0)}[ 5, 8, 1 ](z+1, z2+1, z12+1){2,4,8}1128 [?]210210
{(1,33), (2,18), (8,16), (16,0)}[ 15, 1/3, 2 ](z+1, z2+1, z8+1){2,4,8}37210 [?]212212
{(1,33), (2,22), (4,20), (8,16), (16,0)}[ 11, 1, 2 ](z+1, z6+z2+1, z8+1){2,4,8}3728 [?]210210
{(1,33), (2,26), (4,20), (8,16), (16,0)}[ 7, 3, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2329 [?]2929
{(1,33), (2,30), (4,20), (8,16), (16,0)}[ 3, 5, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2327 [?]2828
{(1,33), (4,20), (8,16), (16,0)}[ 13/3, 1, 2 ](z+1, z4+1, z8+1){1,2,4,8}2327 [?]2929
{(1,33), (2,22), (8,16), (16,0)}[ 11, 1, 2 ](z+1, z6+1, z8+1){2,4,8}6729 [?]210210
{(1,33), (2,26), (8,16), (16,0)}[ 7, 5/3, 2 ](z+1, z2+1, z8+1){2,4,8}3727 [?]2929
{(1,33), (2,30), (8,16), (16,0)}[ 3, 7/3, 2 ](z+1, z2+1, z8+1){2,4,8}2326 [?]2828
34{(1,34), (2,18), (4,4), (16,0)}[ 16, 7, 1/3 ](z+1, z2+1, z4+1){2,4}23213 [?]215215216
{(1,34), (2,18), (4,12), (8,8), (16,0)}[ 16, 3, 1 ](z+1, z2+1, z12+z4+1){2,4}31211 [?]213213
{(1,34), (2,18), (8,8), (16,0)}[ 16, 5/3, 1 ](z+1, z2+1, z8+1){2,4,8}23211 [?]213213
{(1,34), (2,18), (4,12), (16,0)}[ 16, 3, 1 ](z+1, z2+1, z12+1){2,4,8}21212 [?]213213
{(1,34), (2,18), (8,16), (16,0)}[ 16, 1/3, 2 ](z+1, z2+1, z8+1){2,4,8}37211 [?]213213
35{(1,35), (2,20), (4,4), (16,0)}[ 15, 8, 1/3 ](z+1, z2+1, z4+1){2,4}23213 [?]215215216
{(1,35), (2,22), (4,12), (8,8), (16,0)}[ 13, 5, 1 ](z+1, z2+1, z12+z4+1){2,4}31210 [?]212212
{(1,35), (2,26), (4,12), (8,8), (16,0)}[ 9, 7, 1 ](z+1, z2+1, z12+z4+1){2,4}3129 [?]211211
{(1,35), (2,28), (4,12), (8,8), (16,0)}[ 7, 8, 1 ](z+1, z2+1, z12+z4+1){2}2328 [.]211211
{(1,35), (2,22), (4,20), (8,8), (16,0)}[ 13, 1, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23210 [?]211211
{(1,35), (2,26), (4,20), (8,8), (16,0)}[ 9, 3, 1 ](z+1, z6+z2+1, z8+1){2,4,8}3128 [?]210210
{(1,35), (2,30), (4,20), (8,8), (16,0)}[ 5, 3, 1 ](z3+z+1, z4+1, z8+1){1,2,4,8}3127 [?]2929
{(1,35), (4,20), (8,8), (16,0)}[ 5, 3, 1 ](z3+1, z4+1, z8+1){2,4,8}2128 [?]2929
{(1,35), (2,22), (8,8), (16,0)}[ 13, 7/3, 1 ](z+1, z2+1, z8+1){2,4,8}23210 [?]212212
{(1,35), (2,26), (4,24), (8,8), (16,0)}[ 9, 1, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}1129 [?]210210
{(1,35), (2,30), (4,24), (8,8), (16,0)}[ 5, 3, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2329 [?]2929
{(1,35), (4,24), (8,8), (16,0)}[ 11/3, 4, 1 ](z+1, z4+1, z8+1){1,2,4,8}3726 [?]2929
{(1,35), (2,22), (4,12), (16,0)}[ 13, 5, 1 ](z+1, z2+1, z12+1){2,4,8}21211 [?]212212
{(1,35), (2,26), (4,12), (16,0)}[ 9, 7, 1 ](z+1, z2+1, z12+1){2,4,8}21210 [?]211211
{(1,35), (2,28), (4,12), (16,0)}[ 7, 8, 1 ](z+1, z2+1, z12+1){2,4,8}2329 [?]211211
{(1,35), (2,22), (4,20), (8,16), (16,0)}[ 13, 1, 2 ](z+1, z6+z2+1, z8+1){2,4,8}3729 [?]211211
{(1,35), (2,26), (4,20), (8,16), (16,0)}[ 9, 3, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23210 [?]210210
{(1,35), (2,30), (4,20), (8,16), (16,0)}[ 5, 1, 2 ](z3+z+1, z4+1, z8+1){1,2,4,8}6327 [?]2929
{(1,35), (4,20), (8,16), (16,0)}[ 5, 1, 2 ](z3+1, z4+1, z8+1){2,4,8}2328 [?]2929
{(1,35), (2,22), (8,16), (16,0)}[ 13, 1, 2 ](z+1, z6+1, z8+1){2,4,8}67210 [?]211211
{(1,35), (2,26), (8,16), (16,0)}[ 9, 5/3, 2 ](z+1, z2+1, z8+1){2,4,8}3728 [?]210210
{(1,35), (2,30), (4,28), (8,16), (16,0)}[ 5, 1, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2328 [?]2828
