Number Theory Tables, Department of Mathematics and Statistics, UNCG

Number of totally ramified extensions of Q7 of degree 49

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), (49,0)}[ 1/48 ](z+1){1}248{ 4704 }{ 49P28 }1726·726·72
(z+2){1}248{ 4704 }{ 49P28 }172
(z+3){1}248{ 4704 }{ 49P28 }172
(z+4){1}248{ 4704 }{ 49P28 }172
(z+5){1}248{ 4704 }{ 49P28 }172
(z+6){1}248{ 4704 }{ 49P28 }172
2{(1,2), (49,0)}[ 1/24 ](z2+1){1}224{ 2352 }{ 49P23 }1726·726·72
(z2+2){1}224{ 2352 }{ 49P23 }172
(z2+3){1}224{ 2352 }{ 49P25 }172
(z2+4){1}224{ 2352 }{ 49P23 }172
(z2+5){1}224{ 2352 }{ 49P25 }172
(z2+6){1}224{ 2352 }{ 49P25 }172
3{(1,3), (49,0)}[ 1/16 ](z3+1){1}216{ 1568 }{ 49P19 }1726·726·72
(z3+2){1}616{ 4704 }{ 49P28 }172
(z3+3){1}616{ 4704 }{ 49P28 }172
(z3+4){1}616{ 4704 }{ 49P28 }172
(z3+5){1}616{ 4704 }{ 49P28 }172
(z3+6){1}216{ 1568 }{ 49P19 }172
4{(1,4), (49,0)}[ 1/12 ](z4+1){1}212{ 1176 }{ 49P14 }1726·726·72
(z4+2){1}212{ 1176 }{ 49P14 }172
(z4+3){1}212{ 1176 }{ 49P16 }172
(z4+4){1}212{ 1176 }{ 49P14 }172
(z4+5){1}212{ 1176 }{ 49P16 }172
(z4+6){1}212{ 1176 }{ 49P16 }172
5{(1,5), (49,0)}[ 5/48 ](z+1){1}248{ 4704 }{ 49P28 }1726·726·72
(z+2){1}248{ 4704 }{ 49P28 }172
(z+3){1}248{ 4704 }{ 49P28 }172
(z+4){1}248{ 4704 }{ 49P28 }172
(z+5){1}248{ 4704 }{ 49P28 }172
(z+6){1}248{ 4704 }{ 49P28 }172
6{(1,6), (49,0)}[ 1/8 ](z6+1){1}28{ 784 }{ 49P9 }1726·726·72
(z6+2){1}68{ 2352 }{ 49P23 }172
(z6+3){1}68{ 2352 }{ 49P25 }172
(z6+4){1}68{ 2352 }{ 49P23 }172
(z6+5){1}68{ 2352 }{ 49P25 }172
(z6+6){1}28{ 784 }{ 49P11 }172
8{(1,8), (7,7), (49,0)}[ 1/6 ](z8+z+1){1}36{ 882 }{ [882,36] }17236·726·73
(z8+2z+1){1}76{ 2058 }{ 49T? }172
(z8+3z+1){1}46{ 1176 }{ 49P13 }172
(z8+4z+1){1}46{ 1176 }{ 49P13 }172
(z8+5z+1){1}76{ 2058 }{ 49T? }172
(z8+6z+1){1}36{ 882 }{ [882,36] }172
(z8+z+2){1}76{ 2058 }{ 49T? }172
(z8+2z+2){1}46{ 1176 }{ 49P13 }172
(z8+3z+2){1}36{ 882 }{ [882,36] }172
(z8+4z+2){1}36{ 882 }{ [882,36] }172
(z8+5z+2){1}46{ 1176 }{ 49P13 }172
(z8+6z+2){1}76{ 2058 }{ 49T? }172
(z8+z+3){1}86{ 2352 }{ 49P24 }172
(z8+2z+3){1}86{ 2352 }{ 49P24 }172
(z8+3z+3){1}66{ 1764 }{ [1764,135] }172
(z8+4z+3){1}66{ 1764 }{ [1764,135] }172
(z8+5z+3){1}86{ 2352 }{ 49P24 }172
(z8+6z+3){1}86{ 2352 }{ 49P24 }172
(z8+z+4){1}46{ 1176 }{ 49P13 }172
(z8+2z+4){1}36{ 882 }{ [882,36] }172
(z8+3z+4){1}76{ 2058 }{ 49T? }172
(z8+4z+4){1}76{ 2058 }{ 49T? }172
(z8+5z+4){1}36{ 882 }{ [882,36] }172
(z8+6z+4){1}46{ 1176 }{ 49P13 }172
(z8+z+5){1}66{ 1764 }{ [1764,135] }172
(z8+2z+5){1}86{ 2352 }{ 49P24 }172
(z8+3z+5){1}86{ 2352 }{ 49P24 }172
(z8+4z+5){1}86{ 2352 }{ 49P24 }172
(z8+5z+5){1}86{ 2352 }{ 49P24 }172
(z8+6z+5){1}66{ 1764 }{ [1764,135] }172
(z8+z+6){1}86{ 2352 }{ 49P24 }172
(z8+2z+6){1}66{ 1764 }{ [1764,135] }172
(z8+3z+6){1}86{ 2352 }{ 49P24 }172
(z8+4z+6){1}86{ 2352 }{ 49P24 }172
(z8+5z+6){1}66{ 1764 }{ [1764,135] }172
(z8+6z+6){1}86{ 2352 }{ 49P24 }172
{(1,8), (49,0)}[ 1/6 ](z8+1){1}26{ 588 }{ 49P7 }1726·72
(z8+2){1}26{ 588 }{ 49P7 }172
(z8+3){1}26{ 588 }{ [588,37] }172
(z8+4){1}26{ 588 }{ 49P7 }172
(z8+5){1}26{ 588 }{ [588,37] }172
(z8+6){1}26{ 588 }{ [588,37] }172
9{(1,9), (7,7), (49,0)}[ 1/3, 1/6 ](z2+1, z7+1){1}2617236·726·73
(2z2+1, z7+2){1}26172
(3z2+1, z7+3){1}16172
(4z2+1, z7+4){1}26172
(5z2+1, z7+5){1}16172
(6z2+1, z7+6){1}16172
(z2+2, z7+1){1}66172
(2z2+2, z7+2){1}66172
(3z2+2, z7+3){1}36172
(4z2+2, z7+4){1}66172
(5z2+2, z7+5){1}36172
(6z2+2, z7+6){1}36172
(z2+3, z7+1){1}36172
(2z2+3, z7+2){1}36172
(3z2+3, z7+3){1}66172
(4z2+3, z7+4){1}36172
(5z2+3, z7+5){1}66172
(6z2+3, z7+6){1}66172
(z2+4, z7+1){1}66172
(2z2+4, z7+2){1}66172
(3z2+4, z7+3){1}36172
(4z2+4, z7+4){1}66172
(5z2+4, z7+5){1}36172
(6z2+4, z7+6){1}36172
(z2+5, z7+1){1}36172
(2z2+5, z7+2){1}36172
(3z2+5, z7+3){1}66172
(4z2+5, z7+4){1}36172
(5z2+5, z7+5){1}66172
(6z2+5, z7+6){1}66172
(z2+6, z7+1){1}16172
(2z2+6, z7+2){1}16172
(3z2+6, z7+3){1}26172
(4z2+6, z7+4){1}16172
(5z2+6, z7+5){1}26172
(6z2+6, z7+6){1}26172
{(1,9), (49,0)}[ 3/16 ](z3+1){1}216{ 1568 }{ 49P19 }1726·72
(z3+2){1}616{ 4704 }{ 49P28 }172
(z3+3){1}616{ 4704 }{ 49P28 }172
(z3+4){1}616{ 4704 }{ 49P28 }172
(z3+5){1}616{ 4704 }{ 49P28 }172
(z3+6){1}216{ 1568 }{ 49P19 }172
10{(1,10), (7,7), (49,0)}[ 1/2, 1/6 ](z3+1, z7+1){1}1617236·726·73
(2z3+1, z7+2){1}36172
(3z3+1, z7+3){1}36172
(4z3+1, z7+4){1}36172
(5z3+1, z7+5){1}36172
(6z3+1, z7+6){1}16172
(z3+2, z7+1){1}36172
(2z3+2, z7+2){1}16172
(3z3+2, z7+3){1}36172
(4z3+2, z7+4){1}36172
(5z3+2, z7+5){1}16172
(6z3+2, z7+6){1}36172
(z3+3, z7+1){1}66172
(2z3+3, z7+2){1}66172
(3z3+3, z7+3){1}26172
(4z3+3, z7+4){1}26172
(5z3+3, z7+5){1}66172
(6z3+3, z7+6){1}66172
(z3+4, z7+1){1}36172
(2z3+4, z7+2){1}36172
(3z3+4, z7+3){1}16172
(4z3+4, z7+4){1}16172
(5z3+4, z7+5){1}36172
(6z3+4, z7+6){1}36172
(z3+5, z7+1){1}66172
(2z3+5, z7+2){1}26172
(3z3+5, z7+3){1}66172
(4z3+5, z7+4){1}66172
(5z3+5, z7+5){1}26172
(6z3+5, z7+6){1}66172
(z3+6, z7+1){1}26172
(2z3+6, z7+2){1}66172
(3z3+6, z7+3){1}66172
(4z3+6, z7+4){1}66172
(5z3+6, z7+5){1}66172
(6z3+6, z7+6){1}26172
{(1,10), (49,0)}[ 5/24 ](z2+1){1}224{ 2352 }{ 49P23 }1726·72
(z2+2){1}224{ 2352 }{ 49P23 }172
(z2+3){1}224{ 2352 }{ 49P25 }172
(z2+4){1}224{ 2352 }{ 49P23 }172
(z2+5){1}224{ 2352 }{ 49P25 }172
(z2+6){1}224{ 2352 }{ 49P25 }172
11{(1,11), (7,7), (49,0)}[ 2/3, 1/6 ](z2+1, z7+1){1}2617236·726·73
(2z2+1, z7+2){1}66172
(3z2+1, z7+3){1}36172
(4z2+1, z7+4){1}66172
(5z2+1, z7+5){1}36172
(6z2+1, z7+6){1}16172
(z2+2, z7+1){1}66172
(2z2+2, z7+2){1}66172
(3z2+2, z7+3){1}16172
(4z2+2, z7+4){1}26172
(5z2+2, z7+5){1}36172
(6z2+2, z7+6){1}36172
(z2+3, z7+1){1}36172
(2z2+3, z7+2){1}16172
(3z2+3, z7+3){1}66172
(4z2+3, z7+4){1}36172
(5z2+3, z7+5){1}26172
(6z2+3, z7+6){1}66172
(z2+4, z7+1){1}66172
(2z2+4, z7+2){1}26172
(3z2+4, z7+3){1}36172
(4z2+4, z7+4){1}66172
(5z2+4, z7+5){1}16172
(6z2+4, z7+6){1}36172
(z2+5, z7+1){1}36172
(2z2+5, z7+2){1}36172
(3z2+5, z7+3){1}26172
(4z2+5, z7+4){1}16172
(5z2+5, z7+5){1}66172
(6z2+5, z7+6){1}66172
(z2+6, z7+1){1}16172
(2z2+6, z7+2){1}36172
(3z2+6, z7+3){1}66172
(4z2+6, z7+4){1}36172
(5z2+6, z7+5){1}66172
(6z2+6, z7+6){1}26172
{(1,11), (49,0)}[ 11/48 ](z+1){1}248{ 4704 }{ 49P28 }1726·72
(z+2){1}248{ 4704 }{ 49P28 }172
(z+3){1}248{ 4704 }{ 49P28 }172
(z+4){1}248{ 4704 }{ 49P28 }172
(z+5){1}248{ 4704 }{ 49P28 }172
(z+6){1}248{ 4704 }{ 49P28 }172
12{(1,12), (7,7), (49,0)}[ 5/6, 1/6 ](z+1, z7+1){1}1617236·726·73
(2z+1, z7+2){1}16172
(3z+1, z7+3){1}16172
(4z+1, z7+4){1}16172
(5z+1, z7+5){1}16172
(6z+1, z7+6){1}16172
(z+2, z7+1){1}36172
(2z+2, z7+2){1}36172
(3z+2, z7+3){1}36172
(4z+2, z7+4){1}36172
(5z+2, z7+5){1}36172
(6z+2, z7+6){1}36172
(z+3, z7+1){1}66172
(2z+3, z7+2){1}66172
(3z+3, z7+3){1}66172
(4z+3, z7+4){1}66172
(5z+3, z7+5){1}66172
(6z+3, z7+6){1}66172
(z+4, z7+1){1}36172
(2z+4, z7+2){1}36172
(3z+4, z7+3){1}36172
(4z+4, z7+4){1}36172
(5z+4, z7+5){1}36172
(6z+4, z7+6){1}36172
(z+5, z7+1){1}66172
(2z+5, z7+2){1}66172
(3z+5, z7+3){1}66172
(4z+5, z7+4){1}66172
(5z+5, z7+5){1}66172
(6z+5, z7+6){1}66172
(z+6, z7+1){1}26172
(2z+6, z7+2){1}26172
(3z+6, z7+3){1}26172
(4z+6, z7+4){1}26172
(5z+6, z7+5){1}26172
(6z+6, z7+6){1}26172
{(1,12), (49,0)}[ 1/4 ](z12+1){1}24{ 392 }{ 49P4 }1726·72
(z12+2){1}64{ 1176 }{ 49P14 }172
(z12+3){1}64{ 1176 }{ 49P16 }172
(z12+4){1}64{ 1176 }{ 49P14 }172
(z12+5){1}64{ 1176 }{ 49P16 }172
(z12+6){1}24{ 392 }{ 49P5 }172
13{(1,13), (7,7), (49,0)}[ 1, 1/6 ](z6+1, z7+1){1}2617236·726·73
(2z6+1, z7+2){1}66172
(3z6+1, z7+3){1}36172
(4z6+1, z7+4){1}66172
(5z6+1, z7+5){1}36172
(6z6+1, z7+6){7}16772
(z6+2, z7+1){1}66172
(2z6+2, z7+2){1}26172
(3z6+2, z7+3){1}36172
(4z6+2, z7+4){1}66172
(5z6+2, z7+5){7}16772
(6z6+2, z7+6){1}36172
(z6+3, z7+1){1}36172
(2z6+3, z7+2){1}36172
(3z6+3, z7+3){1}26172
(4z6+3, z7+4){7}16772
(5z6+3, z7+5){1}66172
(6z6+3, z7+6){1}66172
(z6+4, z7+1){1}66172
(2z6+4, z7+2){1}66172
(3z6+4, z7+3){7}16772
(4z6+4, z7+4){1}26172
(5z6+4, z7+5){1}36172
(6z6+4, z7+6){1}36172
(z6+5, z7+1){1}36172
(2z6+5, z7+2){7}16772
(3z6+5, z7+3){1}66172
(4z6+5, z7+4){1}36172
(5z6+5, z7+5){1}26172
(6z6+5, z7+6){1}66172
(z6+6, z7+1){7}16772
(2z6+6, z7+2){1}36172
(3z6+6, z7+3){1}66172
(4z6+6, z7+4){1}36172
(5z6+6, z7+5){1}66172
(6z6+6, z7+6){1}26172
{(1,13), (49,0)}[ 13/48 ](z+1){1}248{ 4704 }{ 49P28 }1726·72
(z+2){1}248{ 4704 }{ 49P28 }172
(z+3){1}248{ 4704 }{ 49P28 }172
(z+4){1}248{ 4704 }{ 49P28 }172
(z+5){1}248{ 4704 }{ 49P28 }172
(z+6){1}248{ 4704 }{ 49P28 }172
15{(1,15), (7,7), (49,0)}[ 4/3, 1/6 ](z2+1, z7+1){1}2677336·736·74
(2z2+1, z7+2){1}26773
(3z2+1, z7+3){1}16773
(4z2+1, z7+4){1}26773
(5z2+1, z7+5){1}16773
(6z2+1, z7+6){1}16773
(z2+2, z7+1){1}66773
(2z2+2, z7+2){1}66773
(3z2+2, z7+3){1}36773
(4z2+2, z7+4){1}66773
(5z2+2, z7+5){1}36773
(6z2+2, z7+6){1}36773
(z2+3, z7+1){1}36773
(2z2+3, z7+2){1}36773
(3z2+3, z7+3){1}66773
(4z2+3, z7+4){1}36773
(5z2+3, z7+5){1}66773
(6z2+3, z7+6){1}66773
(z2+4, z7+1){1}66773
(2z2+4, z7+2){1}66773
(3z2+4, z7+3){1}36773
(4z2+4, z7+4){1}66773
(5z2+4, z7+5){1}36773
(6z2+4, z7+6){1}36773
(z2+5, z7+1){1}36773
(2z2+5, z7+2){1}36773
(3z2+5, z7+3){1}66773
(4z2+5, z7+4){1}36773
(5z2+5, z7+5){1}66773
(6z2+5, z7+6){1}66773
(z2+6, z7+1){1}16773
(2z2+6, z7+2){1}16773
(3z2+6, z7+3){1}26773
(4z2+6, z7+4){1}16773
(5z2+6, z7+5){1}26773
(6z2+6, z7+6){1}26773
{(1,15), (49,0)}[ 5/16 ](z3+1){1}216{ 1568 }{ 49P19 }7736·73
(z3+2){1}616{ 4704 }{ 49P28 }773
(z3+3){1}616{ 4704 }{ 49P28 }773
(z3+4){1}616{ 4704 }{ 49P28 }773
(z3+5){1}616{ 4704 }{ 49P28 }773
(z3+6){1}216{ 1568 }{ 49P19 }773
16{(1,16), (7,7), (49,0)}[ 3/2, 1/6 ](z3+1, z7+1){1}1677336·736·74
(2z3+1, z7+2){1}36773
(3z3+1, z7+3){1}36773
(4z3+1, z7+4){1}36773
(5z3+1, z7+5){1}36773
(6z3+1, z7+6){1}16773
(z3+2, z7+1){1}36773
(2z3+2, z7+2){1}16773
(3z3+2, z7+3){1}36773
(4z3+2, z7+4){1}36773
(5z3+2, z7+5){1}16773
(6z3+2, z7+6){1}36773
(z3+3, z7+1){1}66773
(2z3+3, z7+2){1}66773
(3z3+3, z7+3){1}26773
(4z3+3, z7+4){1}26773
(5z3+3, z7+5){1}66773
(6z3+3, z7+6){1}66773
(z3+4, z7+1){1}36773
(2z3+4, z7+2){1}36773
(3z3+4, z7+3){1}16773
(4z3+4, z7+4){1}16773
(5z3+4, z7+5){1}36773
(6z3+4, z7+6){1}36773
(z3+5, z7+1){1}66773
(2z3+5, z7+2){1}26773
(3z3+5, z7+3){1}66773
(4z3+5, z7+4){1}66773
(5z3+5, z7+5){1}26773
(6z3+5, z7+6){1}66773
(z3+6, z7+1){1}26773
(2z3+6, z7+2){1}66773
(3z3+6, z7+3){1}66773
(4z3+6, z7+4){1}66773
(5z3+6, z7+5){1}66773
(6z3+6, z7+6){1}26773
{(1,16), (7,14), (49,0)}[ 1/3 ](z16+z2+1){1}33{ 441 }{ [441,9] }17236·72
(z16+2z2+1){1}143{ 2058 }{ 49T? }172
(z16+3z2+1){1}83{ 1176 }{ 49P13 }172
(z16+4z2+1){1}83{ 1176 }{ 49P13 }172
(z16+5z2+1){1}73{ 1029 }{ [1029,13] }172
(z16+6z2+1){1}63{ 882 }{ [882,36] }172
(z16+z2+2){1}143{ 2058 }{ 49T? }172
(z16+2z2+2){1}83{ 1176 }{ 49P13 }172
(z16+3z2+2){1}63{ 882 }{ [882,36] }172
(z16+4z2+2){1}33{ 441 }{ [441,9] }172
(z16+5z2+2){1}83{ 1176 }{ 49P13 }172
(z16+6z2+2){1}73{ 1029 }{ [1029,13] }172
(z16+z2+3){1}163{ 2352 }{ 49P24 }172
(z16+2z2+3){1}163{ 2352 }{ 49P24 }172
(z16+3z2+3){1}63{ 882 }{ [882,35] }172
(z16+4z2+3){1}63{ 882 }{ [882,35] }172
(z16+5z2+3){1}163{ 2352 }{ 49P24 }172
(z16+6z2+3){1}163{ 2352 }{ 49P24 }172
(z16+z2+4){1}83{ 1176 }{ 49P13 }172
(z16+2z2+4){1}33{ 441 }{ [441,9] }172
(z16+3z2+4){1}73{ 1029 }{ [1029,13] }172
(z16+4z2+4){1}143{ 2058 }{ 49T? }172
(z16+5z2+4){1}63{ 882 }{ [882,36] }172
(z16+6z2+4){1}83{ 1176 }{ 49P13 }172
(z16+z2+5){1}63{ 882 }{ [882,35] }172
(z16+2z2+5){1}163{ 2352 }{ 49P24 }172
(z16+3z2+5){1}163{ 2352 }{ 49P24 }172
(z16+4z2+5){1}163{ 2352 }{ 49P24 }172