{(1,35), (4,28), (8,16), (16,0)}[ 7/3, 3, 2 ](z+1, z4+1, z8+1){1,2,4,8}3725 [?]2828
{(1,35), (2,30), (8,16), (16,0)}[ 5, 7/3, 2 ](z+1, z2+1, z8+1){2,4,8}2327 [?]2929
36{(1,36), (2,20), (4,4), (16,0)}[ 16, 8, 1/3 ](z+1, z2+1, z4+1){2,4}23214 [?]216216216
37{(1,37), (2,22), (4,12), (8,8), (16,0)}[ 15, 5, 1 ](z+1, z2+1, z12+z4+1){2,4}31211 [?]213213216
{(1,37), (2,26), (4,12), (8,8), (16,0)}[ 11, 7, 1 ](z+1, z2+1, z12+z4+1){2,4}31210 [?]212212
{(1,37), (2,28), (4,12), (8,8), (16,0)}[ 9, 8, 1 ](z+1, z2+1, z12+z4+1){2,4}31210 [?]212212
{(1,37), (2,22), (4,20), (8,8), (16,0)}[ 15, 1, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23211 [?]212212
{(1,37), (2,26), (4,20), (8,8), (16,0)}[ 11, 3, 1 ](z+1, z6+z2+1, z8+1){2,4,8}3129 [?]211211
{(1,37), (2,30), (4,20), (8,8), (16,0)}[ 7, 5, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11210 [?]210210
{(1,37), (2,34), (4,20), (8,8), (16,0)}[ 3, 7, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2327 [?]2929
{(1,37), (2,22), (8,8), (16,0)}[ 15, 7/3, 1 ](z+1, z2+1, z8+1){2,4,8}23211 [?]213213
{(1,37), (2,26), (4,24), (8,8), (16,0)}[ 11, 1, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11210 [?]211211
{(1,37), (2,30), (4,24), (8,8), (16,0)}[ 7, 3, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23210 [?]210210
{(1,37), (2,34), (4,24), (8,8), (16,0)}[ 3, 5, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2327 [?]2929
{(1,37), (4,24), (8,8), (16,0)}[ 13/3, 4, 1 ](z+1, z4+1, z8+1){1,2,4,8}2328 [?]210210
{(1,37), (2,22), (4,12), (16,0)}[ 15, 5, 1 ](z+1, z2+1, z12+1){2,4,8}21212 [?]213213
{(1,37), (2,26), (4,12), (16,0)}[ 11, 7, 1 ](z+1, z2+1, z12+1){2,4,8}21211 [?]212212
{(1,37), (2,28), (4,12), (16,0)}[ 9, 8, 1 ](z+1, z2+1, z12+1){2,4,8}21211 [?]212212
{(1,37), (2,22), (4,20), (8,16), (16,0)}[ 15, 1, 2 ](z+1, z6+z2+1, z8+1){2,4,8}37210 [?]212212
{(1,37), (2,26), (4,20), (8,16), (16,0)}[ 11, 3, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23211 [?]211211
{(1,37), (2,30), (4,20), (8,16), (16,0)}[ 7, 5, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23210 [?]210210
{(1,37), (2,34), (4,20), (8,16), (16,0)}[ 3, 7, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2328 [?]2929
{(1,37), (2,22), (8,16), (16,0)}[ 15, 1, 2 ](z+1, z6+1, z8+1){2,4,8}67211 [?]212212
{(1,37), (2,26), (8,16), (16,0)}[ 11, 5/3, 2 ](z+1, z2+1, z8+1){2,4,8}3729 [?]211211
{(1,37), (2,30), (4,28), (8,16), (16,0)}[ 7, 1, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2329 [?]2929
{(1,37), (2,34), (4,28), (8,16), (16,0)}[ 3, 2 ](z7+z3+z+1, z8+1){2,4,8}4126 [?]2828
{(1,37), (4,28), (8,16), (16,0)}[ 3, 2 ](z7+z3+1, z8+1){1,2,4,8}7125 [?]2828
{(1,37), (2,30), (8,16), (16,0)}[ 7, 7/3, 2 ](z+1, z2+1, z8+1){2,4,8}2328 [?]210210
38{(1,38), (2,22), (4,12), (8,8), (16,0)}[ 16, 5, 1 ](z+1, z2+1, z12+z4+1){2,4}31212 [?]214214216
{(1,38), (2,22), (4,20), (8,8), (16,0)}[ 16, 1, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23212 [?]213213
{(1,38), (2,22), (8,8), (16,0)}[ 16, 7/3, 1 ](z+1, z2+1, z8+1){2,4,8}23212 [?]214214
{(1,38), (2,22), (4,12), (16,0)}[ 16, 5, 1 ](z+1, z2+1, z12+1){2,4,8}21213 [?]214214
{(1,38), (2,22), (4,20), (8,16), (16,0)}[ 16, 1, 2 ](z+1, z6+z2+1, z8+1){2,4,8}37211 [?]213213
{(1,38), (2,22), (8,16), (16,0)}[ 16, 1, 2 ](z+1, z6+1, z8+1){2,4,8}67212 [?]213213