(z16+5z2+5){1}163{ 2352 }{ 49P24 }172
(z16+6z2+5){1}63{ 882 }{ [882,35] }172
(z16+z2+6){1}163{ 2352 }{ 49P24 }172
(z16+2z2+6){1}63{ 882 }{ [882,35] }172
(z16+3z2+6){1}163{ 2352 }{ 49P24 }172
(z16+4z2+6){1}163{ 2352 }{ 49P24 }172
(z16+5z2+6){1}63{ 882 }{ [882,35] }172
(z16+6z2+6){1}163{ 2352 }{ 49P24 }172
{(1,16), (49,0)}[ 1/3 ](z16+1){1}43{ 588 }{ 49P7 }1726·72
(z16+2){1}43{ 588 }{ 49P7 }172
(z16+3){1}23{ 294 }{ [294,12] }172
(z16+4){1}43{ 588 }{ 49P7 }172
(z16+5){1}23{ 294 }{ [294,12] }172
(z16+6){1}23{ 294 }{ [294,12] }172
17{(1,17), (7,7), (49,0)}[ 5/3, 1/6 ](z2+1, z7+1){1}2677336·736·74
(2z2+1, z7+2){1}66773
(3z2+1, z7+3){1}36773
(4z2+1, z7+4){1}66773
(5z2+1, z7+5){1}36773
(6z2+1, z7+6){1}16773
(z2+2, z7+1){1}66773
(2z2+2, z7+2){1}66773
(3z2+2, z7+3){1}16773
(4z2+2, z7+4){1}26773
(5z2+2, z7+5){1}36773
(6z2+2, z7+6){1}36773
(z2+3, z7+1){1}36773
(2z2+3, z7+2){1}16773
(3z2+3, z7+3){1}66773
(4z2+3, z7+4){1}36773
(5z2+3, z7+5){1}26773
(6z2+3, z7+6){1}66773
(z2+4, z7+1){1}66773
(2z2+4, z7+2){1}26773
(3z2+4, z7+3){1}36773
(4z2+4, z7+4){1}66773
(5z2+4, z7+5){1}16773
(6z2+4, z7+6){1}36773
(z2+5, z7+1){1}36773
(2z2+5, z7+2){1}36773
(3z2+5, z7+3){1}26773
(4z2+5, z7+4){1}16773
(5z2+5, z7+5){1}66773
(6z2+5, z7+6){1}66773
(z2+6, z7+1){1}16773
(2z2+6, z7+2){1}36773
(3z2+6, z7+3){1}66773
(4z2+6, z7+4){1}36773
(5z2+6, z7+5){1}66773
(6z2+6, z7+6){1}26773
{(1,17), (7,14), (49,0)}[ 1/2, 1/3 ](z3+1, z14+1){1}2617236·72
(2z3+1, z14+2){1}66172
(3z3+1, z14+3){1}36172
(4z3+1, z14+4){1}66172
(5z3+1, z14+5){1}36172
(6z3+1, z14+6){1}16172
(z3+2, z14+1){1}66172
(2z3+2, z14+2){1}26172
(3z3+2, z14+3){1}36172
(4z3+2, z14+4){1}66172
(5z3+2, z14+5){1}16172
(6z3+2, z14+6){1}36172
(z3+3, z14+1){1}66172
(2z3+3, z14+2){1}66172
(3z3+3, z14+3){1}16172
(4z3+3, z14+4){1}26172
(5z3+3, z14+5){1}36172
(6z3+3, z14+6){1}36172
(z3+4, z14+1){1}66172
(2z3+4, z14+2){1}66172
(3z3+4, z14+3){1}16172
(4z3+4, z14+4){1}26172
(5z3+4, z14+5){1}36172
(6z3+4, z14+6){1}36172
(z3+5, z14+1){1}66172
(2z3+5, z14+2){1}26172
(3z3+5, z14+3){1}36172
(4z3+5, z14+4){1}66172
(5z3+5, z14+5){1}16172
(6z3+5, z14+6){1}36172
(z3+6, z14+1){1}26172
(2z3+6, z14+2){1}66172
(3z3+6, z14+3){1}36172
(4z3+6, z14+4){1}66172
(5z3+6, z14+5){1}36172
(6z3+6, z14+6){1}16172
{(1,17), (49,0)}[ 17/48 ](z+1){1}248{ 4704 }{ 49P28 }1726·72
(z+2){1}248{ 4704 }{ 49P28 }172
(z+3){1}248{ 4704 }{ 49P28 }172
(z+4){1}248{ 4704 }{ 49P28 }172
(z+5){1}248{ 4704 }{ 49P28 }172
(z+6){1}248{ 4704 }{ 49P28 }172
18{(1,18), (7,7), (49,0)}[ 11/6, 1/6 ](z+1, z7+1){1}1677336·736·74
(2z+1, z7+2){1}16773
(3z+1, z7+3){1}16773
(4z+1, z7+4){1}16773
(5z+1, z7+5){1}16773
(6z+1, z7+6){1}16773
(z+2, z7+1){1}36773
(2z+2, z7+2){1}36773
(3z+2, z7+3){1}36773
(4z+2, z7+4){1}36773
(5z+2, z7+5){1}36773
(6z+2, z7+6){1}36773
(z+3, z7+1){1}66773
(2z+3, z7+2){1}66773
(3z+3, z7+3){1}66773
(4z+3, z7+4){1}66773
(5z+3, z7+5){1}66773
(6z+3, z7+6){1}66773
(z+4, z7+1){1}36773
(2z+4, z7+2){1}36773
(3z+4, z7+3){1}36773
(4z+4, z7+4){1}36773
(5z+4, z7+5){1}36773
(6z+4, z7+6){1}36773
(z+5, z7+1){1}66773
(2z+5, z7+2){1}66773
(3z+5, z7+3){1}66773
(4z+5, z7+4){1}66773
(5z+5, z7+5){1}66773
(6z+5, z7+6){1}66773
(z+6, z7+1){1}26773
(2z+6, z7+2){1}26773
(3z+6, z7+3){1}26773
(4z+6, z7+4){1}26773
(5z+6, z7+5){1}26773
(6z+6, z7+6){1}26773
{(1,18), (7,14), (49,0)}[ 2/3, 1/3 ](z2+1, z14+1){1}2317236·72
(2z2+1, z14+2){1}23172
(3z2+1, z14+3){1}13172
(4z2+1, z14+4){1}23172
(5z2+1, z14+5){1}13172
(6z2+1, z14+6){1}13172
(z2+2, z14+1){1}63172
(2z2+2, z14+2){1}63172
(3z2+2, z14+3){1}33172
(4z2+2, z14+4){1}63172
(5z2+2, z14+5){1}33172
(6z2+2, z14+6){1}33172
(z2+3, z14+1){1}63172
(2z2+3, z14+2){1}63172
(3z2+3, z14+3){1}63172
(4z2+3, z14+4){1}63172
(5z2+3, z14+5){1}63172
(6z2+3, z14+6){1}63172
(z2+4, z14+1){1}63172
(2z2+4, z14+2){1}63172
(3z2+4, z14+3){1}33172
(4z2+4, z14+4){1}63172
(5z2+4, z14+5){1}33172
(6z2+4, z14+6){1}33172
(z2+5, z14+1){1}63172
(2z2+5, z14+2){1}63172
(3z2+5, z14+3){1}63172
(4z2+5, z14+4){1}63172
(5z2+5, z14+5){1}63172
(6z2+5, z14+6){1}63172
(z2+6, z14+1){1}23172
(2z2+6, z14+2){1}23172
(3z2+6, z14+3){1}23172
(4z2+6, z14+4){1}23172
(5z2+6, z14+5){1}23172
(6z2+6, z14+6){1}23172
{(1,18), (49,0)}[ 3/8 ](z6+1){1}28{ 784 }{ 49P9 }1726·72
(z6+2){1}68{ 2352 }{ 49P23 }172
(z6+3){1}68{ 2352 }{ 49P25 }172
(z6+4){1}68{ 2352 }{ 49P23 }172
(z6+5){1}68{ 2352 }{ 49P25 }172
(z6+6){1}28{ 784 }{ 49P11 }172
19{(1,19), (7,7), (49,0)}[ 2, 1/6 ](z6+1, z7+1){1}2677336·736·74
(2z6+1, z7+2){1}66773
(3z6+1, z7+3){1}36773
(4z6+1, z7+4){1}66773
(5z6+1, z7+5){1}36773
(6z6+1, z7+6){7}167273
(z6+2, z7+1){1}66773
(2z6+2, z7+2){1}26773
(3z6+2, z7+3){1}36773
(4z6+2, z7+4){1}66773
(5z6+2, z7+5){7}167273
(6z6+2, z7+6){1}36773
(z6+3, z7+1){1}36773
(2z6+3, z7+2){1}36773
(3z6+3, z7+3){1}26773
(4z6+3, z7+4){7}167273
(5z6+3, z7+5){1}66773
(6z6+3, z7+6){1}66773
(z6+4, z7+1){1}66773
(2z6+4, z7+2){1}66773
(3z6+4, z7+3){7}167273
(4z6+4, z7+4){1}26773
(5z6+4, z7+5){1}36773
(6z6+4, z7+6){1}36773
(z6+5, z7+1){1}36773
(2z6+5, z7+2){7}167273
(3z6+5, z7+3){1}66773
(4z6+5, z7+4){1}36773
(5z6+5, z7+5){1}26773
(6z6+5, z7+6){1}66773
(z6+6, z7+1){7}167273
(2z6+6, z7+2){1}36773
(3z6+6, z7+3){1}66773
(4z6+6, z7+4){1}36773
(5z6+6, z7+5){1}66773
(6z6+6, z7+6){1}26773
{(1,19), (7,14), (49,0)}[ 5/6, 1/3 ](z+1, z14+1){1}2617236·72
(2z+1, z14+2){1}66172
(3z+1, z14+3){1}36172
(4z+1, z14+4){1}66172
(5z+1, z14+5){1}36172
(6z+1, z14+6){1}16172
(z+2, z14+1){1}66172
(2z+2, z14+2){1}66172
(3z+2, z14+3){1}16172
(4z+2, z14+4){1}26172
(5z+2, z14+5){1}36172
(6z+2, z14+6){1}36172
(z+3, z14+1){1}66172
(2z+3, z14+2){1}26172
(3z+3, z14+3){1}36172
(4z+3, z14+4){1}66172
(5z+3, z14+5){1}16172
(6z+3, z14+6){1}36172
(z+4, z14+1){1}66172
(2z+4, z14+2){1}26172
(3z+4, z14+3){1}36172
(4z+4, z14+4){1}66172
(5z+4, z14+5){1}16172
(6z+4, z14+6){1}36172
(z+5, z14+1){1}66172
(2z+5, z14+2){1}66172
(3z+5, z14+3){1}16172
(4z+5, z14+4){1}26172
(5z+5, z14+5){1}36172
(6z+5, z14+6){1}36172
(z+6, z14+1){1}26172
(2z+6, z14+2){1}66172
(3z+6, z14+3){1}36172
(4z+6, z14+4){1}66172
(5z+6, z14+5){1}36172
(6z+6, z14+6){1}16172
{(1,19), (49,0)}[ 19/48 ](z+1){1}248{ 4704 }{ 49P28 }1726·72
(z+2){1}248{ 4704 }{ 49P28 }172
(z+3){1}248{ 4704 }{ 49P28 }172
(z+4){1}248{ 4704 }{ 49P28 }172
(z+5){1}248{ 4704 }{ 49P28 }172
(z+6){1}248{ 4704 }{ 49P28 }172
20{(1,20), (7,7), (49,0)}[ 13/6, 1/6 ](z+1, z7+1){1}1677336·736·74
(2z+1, z7+2){1}36773
(3z+1, z7+3){1}36773
(4z+1, z7+4){1}36773
(5z+1, z7+5){1}36773
(6z+1, z7+6){1}16773
(z+2, z7+1){1}36773
(2z+2, z7+2){1}36773
(3z+2, z7+3){1}16773
(4z+2, z7+4){1}16773
(5z+2, z7+5){1}36773
(6z+2, z7+6){1}36773
(z+3, z7+1){1}66773
(2z+3, z7+2){1}26773
(3z+3, z7+3){1}66773
(4z+3, z7+4){1}66773
(5z+3, z7+5){1}26773
(6z+3, z7+6){1}66773
(z+4, z7+1){1}36773
(2z+4, z7+2){1}16773
(3z+4, z7+3){1}36773
(4z+4, z7+4){1}36773
(5z+4, z7+5){1}16773
(6z+4, z7+6){1}36773
(z+5, z7+1){1}66773
(2z+5, z7+2){1}66773
(3z+5, z7+3){1}26773
(4z+5, z7+4){1}26773
(5z+5, z7+5){1}66773
(6z+5, z7+6){1}66773
(z+6, z7+1){1}26773
(2z+6, z7+2){1}66773
(3z+6, z7+3){1}66773
(4z+6, z7+4){1}66773
(5z+6, z7+5){1}66773
(6z+6, z7+6){1}26773
{(1,20), (7,14), (49,0)}[ 1, 1/3 ](z6+1, z14+1){1}2317236·72
(2z6+1, z14+2){1}63172
(3z6+1, z14+3){1}33172
(4z6+1, z14+4){1}63172
(5z6+1, z14+5){1}33172
(6z6+1, z14+6){7}13772
(z6+2, z14+1){1}63172
(2z6+2, z14+2){1}23172
(3z6+2, z14+3){1}33172
(4z6+2, z14+4){1}63172
(5z6+2, z14+5){7}13772
(6z6+2, z14+6){1}33172
(z6+3, z14+1){1}63172
(2z6+3, z14+2){1}63172
(3z6+3, z14+3){1}23172
(4z6+3, z14+4){7}23772
(5z6+3, z14+5){1}63172
(6z6+3, z14+6){1}63172
(z6+4, z14+1){1}63172
(2z6+4, z14+2){1}63172
(3z6+4, z14+3){7}13772
(4z6+4, z14+4){1}23172
(5z6+4, z14+5){1}33172
(6z6+4, z14+6){1}33172
(z6+5, z14+1){1}63172
(2z6+5, z14+2){7}23772
(3z6+5, z14+3){1}63172
(4z6+5, z14+4){1}63172
(5z6+5, z14+5){1}23172
(6z6+5, z14+6){1}63172
(z6+6, z14+1){7}23772
(2z6+6, z14+2){1}63172
(3z6+6, z14+3){1}63172
(4z6+6, z14+4){1}63172
(5z6+6, z14+5){1}63172
(6z6+6, z14+6){1}23172
{(1,20), (49,0)}[ 5/12 ](z4+1){1}212{ 1176 }{ 49P14 }1726·72
(z4+2){1}212{ 1176 }{ 49P14 }172
(z4+3){1}212{ 1176 }{ 49P16 }172
(z4+4){1}212{ 1176 }{ 49P14 }172
(z4+5){1}212{ 1176 }{ 49P16 }172
(z4+6){1}212{ 1176 }{ 49P16 }172
22{(1,22), (7,7), (49,0)}[ 5/2, 1/6 ](z3+1, z7+1){1}16727436·746·75
(2z3+1, z7+2){1}367274
(3z3+1, z7+3){1}367274
(4z3+1, z7+4){1}367274
(5z3+1, z7+5){1}367274
(6z3+1, z7+6){1}167274
(z3+2, z7+1){1}367274
(2z3+2, z7+2){1}167274
(3z3+2, z7+3){1}367274
(4z3+2, z7+4){1}367274
(5z3+2, z7+5){1}167274
(6z3+2, z7+6){1}367274
(z3+3, z7+1){1}667274
(2z3+3, z7+2){1}667274
(3z3+3, z7+3){1}267274
(4z3+3, z7+4){1}267274
(5z3+3, z7+5){1}667274
(6z3+3, z7+6){1}667274
(z3+4, z7+1){1}367274
(2z3+4, z7+2){1}367274
(3z3+4, z7+3){1}167274
(4z3+4, z7+4){1}167274
(5z3+4, z7+5){1}367274
(6z3+4, z7+6){1}367274
(z3+5, z7+1){1}667274
(2z3+5, z7+2){1}267274
(3z3+5, z7+3){1}667274
(4z3+5, z7+4){1}667274
(5z3+5, z7+5){1}267274
(6z3+5, z7+6){1}667274
(z3+6, z7+1){1}267274
(2z3+6, z7+2){1}667274
(3z3+6, z7+3){1}667274
(4z3+6, z7+4){1}667274
(5z3+6, z7+5){1}667274
(6z3+6, z7+6){1}267274
{(1,22), (7,14), (49,0)}[ 4/3, 1/3 ](z2+1, z14+1){1}2377336·73
(2z2+1, z14+2){1}63773
(3z2+1, z14+3){1}33773
(4z2+1, z14+4){1}63773
(5z2+1, z14+5){1}33773
(6z2+1, z14+6){1}13773
(z2+2, z14+1){1}63773
(2z2+2, z14+2){1}63773
(3z2+2, z14+3){1}13773
(4z2+2, z14+4){1}23773
(5z2+2, z14+5){1}33773
(6z2+2, z14+6){1}33773
(z2+3, z14+1){1}63773
(2z2+3, z14+2){1}23773
(3z2+3, z14+3){1}63773
(4z2+3, z14+4){1}63773
(5z2+3, z14+5){1}23773
(6z2+3, z14+6){1}63773
(z2+4, z14+1){1}63773
(2z2+4, z14+2){1}23773
(3z2+4, z14+3){1}33773
(4z2+4, z14+4){1}63773
(5z2+4, z14+5){1}13773
(6z2+4, z14+6){1}33773
(z2+5, z14+1){1}63773
(2z2+5, z14+2){1}63773
(3z2+5, z14+3){1}23773
(4z2+5, z14+4){1}23773
(5z2+5, z14+5){1}63773
(6z2+5, z14+6){1}63773
(z2+6, z14+1){1}23773
(2z2+6, z14+2){1}63773
(3z2+6, z14+3){1}63773
(4z2+6, z14+4){1}63773
(5z2+6, z14+5){1}63773
(6z2+6, z14+6){1}23773
{(1,22), (49,0)}[ 11/24 ](z2+1){1}224{ 2352 }{ 49P23 }7736·73
(z2+2){1}224{ 2352 }{ 49P23 }773
(z2+3){1}224{ 2352 }{ 49P25 }773
(z2+4){1}224{ 2352 }{ 49P23 }773
(z2+5){1}224{ 2352 }{ 49P25 }773
(z2+6){1}224{ 2352 }{ 49P25 }773
23{(1,23), (7,7), (49,0)}[ 8/3, 1/6 ](z2+1, z7+1){1}26727436·746·75
(2z2+1, z7+2){1}667274
(3z2+1, z7+3){1}367274
(4z2+1, z7+4){1}667274
(5z2+1, z7+5){1}367274
(6z2+1, z7+6){1}167274
(z2+2, z7+1){1}667274
(2z2+2, z7+2){1}667274
(3z2+2, z7+3){1}167274
(4z2+2, z7+4){1}267274
(5z2+2, z7+5){1}367274
(6z2+2, z7+6){1}367274
(z2+3, z7+1){1}367274
(2z2+3, z7+2){1}167274
(3z2+3, z7+3){1}667274
(4z2+3, z7+4){1}367274
(5z2+3, z7+5){1}267274
(6z2+3, z7+6){1}667274
(z2+4, z7+1){1}667274
(2z2+4, z7+2){1}267274
(3z2+4, z7+3){1}367274
(4z2+4, z7+4){1}667274
(5z2+4, z7+5){1}167274
(6z2+4, z7+6){1}367274
(z2+5, z7+1){1}367274
(2z2+5, z7+2){1}367274
(3z2+5, z7+3){1}267274
(4z2+5, z7+4){1}167274
(5z2+5, z7+5){1}667274
(6z2+5, z7+6){1}667274
(z2+6, z7+1){1}167274
(2z2+6, z7+2){1}367274
(3z2+6, z7+3){1}667274
(4z2+6, z7+4){1}367274
(5z2+6, z7+5){1}667274
(6z2+6, z7+6){1}267274
{(1,23), (7,14), (49,0)}[ 3/2, 1/3 ](z3+1, z14+1){1}2677336·73
(2z3+1, z14+2){1}66773
(3z3+1, z14+3){1}36773
(4z3+1, z14+4){1}66773
(5z3+1, z14+5){1}36773
(6z3+1, z14+6){1}16773
(z3+2, z14+1){1}66773
(2z3+2, z14+2){1}26773
(3z3+2, z14+3){1}36773
(4z3+2, z14+4){1}66773
(5z3+2, z14+5){1}16773
(6z3+2, z14+6){1}36773
(z3+3, z14+1){1}66773
(2z3+3, z14+2){1}66773
(3z3+3, z14+3){1}16773
(4z3+3, z14+4){1}26773