39{(1,39), (2,26), (4,12), (8,8), (16,0)}[ 13, 7, 1 ](z+1, z2+1, z12+z4+1){2,4}31211 [?]213213216
{(1,39), (2,28), (4,12), (8,8), (16,0)}[ 11, 8, 1 ](z+1, z2+1, z12+z4+1){2,4}31211 [?]213213
{(1,39), (2,26), (4,20), (8,8), (16,0)}[ 13, 3, 1 ](z+1, z6+z2+1, z8+1){2,4,8}31210 [?]212212
{(1,39), (2,30), (4,20), (8,8), (16,0)}[ 9, 5, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11211 [?]211211
{(1,39), (2,34), (4,20), (8,8), (16,0)}[ 5, 7, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2329 [?]210210
{(1,39), (2,36), (4,20), (8,8), (16,0)}[ 3, 8, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2328 [?]210210
{(1,39), (2,26), (4,24), (8,8), (16,0)}[ 13, 1, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11211 [?]212212
{(1,39), (2,30), (4,24), (8,8), (16,0)}[ 9, 3, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23211 [?]211211
{(1,39), (2,34), (4,24), (8,8), (16,0)}[ 5, 4, 1 ](z3+z+1, z4+1, z8+1){1,2,4,8}3128 [?]210210
{(1,39), (4,24), (8,8), (16,0)}[ 5, 4, 1 ](z3+1, z4+1, z8+1){2,4,8}2129 [?]210210
{(1,39), (2,26), (4,12), (16,0)}[ 13, 7, 1 ](z+1, z2+1, z12+1){2,4,8}21212 [?]213213
{(1,39), (2,28), (4,12), (16,0)}[ 11, 8, 1 ](z+1, z2+1, z12+1){2,4,8}21212 [?]213213
{(1,39), (2,26), (4,20), (8,16), (16,0)}[ 13, 3, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23212 [?]212212
{(1,39), (2,30), (4,20), (8,16), (16,0)}[ 9, 5, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23211 [?]211211
{(1,39), (2,34), (4,20), (8,16), (16,0)}[ 5, 7, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2329 [?]210210
{(1,39), (2,36), (4,20), (8,16), (16,0)}[ 3, 8, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2329 [?]210210
{(1,39), (2,26), (8,16), (16,0)}[ 13, 5/3, 2 ](z+1, z2+1, z8+1){2,4,8}37210 [?]212212
{(1,39), (2,30), (4,28), (8,16), (16,0)}[ 9, 1, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23210 [?]210210
{(1,39), (2,34), (4,28), (8,16), (16,0)}[ 5, 3, 2 ](z+1, z6+z2+1, z8+1){2,4,8}3127 [?]2929
{(1,39), (4,28), (8,16), (16,0)}[ 11/3, 3, 2 ](z+1, z4+1, z8+1){1,2,4,8}2327 [?]2929
{(1,39), (2,30), (8,16), (16,0)}[ 9, 7/3, 2 ](z+1, z2+1, z8+1){2,4,8}2329 [?]211211
41{(1,41), (2,26), (4,12), (8,8), (16,0)}[ 15, 7, 1 ](z+1, z2+1, z12+z4+1){2,4}31212 [?]214214217
{(1,41), (2,28), (4,12), (8,8), (16,0)}[ 13, 8, 1 ](z+1, z2+1, z12+z4+1){2,4}31212 [?]214214
{(1,41), (2,26), (4,20), (8,8), (16,0)}[ 15, 3, 1 ](z+1, z6+z2+1, z8+1){2,4,8}31211 [?]213213
{(1,41), (2,30), (4,20), (8,8), (16,0)}[ 11, 5, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11212 [?]212212
{(1,41), (2,34), (4,20), (8,8), (16,0)}[ 7, 3, 1 ](z3+z+1, z4+1, z8+1){1,2,4,8}3129 [?]211211
{(1,41), (2,36), (4,20), (8,8), (16,0)}[ 5, 8, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11210 [?]211211
{(1,41), (2,26), (4,24), (8,8), (16,0)}[ 15, 1, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11212 [?]213213
{(1,41), (2,30), (4,24), (8,8), (16,0)}[ 11, 3, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23212 [?]212212
{(1,41), (2,34), (4,24), (8,8), (16,0)}[ 7, 5, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11211 [?]211211
{(1,41), (2,38), (4,24), (8,8), (16,0)}[ 3, 7, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2328 [?]210210
{(1,41), (2,26), (4,12), (16,0)}[ 15, 7, 1 ](z+1, z2+1, z12+1){2,4,8}21213 [?]214214
{(1,41), (2,28), (4,12), (16,0)}[ 13, 8, 1 ](z+1, z2+1, z12+1){2,4,8}21213 [?]214214
{(1,41), (2,26), (4,20), (8,16), (16,0)}[ 15, 3, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23213 [?]213213
{(1,41), (2,30), (4,20), (8,16), (16,0)}[ 11, 5, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23212 [?]212212
{(1,41), (2,34), (4,20), (8,16), (16,0)}[ 7, 1, 2 ](z3+z+1, z4+1, z8+1){1,2,4,8}6329 [?]211211
{(1,41), (2,36), (4,20), (8,16), (16,0)}[ 5, 8, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23210 [?]211211
{(1,41), (2,26), (8,16), (16,0)}[ 15, 5/3, 2 ](z+1, z2+1, z8+1){2,4,8}37211 [?]213213
{(1,41), (2,30), (4,28), (8,16), (16,0)}[ 11, 1, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23211 [?]211211
{(1,41), (2,34), (4,28), (8,16), (16,0)}[ 7, 3, 2 ](z+1, z6+z2+1, z8+1){2,4,8}3128 [?]210210
{(1,41), (2,38), (4,28), (8,16), (16,0)}[ 3, 5, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2327 [?]2929
{(1,41), (4,28), (8,16), (16,0)}[ 13/3, 3, 2 ](z+1, z4+1, z8+1){1,2,4,8}2328 [?]210210
{(1,41), (2,30), (8,16), (16,0)}[ 11, 7/3, 2 ](z+1, z2+1, z8+1){2,4,8}23210 [?]212212
{(1,41), (2,34), (4,32), (8,16), (16,0)}[ 7, 1, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11210 [?]210210
{(1,41), (2,38), (4,32), (8,16), (16,0)}[ 3, 4, 2 ](z3+z+1, z4+1, z8+1){1,2,4,8}3726 [?]2929
{(1,41), (4,32), (8,16), (16,0)}[ 3, 4, 2 ](z3+1, z4+1, z8+1){2,4,8}6727 [?]2929
42{(1,42), (2,26), (4,12), (8,8), (16,0)}[ 16, 7, 1 ](z+1, z2+1, z12+z4+1){2,4}31213 [?]215215217
{(1,42), (2,26), (4,20), (8,8), (16,0)}[ 16, 3, 1 ](z+1, z6+z2+1, z8+1){2,4,8}31212 [?]214214
{(1,42), (2,26), (4,24), (8,8), (16,0)}[ 16, 1, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11213 [?]214214
{(1,42), (2,26), (4,12), (16,0)}[ 16, 7, 1 ](z+1, z2+1, z12+1){2,4,8}21214 [?]215215
{(1,42), (2,26), (4,20), (8,16), (16,0)}[ 16, 3, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23214 [?]214214
{(1,42), (2,26), (8,16), (16,0)}[ 16, 5/3, 2 ](z+1, z2+1, z8+1){2,4,8}37212 [?]214214
43{(1,43), (2,28), (4,12), (8,8), (16,0)}[ 15, 8, 1 ](z+1, z2+1, z12+z4+1){2,4}31213 [?]215215217
{(1,43), (2,30), (4,20), (8,8), (16,0)}[ 13, 5, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11213 [?]213213
{(1,43), (2,34), (4,20), (8,8), (16,0)}[ 9, 7, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11212 [?]212212
{(1,43), (2,36), (4,20), (8,8), (16,0)}[ 7, 8, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23211 [?]212212
{(1,43), (2,30), (4,24), (8,8), (16,0)}[ 13, 3, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23213 [?]213213
{(1,43), (2,34), (4,24), (8,8), (16,0)}[ 9, 5, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11212 [?]212212
{(1,43), (2,38), (4,24), (8,8), (16,0)}[ 5, 7, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23210 [?]211211
{(1,43), (2,40), (4,24), (8,8), (16,0)}[ 3, 8, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2329 [?]211211
{(1,43), (2,28), (4,12), (16,0)}[ 15, 8, 1 ](z+1, z2+1, z12+1){2,4,8}21214 [?]215215
{(1,43), (2,30), (4,20), (8,16), (16,0)}[ 13, 5, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23213 [?]213213
{(1,43), (2,34), (4,20), (8,16), (16,0)}[ 9, 7, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23212 [?]212212