(5z3+3, z14+5){1}36773
(6z3+3, z14+6){1}36773
(z3+4, z14+1){1}66773
(2z3+4, z14+2){1}66773
(3z3+4, z14+3){1}16773
(4z3+4, z14+4){1}26773
(5z3+4, z14+5){1}36773
(6z3+4, z14+6){1}36773
(z3+5, z14+1){1}66773
(2z3+5, z14+2){1}26773
(3z3+5, z14+3){1}36773
(4z3+5, z14+4){1}66773
(5z3+5, z14+5){1}16773
(6z3+5, z14+6){1}36773
(z3+6, z14+1){1}26773
(2z3+6, z14+2){1}66773
(3z3+6, z14+3){1}36773
(4z3+6, z14+4){1}66773
(5z3+6, z14+5){1}36773
(6z3+6, z14+6){1}16773
{(1,23), (49,0)}[ 23/48 ](z+1){1}248{ 4704 }{ 49P28 }7736·73
(z+2){1}248{ 4704 }{ 49P28 }773
(z+3){1}248{ 4704 }{ 49P28 }773
(z+4){1}248{ 4704 }{ 49P28 }773
(z+5){1}248{ 4704 }{ 49P28 }773
(z+6){1}248{ 4704 }{ 49P28 }773
24{(1,24), (7,7), (49,0)}[ 17/6, 1/6 ](z+1, z7+1){1}16727436·746·75
(2z+1, z7+2){1}167274
(3z+1, z7+3){1}167274
(4z+1, z7+4){1}167274
(5z+1, z7+5){1}167274
(6z+1, z7+6){1}167274
(z+2, z7+1){1}367274
(2z+2, z7+2){1}367274
(3z+2, z7+3){1}367274
(4z+2, z7+4){1}367274
(5z+2, z7+5){1}367274
(6z+2, z7+6){1}367274
(z+3, z7+1){1}667274
(2z+3, z7+2){1}667274
(3z+3, z7+3){1}667274
(4z+3, z7+4){1}667274
(5z+3, z7+5){1}667274
(6z+3, z7+6){1}667274
(z+4, z7+1){1}367274
(2z+4, z7+2){1}367274
(3z+4, z7+3){1}367274
(4z+4, z7+4){1}367274
(5z+4, z7+5){1}367274
(6z+4, z7+6){1}367274
(z+5, z7+1){1}667274
(2z+5, z7+2){1}667274
(3z+5, z7+3){1}667274
(4z+5, z7+4){1}667274
(5z+5, z7+5){1}667274
(6z+5, z7+6){1}667274
(z+6, z7+1){1}267274
(2z+6, z7+2){1}267274
(3z+6, z7+3){1}267274
(4z+6, z7+4){1}267274
(5z+6, z7+5){1}267274
(6z+6, z7+6){1}267274
{(1,24), (7,14), (49,0)}[ 5/3, 1/3 ](z2+1, z14+1){1}2377336·73
(2z2+1, z14+2){1}23773
(3z2+1, z14+3){1}13773
(4z2+1, z14+4){1}23773
(5z2+1, z14+5){1}13773
(6z2+1, z14+6){1}13773
(z2+2, z14+1){1}63773
(2z2+2, z14+2){1}63773
(3z2+2, z14+3){1}33773
(4z2+2, z14+4){1}63773
(5z2+2, z14+5){1}33773
(6z2+2, z14+6){1}33773
(z2+3, z14+1){1}63773
(2z2+3, z14+2){1}63773
(3z2+3, z14+3){1}63773
(4z2+3, z14+4){1}63773
(5z2+3, z14+5){1}63773
(6z2+3, z14+6){1}63773
(z2+4, z14+1){1}63773
(2z2+4, z14+2){1}63773
(3z2+4, z14+3){1}33773
(4z2+4, z14+4){1}63773
(5z2+4, z14+5){1}33773
(6z2+4, z14+6){1}33773
(z2+5, z14+1){1}63773
(2z2+5, z14+2){1}63773
(3z2+5, z14+3){1}63773
(4z2+5, z14+4){1}63773
(5z2+5, z14+5){1}63773
(6z2+5, z14+6){1}63773
(z2+6, z14+1){1}23773
(2z2+6, z14+2){1}23773
(3z2+6, z14+3){1}23773
(4z2+6, z14+4){1}23773
(5z2+6, z14+5){1}23773
(6z2+6, z14+6){1}23773
{(1,24), (7,21), (49,0)}[ 1/2 ](z24+z3+1){1}32{ 294 }{ [294,14] }17236·72
(z24+2z3+1){1}72{ 686 }{ [686,5] }172
(z24+3z3+1){1}42{ 392 }{ 49P3 }172
(z24+4z3+1){1}42{ 392 }{ 49P3 }172
(z24+5z3+1){1}72{ 686 }{ [686,5] }172
(z24+6z3+1){1}32{ 294 }{ [294,14] }172
(z24+z3+2){1}212{ 2058 }{ 49T? }172
(z24+2z3+2){1}122{ 1176 }{ 49P13 }172
(z24+3z3+2){1}32{ 294 }{ [294,10] }172
(z24+4z3+2){1}32{ 294 }{ [294,10] }172
(z24+5z3+2){1}122{ 1176 }{ 49P13 }172
(z24+6z3+2){1}212{ 2058 }{ 49T? }172
(z24+z3+3){1}242{ 2352 }{ 49P24 }172
(z24+2z3+3){1}242{ 2352 }{ 49P24 }172
(z24+3z3+3){1}62{ 588 }{ [588,36] }172
(z24+4z3+3){1}62{ 588 }{ [588,36] }172
(z24+5z3+3){1}242{ 2352 }{ 49P24 }172
(z24+6z3+3){1}242{ 2352 }{ 49P24 }172
(z24+z3+4){1}122{ 1176 }{ 49P13 }172
(z24+2z3+4){1}32{ 294 }{ [294,10] }172
(z24+3z3+4){1}212{ 2058 }{ 49T? }172
(z24+4z3+4){1}212{ 2058 }{ 49T? }172
(z24+5z3+4){1}32{ 294 }{ [294,10] }172
(z24+6z3+4){1}122{ 1176 }{ 49P13 }172
(z24+z3+5){1}62{ 588 }{ [588,36] }172
(z24+2z3+5){1}242{ 2352 }{ 49P24 }172
(z24+3z3+5){1}242{ 2352 }{ 49P24 }172
(z24+4z3+5){1}242{ 2352 }{ 49P24 }172
(z24+5z3+5){1}242{ 2352 }{ 49P24 }172
(z24+6z3+5){1}62{ 588 }{ [588,36] }172
(z24+z3+6){1}82{ 784 }{ 49P10 }172
(z24+2z3+6){1}62{ 588 }{ [588,38] }172
(z24+3z3+6){1}82{ 784 }{ 49P10 }172
(z24+4z3+6){1}82{ 784 }{ 49P10 }172
(z24+5z3+6){1}62{ 588 }{ [588,38] }172
(z24+6z3+6){1}82{ 784 }{ 49P10 }172
{(1,24), (49,0)}[ 1/2 ](z24+1){1}22{ 196 }{ 49P1 }1726·72
(z24+2){1}62{ 588 }{ 49P7 }172
(z24+3){1}62{ 588 }{ [588,37] }172
(z24+4){1}62{ 588 }{ 49P7 }172
(z24+5){1}62{ 588 }{ [588,37] }172
(z24+6){1}22{ 196 }{ [196,9] }172
25{(1,25), (7,7), (49,0)}[ 3, 1/6 ](z6+1, z7+1){1}26727436·746·75
(2z6+1, z7+2){1}667274
(3z6+1, z7+3){1}367274
(4z6+1, z7+4){1}667274
(5z6+1, z7+5){1}367274
(6z6+1, z7+6){7}167374
(z6+2, z7+1){1}667274
(2z6+2, z7+2){1}267274
(3z6+2, z7+3){1}367274
(4z6+2, z7+4){1}667274
(5z6+2, z7+5){7}167374
(6z6+2, z7+6){1}367274
(z6+3, z7+1){1}367274
(2z6+3, z7+2){1}367274
(3z6+3, z7+3){1}267274
(4z6+3, z7+4){7}167374
(5z6+3, z7+5){1}667274
(6z6+3, z7+6){1}667274
(z6+4, z7+1){1}667274
(2z6+4, z7+2){1}667274
(3z6+4, z7+3){7}167374
(4z6+4, z7+4){1}267274
(5z6+4, z7+5){1}367274
(6z6+4, z7+6){1}367274
(z6+5, z7+1){1}367274
(2z6+5, z7+2){7}167374
(3z6+5, z7+3){1}667274
(4z6+5, z7+4){1}367274
(5z6+5, z7+5){1}267274
(6z6+5, z7+6){1}667274
(z6+6, z7+1){7}167374
(2z6+6, z7+2){1}367274
(3z6+6, z7+3){1}667274
(4z6+6, z7+4){1}367274
(5z6+6, z7+5){1}667274
(6z6+6, z7+6){1}267274
{(1,25), (7,14), (49,0)}[ 11/6, 1/3 ](z+1, z14+1){1}2677336·73
(2z+1, z14+2){1}66773
(3z+1, z14+3){1}36773
(4z+1, z14+4){1}66773
(5z+1, z14+5){1}36773
(6z+1, z14+6){1}16773
(z+2, z14+1){1}66773
(2z+2, z14+2){1}66773
(3z+2, z14+3){1}16773
(4z+2, z14+4){1}26773
(5z+2, z14+5){1}36773
(6z+2, z14+6){1}36773
(z+3, z14+1){1}66773
(2z+3, z14+2){1}26773
(3z+3, z14+3){1}36773
(4z+3, z14+4){1}66773
(5z+3, z14+5){1}16773
(6z+3, z14+6){1}36773
(z+4, z14+1){1}66773
(2z+4, z14+2){1}26773
(3z+4, z14+3){1}36773
(4z+4, z14+4){1}66773
(5z+4, z14+5){1}16773
(6z+4, z14+6){1}36773
(z+5, z14+1){1}66773
(2z+5, z14+2){1}66773
(3z+5, z14+3){1}16773
(4z+5, z14+4){1}26773
(5z+5, z14+5){1}36773
(6z+5, z14+6){1}36773
(z+6, z14+1){1}26773
(2z+6, z14+2){1}66773
(3z+6, z14+3){1}36773
(4z+6, z14+4){1}66773
(5z+6, z14+5){1}36773