{(1,43), (2,36), (4,20), (8,16), (16,0)}[ 7, 8, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23211 [?]212212
{(1,43), (2,30), (4,28), (8,16), (16,0)}[ 13, 1, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23212 [?]212212
{(1,43), (2,34), (4,28), (8,16), (16,0)}[ 9, 3, 2 ](z+1, z6+z2+1, z8+1){2,4,8}3129 [?]211211
{(1,43), (2,38), (4,28), (8,16), (16,0)}[ 5, 3, 2 ](z3+z+1, z4+1, z8+1){1,2,4,8}3128 [?]210210
{(1,43), (4,28), (8,16), (16,0)}[ 5, 3, 2 ](z3+1, z4+1, z8+1){2,4,8}2129 [?]210210
{(1,43), (2,30), (8,16), (16,0)}[ 13, 7/3, 2 ](z+1, z2+1, z8+1){2,4,8}23211 [?]213213
{(1,43), (2,34), (4,32), (8,16), (16,0)}[ 9, 1, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11211 [?]211211
{(1,43), (2,38), (4,32), (8,16), (16,0)}[ 5, 3, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23210 [?]210210
{(1,43), (4,32), (8,16), (16,0)}[ 11/3, 4, 2 ](z+1, z4+1, z8+1){1,2,4,8}3727 [?]210210
44{(1,44), (2,28), (4,12), (8,8), (16,0)}[ 16, 8, 1 ](z+1, z2+1, z12+z4+1){2,4}31214 [?]216216217
{(1,44), (2,28), (4,12), (16,0)}[ 16, 8, 1 ](z+1, z2+1, z12+1){2,4,8}21215 [?]216216
45{(1,45), (2,30), (4,20), (8,8), (16,0)}[ 15, 5, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11214 [?]214214217
{(1,45), (2,34), (4,20), (8,8), (16,0)}[ 11, 7, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11213 [?]213213
{(1,45), (2,36), (4,20), (8,8), (16,0)}[ 9, 8, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11213 [?]213213
{(1,45), (2,30), (4,24), (8,8), (16,0)}[ 15, 3, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23214 [?]214214
{(1,45), (2,34), (4,24), (8,8), (16,0)}[ 11, 5, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11213 [?]213213
{(1,45), (2,38), (4,24), (8,8), (16,0)}[ 7, 4, 1 ](z3+z+1, z4+1, z8+1){1,2,4,8}31210 [?]212212
{(1,45), (2,40), (4,24), (8,8), (16,0)}[ 5, 8, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11211 [?]212212
{(1,45), (2,30), (4,20), (8,16), (16,0)}[ 15, 5, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23214 [?]214214
{(1,45), (2,34), (4,20), (8,16), (16,0)}[ 11, 7, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23213 [?]213213
{(1,45), (2,36), (4,20), (8,16), (16,0)}[ 9, 8, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23213 [?]213213
{(1,45), (2,30), (4,28), (8,16), (16,0)}[ 15, 1, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23213 [?]213213
{(1,45), (2,34), (4,28), (8,16), (16,0)}[ 11, 3, 2 ](z+1, z6+z2+1, z8+1){2,4,8}31210 [?]212212
{(1,45), (2,38), (4,28), (8,16), (16,0)}[ 7, 5, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11211 [?]211211
{(1,45), (2,42), (4,28), (8,16), (16,0)}[ 3, 7, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2328 [?]210210
{(1,45), (2,30), (8,16), (16,0)}[ 15, 7/3, 2 ](z+1, z2+1, z8+1){2,4,8}23212 [?]214214
{(1,45), (2,34), (4,32), (8,16), (16,0)}[ 11, 1, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11212 [?]212212
{(1,45), (2,38), (4,32), (8,16), (16,0)}[ 7, 3, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23211 [?]211211
{(1,45), (2,42), (4,32), (8,16), (16,0)}[ 3, 5, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}2328 [?]210210
{(1,45), (4,32), (8,16), (16,0)}[ 13/3, 4, 2 ](z+1, z4+1, z8+1){1,2,4,8}2329 [?]211211