(6z+6, z14+6){1}16773
{(1,25), (7,21), (49,0)}[ 2/3, 1/2 ](z2+1, z21+1){1}2617236·72
(2z2+1, z21+2){1}66172
(3z2+1, z21+3){1}36172
(4z2+1, z21+4){1}66172
(5z2+1, z21+5){1}36172
(6z2+1, z21+6){1}16172
(z2+2, z21+1){1}26172
(2z2+2, z21+2){1}66172
(3z2+2, z21+3){1}36172
(4z2+2, z21+4){1}66172
(5z2+2, z21+5){1}36172
(6z2+2, z21+6){1}16172
(z2+3, z21+1){1}16172
(2z2+3, z21+2){1}36172
(3z2+3, z21+3){1}66172
(4z2+3, z21+4){1}36172
(5z2+3, z21+5){1}66172
(6z2+3, z21+6){1}26172
(z2+4, z21+1){1}26172
(2z2+4, z21+2){1}66172
(3z2+4, z21+3){1}36172
(4z2+4, z21+4){1}66172
(5z2+4, z21+5){1}36172
(6z2+4, z21+6){1}16172
(z2+5, z21+1){1}16172
(2z2+5, z21+2){1}36172
(3z2+5, z21+3){1}66172
(4z2+5, z21+4){1}36172
(5z2+5, z21+5){1}66172
(6z2+5, z21+6){1}26172
(z2+6, z21+1){1}16172
(2z2+6, z21+2){1}36172
(3z2+6, z21+3){1}66172
(4z2+6, z21+4){1}36172
(5z2+6, z21+5){1}66172
(6z2+6, z21+6){1}26172
{(1,25), (49,0)}[ 25/48 ](z+1){1}248{ 4704 }{ 49P28 }1726·72
(z+2){1}248{ 4704 }{ 49P28 }172
(z+3){1}248{ 4704 }{ 49P28 }172
(z+4){1}248{ 4704 }{ 49P28 }172
(z+5){1}248{ 4704 }{ 49P28 }172
(z+6){1}248{ 4704 }{ 49P28 }172
26{(1,26), (7,7), (49,0)}[ 19/6, 1/6 ](z+1, z7+1){1}16727436·746·75
(2z+1, z7+2){1}367274
(3z+1, z7+3){1}367274
(4z+1, z7+4){1}367274
(5z+1, z7+5){1}367274
(6z+1, z7+6){1}167274
(z+2, z7+1){1}367274
(2z+2, z7+2){1}367274
(3z+2, z7+3){1}167274
(4z+2, z7+4){1}167274
(5z+2, z7+5){1}367274
(6z+2, z7+6){1}367274
(z+3, z7+1){1}667274
(2z+3, z7+2){1}267274
(3z+3, z7+3){1}667274
(4z+3, z7+4){1}667274
(5z+3, z7+5){1}267274
(6z+3, z7+6){1}667274
(z+4, z7+1){1}367274
(2z+4, z7+2){1}167274
(3z+4, z7+3){1}367274
(4z+4, z7+4){1}367274
(5z+4, z7+5){1}167274
(6z+4, z7+6){1}367274
(z+5, z7+1){1}667274
(2z+5, z7+2){1}667274
(3z+5, z7+3){1}267274
(4z+5, z7+4){1}267274
(5z+5, z7+5){1}667274
(6z+5, z7+6){1}667274
(z+6, z7+1){1}267274
(2z+6, z7+2){1}667274
(3z+6, z7+3){1}667274
(4z+6, z7+4){1}667274
(5z+6, z7+5){1}667274
(6z+6, z7+6){1}267274
{(1,26), (7,14), (49,0)}[ 2, 1/3 ](z6+1, z14+1){1}2377336·73
(2z6+1, z14+2){1}63773
(3z6+1, z14+3){1}33773
(4z6+1, z14+4){1}63773
(5z6+1, z14+5){1}33773
(6z6+1, z14+6){7}137273
(z6+2, z14+1){1}63773
(2z6+2, z14+2){1}23773
(3z6+2, z14+3){1}33773
(4z6+2, z14+4){1}63773
(5z6+2, z14+5){7}137273
(6z6+2, z14+6){1}33773
(z6+3, z14+1){1}63773
(2z6+3, z14+2){1}63773
(3z6+3, z14+3){1}23773
(4z6+3, z14+4){7}237273
(5z6+3, z14+5){1}63773
(6z6+3, z14+6){1}63773
(z6+4, z14+1){1}63773
(2z6+4, z14+2){1}63773
(3z6+4, z14+3){7}137273
(4z6+4, z14+4){1}23773
(5z6+4, z14+5){1}33773
(6z6+4, z14+6){1}33773
(z6+5, z14+1){1}63773
(2z6+5, z14+2){7}237273
(3z6+5, z14+3){1}63773
(4z6+5, z14+4){1}63773
(5z6+5, z14+5){1}23773
(6z6+5, z14+6){1}63773
(z6+6, z14+1){7}237273
(2z6+6, z14+2){1}63773
(3z6+6, z14+3){1}63773
(4z6+6, z14+4){1}63773
(5z6+6, z14+5){1}63773
(6z6+6, z14+6){1}23773
{(1,26), (7,21), (49,0)}[ 5/6, 1/2 ](z+1, z21+1){1}1617236·72
(2z+1, z21+2){1}36172
(3z+1, z21+3){1}36172
(4z+1, z21+4){1}36172
(5z+1, z21+5){1}36172
(6z+1, z21+6){1}16172
(z+2, z21+1){1}16172
(2z+2, z21+2){1}36172
(3z+2, z21+3){1}36172
(4z+2, z21+4){1}36172
(5z+2, z21+5){1}36172
(6z+2, z21+6){1}16172
(z+3, z21+1){1}26172
(2z+3, z21+2){1}66172
(3z+3, z21+3){1}66172
(4z+3, z21+4){1}66172
(5z+3, z21+5){1}66172
(6z+3, z21+6){1}26172
(z+4, z21+1){1}16172
(2z+4, z21+2){1}36172
(3z+4, z21+3){1}36172
(4z+4, z21+4){1}36172
(5z+4, z21+5){1}36172
(6z+4, z21+6){1}16172
(z+5, z21+1){1}26172
(2z+5, z21+2){1}66172
(3z+5, z21+3){1}66172
(4z+5, z21+4){1}66172
(5z+5, z21+5){1}66172
(6z+5, z21+6){1}26172
(z+6, z21+1){1}26172
(2z+6, z21+2){1}66172
(3z+6, z21+3){1}66172
(4z+6, z21+4){1}66172
(5z+6, z21+5){1}66172
(6z+6, z21+6){1}26172
{(1,26), (49,0)}[ 13/24 ](z2+1){1}224{ 2352 }{ 49P23 }1726·72
(z2+2){1}224{ 2352 }{ 49P23 }172
(z2+3){1}224{ 2352 }{ 49P25 }172
(z2+4){1}224{ 2352 }{ 49P23 }172
(z2+5){1}224{ 2352 }{ 49P25 }172
(z2+6){1}224{ 2352 }{ 49P25 }172
27{(1,27), (7,7), (49,0)}[ 10/3, 1/6 ](z2+1, z7+1){1}26727436·746·75
(2z2+1, z7+2){1}267274
(3z2+1, z7+3){1}167274
(4z2+1, z7+4){1}267274
(5z2+1, z7+5){1}167274
(6z2+1, z7+6){1}167274
(z2+2, z7+1){1}667274
(2z2+2, z7+2){1}667274
(3z2+2, z7+3){1}367274
(4z2+2, z7+4){1}667274
(5z2+2, z7+5){1}367274
(6z2+2, z7+6){1}367274
(z2+3, z7+1){1}367274
(2z2+3, z7+2){1}367274
(3z2+3, z7+3){1}667274
(4z2+3, z7+4){1}367274
(5z2+3, z7+5){1}667274
(6z2+3, z7+6){1}667274
(z2+4, z7+1){1}667274
(2z2+4, z7+2){1}667274
(3z2+4, z7+3){1}367274
(4z2+4, z7+4){1}667274
(5z2+4, z7+5){1}367274
(6z2+4, z7+6){1}367274
(z2+5, z7+1){1}367274
(2z2+5, z7+2){1}367274
(3z2+5, z7+3){1}667274
(4z2+5, z7+4){1}367274
(5z2+5, z7+5){1}667274
(6z2+5, z7+6){1}667274
(z2+6, z7+1){1}167274
(2z2+6, z7+2){1}167274
(3z2+6, z7+3){1}267274
(4z2+6, z7+4){1}167274
(5z2+6, z7+5){1}267274
(6z2+6, z7+6){1}267274
{(1,27), (7,14), (49,0)}[ 13/6, 1/3 ](z+1, z14+1){1}2677336·73
(2z+1, z14+2){1}26773
(3z+1, z14+3){1}16773
(4z+1, z14+4){1}26773
(5z+1, z14+5){1}16773
(6z+1, z14+6){1}16773
(z+2, z14+1){1}66773
(2z+2, z14+2){1}66773
(3z+2, z14+3){1}36773
(4z+2, z14+4){1}66773
(5z+2, z14+5){1}36773
(6z+2, z14+6){1}36773
(z+3, z14+1){1}66773
(2z+3, z14+2){1}66773
(3z+3, z14+3){1}36773
(4z+3, z14+4){1}66773
(5z+3, z14+5){1}36773
(6z+3, z14+6){1}36773
(z+4, z14+1){1}66773
(2z+4, z14+2){1}66773
(3z+4, z14+3){1}36773
(4z+4, z14+4){1}66773
(5z+4, z14+5){1}36773
(6z+4, z14+6){1}36773
(z+5, z14+1){1}66773
(2z+5, z14+2){1}66773
(3z+5, z14+3){1}36773
(4z+5, z14+4){1}66773
(5z+5, z14+5){1}36773
(6z+5, z14+6){1}36773
(z+6, z14+1){1}26773
(2z+6, z14+2){1}26773
(3z+6, z14+3){1}16773
(4z+6, z14+4){1}26773
(5z+6, z14+5){1}16773
(6z+6, z14+6){1}16773
{(1,27), (7,21), (49,0)}[ 1, 1/2 ](z6+1, z21+1){1}2217236·72
(2z6+1, z21+2){1}62172
(3z6+1, z21+3){1}32172