46{(1,46), (2,30), (4,20), (8,8), (16,0)}[ 16, 5, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11215 [?]215215217
{(1,46), (2,30), (4,24), (8,8), (16,0)}[ 16, 3, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23215 [?]215215
{(1,46), (2,30), (4,20), (8,16), (16,0)}[ 16, 5, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23215 [?]215215
{(1,46), (2,30), (4,28), (8,16), (16,0)}[ 16, 1, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23214 [?]214214
{(1,46), (2,30), (8,16), (16,0)}[ 16, 7/3, 2 ](z+1, z2+1, z8+1){2,4,8}23213 [?]215215
47{(1,47), (2,34), (4,20), (8,8), (16,0)}[ 13, 7, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11214 [?]214214217
{(1,47), (2,36), (4,20), (8,8), (16,0)}[ 11, 8, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11214 [?]214214
{(1,47), (2,34), (4,24), (8,8), (16,0)}[ 13, 5, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11214 [?]214214
{(1,47), (2,38), (4,24), (8,8), (16,0)}[ 9, 7, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11213 [?]213213
{(1,47), (2,40), (4,24), (8,8), (16,0)}[ 7, 8, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23212 [?]213213
{(1,47), (2,34), (4,20), (8,16), (16,0)}[ 13, 7, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23214 [?]214214
{(1,47), (2,36), (4,20), (8,16), (16,0)}[ 11, 8, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23214 [?]214214
{(1,47), (2,34), (4,28), (8,16), (16,0)}[ 13, 3, 2 ](z+1, z6+z2+1, z8+1){2,4,8}31211 [?]213213
{(1,47), (2,38), (4,28), (8,16), (16,0)}[ 9, 5, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11212 [?]212212
{(1,47), (2,42), (4,28), (8,16), (16,0)}[ 5, 7, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23210 [?]211211
{(1,47), (2,34), (4,32), (8,16), (16,0)}[ 13, 1, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11213 [?]213213
{(1,47), (2,38), (4,32), (8,16), (16,0)}[ 9, 3, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23212 [?]212212
{(1,47), (2,42), (4,32), (8,16), (16,0)}[ 5, 4, 2 ](z3+z+1, z4+1, z8+1){1,2,4,8}3129 [?]211211
{(1,47), (4,32), (8,16), (16,0)}[ 5, 4, 2 ](z3+1, z4+1, z8+1){2,4,8}21210 [?]211211
49{(1,49), (2,34), (4,20), (8,8), (16,0)}[ 15, 7, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11215 [?]215215218
{(1,49), (2,36), (4,20), (8,8), (16,0)}[ 13, 8, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11215 [?]215215
{(1,49), (2,34), (4,24), (8,8), (16,0)}[ 15, 5, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11215 [?]215215
{(1,49), (2,38), (4,24), (8,8), (16,0)}[ 11, 7, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11214 [?]214214
{(1,49), (2,40), (4,24), (8,8), (16,0)}[ 9, 8, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11214 [?]214214
{(1,49), (2,34), (4,20), (8,16), (16,0)}[ 15, 7, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23215 [?]215215
{(1,49), (2,36), (4,20), (8,16), (16,0)}[ 13, 8, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23215 [?]215215
{(1,49), (2,34), (4,28), (8,16), (16,0)}[ 15, 3, 2 ](z+1, z6+z2+1, z8+1){2,4,8}31212 [?]214214
{(1,49), (2,38), (4,28), (8,16), (16,0)}[ 11, 5, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11213 [?]213213
{(1,49), (2,42), (4,28), (8,16), (16,0)}[ 7, 3, 2 ](z3+z+1, z4+1, z8+1){1,2,4,8}31210 [?]212212
{(1,49), (2,44), (4,28), (8,16), (16,0)}[ 5, 8, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11211 [?]212212
{(1,49), (2,34), (4,32), (8,16), (16,0)}[ 15, 1, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11214 [?]214214
{(1,49), (2,38), (4,32), (8,16), (16,0)}[ 11, 3, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23213 [?]213213
{(1,49), (2,42), (4,32), (8,16), (16,0)}[ 7, 5, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11212 [?]212212
50{(1,50), (2,34), (4,20), (8,8), (16,0)}[ 16, 7, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11216 [?]216216218
{(1,50), (2,34), (4,24), (8,8), (16,0)}[ 16, 5, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11216 [?]216216
{(1,50), (2,34), (4,20), (8,16), (16,0)}[ 16, 7, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23216 [?]216216
{(1,50), (2,34), (4,28), (8,16), (16,0)}[ 16, 3, 2 ](z+1, z6+z2+1, z8+1){2,4,8}31213 [?]215215
{(1,50), (2,34), (4,32), (8,16), (16,0)}[ 16, 1, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11215 [?]215215
51{(1,51), (2,36), (4,20), (8,8), (16,0)}[ 15, 8, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11216 [?]216216218
{(1,51), (2,38), (4,24), (8,8), (16,0)}[ 13, 7, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11215 [?]215215
{(1,51), (2,40), (4,24), (8,8), (16,0)}[ 11, 8, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11215 [?]215215
{(1,51), (2,36), (4,20), (8,16), (16,0)}[ 15, 8, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23216 [?]216216
{(1,51), (2,38), (4,28), (8,16), (16,0)}[ 13, 5, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11214 [?]214214
{(1,51), (2,42), (4,28), (8,16), (16,0)}[ 9, 7, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11213 [?]213213
{(1,51), (2,44), (4,28), (8,16), (16,0)}[ 7, 8, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23212 [?]213213
{(1,51), (2,38), (4,32), (8,16), (16,0)}[ 13, 3, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23214 [?]214214
{(1,51), (2,42), (4,32), (8,16), (16,0)}[ 9, 5, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11213 [?]213213
{(1,51), (2,46), (4,32), (8,16), (16,0)}[ 5, 7, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23211 [?]212212
52{(1,52), (2,36), (4,20), (8,8), (16,0)}[ 16, 8, 3, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11217 [?]217217218
{(1,52), (2,36), (4,20), (8,16), (16,0)}[ 16, 8, 1, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23217 [?]217217
53{(1,53), (2,38), (4,24), (8,8), (16,0)}[ 15, 7, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11216 [?]216216218
{(1,53), (2,40), (4,24), (8,8), (16,0)}[ 13, 8, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11216 [?]216216
{(1,53), (2,38), (4,28), (8,16), (16,0)}[ 15, 5, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11215 [?]215215
{(1,53), (2,42), (4,28), (8,16), (16,0)}[ 11, 7, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11214 [?]214214
{(1,53), (2,44), (4,28), (8,16), (16,0)}[ 9, 8, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11214 [?]214214
{(1,53), (2,38), (4,32), (8,16), (16,0)}[ 15, 3, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23215 [?]215215
{(1,53), (2,42), (4,32), (8,16), (16,0)}[ 11, 5, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11214 [?]214214