(4z6+1, z21+4){1}62172
(5z6+1, z21+5){1}32172
(6z6+1, z21+6){7}12772
(z6+2, z21+1){1}62172
(2z6+2, z21+2){1}62172
(3z6+2, z21+3){1}32172
(4z6+2, z21+4){1}62172
(5z6+2, z21+5){7}32772
(6z6+2, z21+6){1}32172
(z6+3, z21+1){1}32172
(2z6+3, z21+2){1}32172
(3z6+3, z21+3){1}62172
(4z6+3, z21+4){7}32772
(5z6+3, z21+5){1}62172
(6z6+3, z21+6){1}62172
(z6+4, z21+1){1}62172
(2z6+4, z21+2){1}62172
(3z6+4, z21+3){7}32772
(4z6+4, z21+4){1}62172
(5z6+4, z21+5){1}32172
(6z6+4, z21+6){1}32172
(z6+5, z21+1){1}32172
(2z6+5, z21+2){7}32772
(3z6+5, z21+3){1}62172
(4z6+5, z21+4){1}32172
(5z6+5, z21+5){1}62172
(6z6+5, z21+6){1}62172
(z6+6, z21+1){7}12772
(2z6+6, z21+2){1}32172
(3z6+6, z21+3){1}62172
(4z6+6, z21+4){1}32172
(5z6+6, z21+5){1}62172
(6z6+6, z21+6){1}22172
{(1,27), (49,0)}[ 9/16 ](z3+1){1}216{ 1568 }{ 49P19 }1726·72
(z3+2){1}616{ 4704 }{ 49P28 }172
(z3+3){1}616{ 4704 }{ 49P28 }172
(z3+4){1}616{ 4704 }{ 49P28 }172
(z3+5){1}616{ 4704 }{ 49P28 }172
(z3+6){1}216{ 1568 }{ 49P19 }172
29{(1,29), (7,7), (49,0)}[ 11/3, 1/6 ](z2+1, z7+1){1}26737536·756·76
(2z2+1, z7+2){1}667375
(3z2+1, z7+3){1}367375
(4z2+1, z7+4){1}667375
(5z2+1, z7+5){1}367375
(6z2+1, z7+6){1}167375
(z2+2, z7+1){1}667375
(2z2+2, z7+2){1}667375
(3z2+2, z7+3){1}167375
(4z2+2, z7+4){1}267375
(5z2+2, z7+5){1}367375
(6z2+2, z7+6){1}367375
(z2+3, z7+1){1}367375
(2z2+3, z7+2){1}167375
(3z2+3, z7+3){1}667375
(4z2+3, z7+4){1}367375
(5z2+3, z7+5){1}267375
(6z2+3, z7+6){1}667375
(z2+4, z7+1){1}667375
(2z2+4, z7+2){1}267375
(3z2+4, z7+3){1}367375
(4z2+4, z7+4){1}667375
(5z2+4, z7+5){1}167375
(6z2+4, z7+6){1}367375
(z2+5, z7+1){1}367375
(2z2+5, z7+2){1}367375
(3z2+5, z7+3){1}267375
(4z2+5, z7+4){1}167375
(5z2+5, z7+5){1}667375
(6z2+5, z7+6){1}667375
(z2+6, z7+1){1}167375
(2z2+6, z7+2){1}367375
(3z2+6, z7+3){1}667375
(4z2+6, z7+4){1}367375
(5z2+6, z7+5){1}667375
(6z2+6, z7+6){1}267375
{(1,29), (7,14), (49,0)}[ 5/2, 1/3 ](z3+1, z14+1){1}26727436·74
(2z3+1, z14+2){1}667274
(3z3+1, z14+3){1}367274
(4z3+1, z14+4){1}667274
(5z3+1, z14+5){1}367274
(6z3+1, z14+6){1}167274
(z3+2, z14+1){1}667274
(2z3+2, z14+2){1}267274
(3z3+2, z14+3){1}367274
(4z3+2, z14+4){1}667274
(5z3+2, z14+5){1}167274
(6z3+2, z14+6){1}367274
(z3+3, z14+1){1}667274
(2z3+3, z14+2){1}667274
(3z3+3, z14+3){1}167274
(4z3+3, z14+4){1}267274
(5z3+3, z14+5){1}367274
(6z3+3, z14+6){1}367274
(z3+4, z14+1){1}667274
(2z3+4, z14+2){1}667274
(3z3+4, z14+3){1}167274
(4z3+4, z14+4){1}267274
(5z3+4, z14+5){1}367274
(6z3+4, z14+6){1}367274
(z3+5, z14+1){1}667274
(2z3+5, z14+2){1}267274
(3z3+5, z14+3){1}367274
(4z3+5, z14+4){1}667274
(5z3+5, z14+5){1}167274
(6z3+5, z14+6){1}367274
(z3+6, z14+1){1}267274
(2z3+6, z14+2){1}667274
(3z3+6, z14+3){1}367274
(4z3+6, z14+4){1}667274
(5z3+6, z14+5){1}367274
(6z3+6, z14+6){1}167274
{(1,29), (7,21), (49,0)}[ 4/3, 1/2 ](z2+1, z21+1){1}2677336·73
(2z2+1, z21+2){1}66773
(3z2+1, z21+3){1}36773
(4z2+1, z21+4){1}66773
(5z2+1, z21+5){1}36773
(6z2+1, z21+6){1}16773
(z2+2, z21+1){1}26773
(2z2+2, z21+2){1}66773
(3z2+2, z21+3){1}36773
(4z2+2, z21+4){1}66773
(5z2+2, z21+5){1}36773
(6z2+2, z21+6){1}16773
(z2+3, z21+1){1}16773
(2z2+3, z21+2){1}36773
(3z2+3, z21+3){1}66773
(4z2+3, z21+4){1}36773
(5z2+3, z21+5){1}66773
(6z2+3, z21+6){1}26773
(z2+4, z21+1){1}26773
(2z2+4, z21+2){1}66773
(3z2+4, z21+3){1}36773
(4z2+4, z21+4){1}66773
(5z2+4, z21+5){1}36773
(6z2+4, z21+6){1}16773
(z2+5, z21+1){1}16773
(2z2+5, z21+2){1}36773
(3z2+5, z21+3){1}66773
(4z2+5, z21+4){1}36773
(5z2+5, z21+5){1}66773
(6z2+5, z21+6){1}26773
(z2+6, z21+1){1}16773
(2z2+6, z21+2){1}36773
(3z2+6, z21+3){1}66773
(4z2+6, z21+4){1}36773
(5z2+6, z21+5){1}66773
(6z2+6, z21+6){1}26773
{(1,29), (49,0)}[ 29/48 ](z+1){1}248{ 4704 }{ 49P28 }7736·73
(z+2){1}248{ 4704 }{ 49P28 }773
(z+3){1}248{ 4704 }{ 49P28 }773
(z+4){1}248{ 4704 }{ 49P28 }773
(z+5){1}248{ 4704 }{ 49P28 }773
(z+6){1}248{ 4704 }{ 49P28 }773
30{(1,30), (7,7), (49,0)}[ 23/6, 1/6 ](z+1, z7+1){1}16737536·756·76
(2z+1, z7+2){1}167375
(3z+1, z7+3){1}167375
(4z+1, z7+4){1}167375
(5z+1, z7+5){1}167375
(6z+1, z7+6){1}167375
(z+2, z7+1){1}367375
(2z+2, z7+2){1}367375
(3z+2, z7+3){1}367375
(4z+2, z7+4){1}367375
(5z+2, z7+5){1}367375
(6z+2, z7+6){1}367375
(z+3, z7+1){1}667375
(2z+3, z7+2){1}667375
(3z+3, z7+3){1}667375
(4z+3, z7+4){1}667375
(5z+3, z7+5){1}667375
(6z+3, z7+6){1}667375
(z+4, z7+1){1}367375
(2z+4, z7+2){1}367375
(3z+4, z7+3){1}367375
(4z+4, z7+4){1}367375
(5z+4, z7+5){1}367375
(6z+4, z7+6){1}367375
(z+5, z7+1){1}667375
(2z+5, z7+2){1}667375
(3z+5, z7+3){1}667375
(4z+5, z7+4){1}667375
(5z+5, z7+5){1}667375
(6z+5, z7+6){1}667375
(z+6, z7+1){1}267375
(2z+6, z7+2){1}267375
(3z+6, z7+3){1}267375
(4z+6, z7+4){1}267375
(5z+6, z7+5){1}267375
(6z+6, z7+6){1}267375
{(1,30), (7,14), (49,0)}[ 8/3, 1/3 ](z2+1, z14+1){1}23727436·74
(2z2+1, z14+2){1}237274
(3z2+1, z14+3){1}137274
(4z2+1, z14+4){1}237274
(5z2+1, z14+5){1}137274
(6z2+1, z14+6){1}137274
(z2+2, z14+1){1}637274
(2z2+2, z14+2){1}637274
(3z2+2, z14+3){1}337274
(4z2+2, z14+4){1}637274
(5z2+2, z14+5){1}337274
(6z2+2, z14+6){1}337274
(z2+3, z14+1){1}637274
(2z2+3, z14+2){1}637274
(3z2+3, z14+3){1}637274
(4z2+3, z14+4){1}637274
(5z2+3, z14+5){1}637274
(6z2+3, z14+6){1}637274
(z2+4, z14+1){1}637274
(2z2+4, z14+2){1}637274
(3z2+4, z14+3){1}337274
(4z2+4, z14+4){1}637274
(5z2+4, z14+5){1}337274
(6z2+4, z14+6){1}337274
(z2+5, z14+1){1}637274
(2z2+5, z14+2){1}637274
(3z2+5, z14+3){1}637274
(4z2+5, z14+4){1}637274
(5z2+5, z14+5){1}637274
(6z2+5, z14+6){1}637274
(z2+6, z14+1){1}237274
(2z2+6, z14+2){1}237274
(3z2+6, z14+3){1}237274
(4z2+6, z14+4){1}237274
(5z2+6, z14+5){1}237274
(6z2+6, z14+6){1}237274
{(1,30), (7,21), (49,0)}[ 3/2, 1/2 ](z3+1, z21+1){1}1277336·73
(2z3+1, z21+2){1}32773