{(1,53), (2,46), (4,32), (8,16), (16,0)}[ 7, 4, 2 ](z3+z+1, z4+1, z8+1){1,2,4,8}31211 [?]213213
{(1,53), (2,48), (4,32), (8,16), (16,0)}[ 5, 8, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11212 [?]213213
54{(1,54), (2,38), (4,24), (8,8), (16,0)}[ 16, 7, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11217 [?]217217218
{(1,54), (2,38), (4,28), (8,16), (16,0)}[ 16, 5, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11216 [?]216216
{(1,54), (2,38), (4,32), (8,16), (16,0)}[ 16, 3, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23216 [?]216216
55{(1,55), (2,40), (4,24), (8,8), (16,0)}[ 15, 8, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11217 [?]217217218
{(1,55), (2,42), (4,28), (8,16), (16,0)}[ 13, 7, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11215 [?]215215
{(1,55), (2,44), (4,28), (8,16), (16,0)}[ 11, 8, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11215 [?]215215
{(1,55), (2,42), (4,32), (8,16), (16,0)}[ 13, 5, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11215 [?]215215
{(1,55), (2,46), (4,32), (8,16), (16,0)}[ 9, 7, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11214 [?]214214
{(1,55), (2,48), (4,32), (8,16), (16,0)}[ 7, 8, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}23213 [?]214214
56{(1,56), (2,40), (4,24), (8,8), (16,0)}[ 16, 8, 4, 1 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11218 [?]218218218
57{(1,57), (2,42), (4,28), (8,16), (16,0)}[ 15, 7, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11216 [?]216216218
{(1,57), (2,44), (4,28), (8,16), (16,0)}[ 13, 8, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11216 [?]216216
{(1,57), (2,42), (4,32), (8,16), (16,0)}[ 15, 5, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11216 [?]216216
{(1,57), (2,46), (4,32), (8,16), (16,0)}[ 11, 7, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11215 [?]215215
{(1,57), (2,48), (4,32), (8,16), (16,0)}[ 9, 8, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11215 [?]215215
58{(1,58), (2,42), (4,28), (8,16), (16,0)}[ 16, 7, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11217 [?]217217218
{(1,58), (2,42), (4,32), (8,16), (16,0)}[ 16, 5, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11217 [?]217217
59{(1,59), (2,44), (4,28), (8,16), (16,0)}[ 15, 8, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11217 [?]217217218
{(1,59), (2,46), (4,32), (8,16), (16,0)}[ 13, 7, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11216 [?]216216
{(1,59), (2,48), (4,32), (8,16), (16,0)}[ 11, 8, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11216 [?]216216
60{(1,60), (2,44), (4,28), (8,16), (16,0)}[ 16, 8, 3, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11218 [?]218218218
61{(1,61), (2,46), (4,32), (8,16), (16,0)}[ 15, 7, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11217 [?]217217218
{(1,61), (2,48), (4,32), (8,16), (16,0)}[ 13, 8, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11217 [?]217217
62{(1,62), (2,46), (4,32), (8,16), (16,0)}[ 16, 7, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11218 [?]218218218
63{(1,63), (2,48), (4,32), (8,16), (16,0)}[ 15, 8, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11218 [?]218218218
64{(1,64), (2,48), (4,32), (8,16), (16,0)}[ 16, 8, 4, 2 ](z+1, z2+1, z4+1, z8+1){2,4,8,16}11219 [?]219219219