(3z3+1, z21+3){1}32773
(4z3+1, z21+4){1}32773
(5z3+1, z21+5){1}32773
(6z3+1, z21+6){1}12773
(z3+2, z21+1){1}32773
(2z3+2, z21+2){1}32773
(3z3+2, z21+3){1}32773
(4z3+2, z21+4){1}32773
(5z3+2, z21+5){1}32773
(6z3+2, z21+6){1}32773
(z3+3, z21+1){1}62773
(2z3+3, z21+2){1}62773
(3z3+3, z21+3){1}62773
(4z3+3, z21+4){1}62773
(5z3+3, z21+5){1}62773
(6z3+3, z21+6){1}62773
(z3+4, z21+1){1}32773
(2z3+4, z21+2){1}32773
(3z3+4, z21+3){1}32773
(4z3+4, z21+4){1}32773
(5z3+4, z21+5){1}32773
(6z3+4, z21+6){1}32773
(z3+5, z21+1){1}62773
(2z3+5, z21+2){1}62773
(3z3+5, z21+3){1}62773
(4z3+5, z21+4){1}62773
(5z3+5, z21+5){1}62773
(6z3+5, z21+6){1}62773
(z3+6, z21+1){1}22773
(2z3+6, z21+2){1}62773
(3z3+6, z21+3){1}62773
(4z3+6, z21+4){1}62773
(5z3+6, z21+5){1}62773
(6z3+6, z21+6){1}22773
{(1,30), (49,0)}[ 5/8 ](z6+1){1}28{ 784 }{ 49P9 }7736·73
(z6+2){1}68{ 2352 }{ 49P23 }773
(z6+3){1}68{ 2352 }{ 49P25 }773
(z6+4){1}68{ 2352 }{ 49P23 }773
(z6+5){1}68{ 2352 }{ 49P25 }773
(z6+6){1}28{ 784 }{ 49P11 }773
31{(1,31), (7,7), (49,0)}[ 4, 1/6 ](z6+1, z7+1){1}26737536·756·76
(2z6+1, z7+2){1}667375
(3z6+1, z7+3){1}367375
(4z6+1, z7+4){1}667375
(5z6+1, z7+5){1}367375
(6z6+1, z7+6){7}167475
(z6+2, z7+1){1}667375
(2z6+2, z7+2){1}267375
(3z6+2, z7+3){1}367375
(4z6+2, z7+4){1}667375
(5z6+2, z7+5){7}167475
(6z6+2, z7+6){1}367375
(z6+3, z7+1){1}367375
(2z6+3, z7+2){1}367375
(3z6+3, z7+3){1}267375
(4z6+3, z7+4){7}167475
(5z6+3, z7+5){1}667375
(6z6+3, z7+6){1}667375
(z6+4, z7+1){1}667375
(2z6+4, z7+2){1}667375
(3z6+4, z7+3){7}167475
(4z6+4, z7+4){1}267375
(5z6+4, z7+5){1}367375
(6z6+4, z7+6){1}367375
(z6+5, z7+1){1}367375
(2z6+5, z7+2){7}167475
(3z6+5, z7+3){1}667375
(4z6+5, z7+4){1}367375
(5z6+5, z7+5){1}267375
(6z6+5, z7+6){1}667375
(z6+6, z7+1){7}167475
(2z6+6, z7+2){1}367375
(3z6+6, z7+3){1}667375
(4z6+6, z7+4){1}367375
(5z6+6, z7+5){1}667375
(6z6+6, z7+6){1}267375
{(1,31), (7,14), (49,0)}[ 17/6, 1/3 ](z+1, z14+1){1}26727436·74
(2z+1, z14+2){1}667274
(3z+1, z14+3){1}367274
(4z+1, z14+4){1}667274
(5z+1, z14+5){1}367274
(6z+1, z14+6){1}167274
(z+2, z14+1){1}667274
(2z+2, z14+2){1}667274
(3z+2, z14+3){1}167274
(4z+2, z14+4){1}267274
(5z+2, z14+5){1}367274
(6z+2, z14+6){1}367274
(z+3, z14+1){1}667274
(2z+3, z14+2){1}267274
(3z+3, z14+3){1}367274
(4z+3, z14+4){1}667274
(5z+3, z14+5){1}167274
(6z+3, z14+6){1}367274
(z+4, z14+1){1}667274
(2z+4, z14+2){1}267274
(3z+4, z14+3){1}367274
(4z+4, z14+4){1}667274
(5z+4, z14+5){1}167274
(6z+4, z14+6){1}367274
(z+5, z14+1){1}667274
(2z+5, z14+2){1}667274
(3z+5, z14+3){1}167274
(4z+5, z14+4){1}267274
(5z+5, z14+5){1}367274
(6z+5, z14+6){1}367274
(z+6, z14+1){1}267274
(2z+6, z14+2){1}667274
(3z+6, z14+3){1}367274
(4z+6, z14+4){1}667274
(5z+6, z14+5){1}367274
(6z+6, z14+6){1}167274
{(1,31), (7,21), (49,0)}[ 5/3, 1/2 ](z2+1, z21+1){1}2677336·73
(2z2+1, z21+2){1}66773
(3z2+1, z21+3){1}36773
(4z2+1, z21+4){1}66773
(5z2+1, z21+5){1}36773
(6z2+1, z21+6){1}16773
(z2+2, z21+1){1}26773
(2z2+2, z21+2){1}66773
(3z2+2, z21+3){1}36773
(4z2+2, z21+4){1}66773
(5z2+2, z21+5){1}36773
(6z2+2, z21+6){1}16773
(z2+3, z21+1){1}16773
(2z2+3, z21+2){1}36773
(3z2+3, z21+3){1}66773
(4z2+3, z21+4){1}36773
(5z2+3, z21+5){1}66773
(6z2+3, z21+6){1}26773
(z2+4, z21+1){1}26773
(2z2+4, z21+2){1}66773
(3z2+4, z21+3){1}36773
(4z2+4, z21+4){1}66773
(5z2+4, z21+5){1}36773
(6z2+4, z21+6){1}16773
(z2+5, z21+1){1}16773
(2z2+5, z21+2){1}36773
(3z2+5, z21+3){1}66773
(4z2+5, z21+4){1}36773
(5z2+5, z21+5){1}66773
(6z2+5, z21+6){1}26773
(z2+6, z21+1){1}16773
(2z2+6, z21+2){1}36773
(3z2+6, z21+3){1}66773
(4z2+6, z21+4){1}36773
(5z2+6, z21+5){1}66773
(6z2+6, z21+6){1}26773
{(1,31), (49,0)}[ 31/48 ](z+1){1}248{ 4704 }{ 49P28 }7736·73
(z+2){1}248{ 4704 }{ 49P28 }773
(z+3){1}248{ 4704 }{ 49P28 }773
(z+4){1}248{ 4704 }{ 49P28 }773
(z+5){1}248{ 4704 }{ 49P28 }773
(z+6){1}248{ 4704 }{ 49P28 }773
32{(1,32), (7,7), (49,0)}[ 25/6, 1/6 ](z+1, z7+1){1}16737536·756·76
(2z+1, z7+2){1}367375
(3z+1, z7+3){1}367375
(4z+1, z7+4){1}367375
(5z+1, z7+5){1}367375
(6z+1, z7+6){1}167375
(z+2, z7+1){1}367375
(2z+2, z7+2){1}367375
(3z+2, z7+3){1}167375
(4z+2, z7+4){1}167375
(5z+2, z7+5){1}367375
(6z+2, z7+6){1}367375
(z+3, z7+1){1}667375
(2z+3, z7+2){1}267375
(3z+3, z7+3){1}667375
(4z+3, z7+4){1}667375
(5z+3, z7+5){1}267375
(6z+3, z7+6){1}667375
(z+4, z7+1){1}367375
(2z+4, z7+2){1}167375
(3z+4, z7+3){1}367375
(4z+4, z7+4){1}367375
(5z+4, z7+5){1}167375
(6z+4, z7+6){1}367375
(z+5, z7+1){1}667375
(2z+5, z7+2){1}667375
(3z+5, z7+3){1}267375
(4z+5, z7+4){1}267375
(5z+5, z7+5){1}667375
(6z+5, z7+6){1}667375
(z+6, z7+1){1}267375
(2z+6, z7+2){1}667375
(3z+6, z7+3){1}667375
(4z+6, z7+4){1}667375
(5z+6, z7+5){1}667375
(6z+6, z7+6){1}267375
{(1,32), (7,14), (49,0)}[ 3, 1/3 ](z6+1, z14+1){1}23727436·74
(2z6+1, z14+2){1}637274
(3z6+1, z14+3){1}337274
(4z6+1, z14+4){1}637274
(5z6+1, z14+5){1}337274
(6z6+1, z14+6){7}137374
(z6+2, z14+1){1}637274
(2z6+2, z14+2){1}237274
(3z6+2, z14+3){1}337274
(4z6+2, z14+4){1}637274
(5z6+2, z14+5){7}137374
(6z6+2, z14+6){1}337274
(z6+3, z14+1){1}637274
(2z6+3, z14+2){1}637274
(3z6+3, z14+3){1}237274
(4z6+3, z14+4){7}237374
(5z6+3, z14+5){1}637274
(6z6+3, z14+6){1}637274
(z6+4, z14+1){1}637274
(2z6+4, z14+2){1}637274
(3z6+4, z14+3){7}137374
(4z6+4, z14+4){1}237274
(5z6+4, z14+5){1}337274
(6z6+4, z14+6){1}337274
(z6+5, z14+1){1}637274
(2z6+5, z14+2){7}237374
(3z6+5, z14+3){1}637274
(4z6+5, z14+4){1}637274
(5z6+5, z14+5){1}237274
(6z6+5, z14+6){1}637274
(z6+6, z14+1){7}237374
(2z6+6, z14+2){1}637274
(3z6+6, z14+3){1}637274
(4z6+6, z14+4){1}637274
(5z6+6, z14+5){1}637274
(6z6+6, z14+6){1}237274
{(1,32), (7,21), (49,0)}[ 11/6, 1/2 ](z+1, z21+1){1}1677336·73
(2z+1, z21+2){1}36773
(3z+1, z21+3){1}36773
(4z+1, z21+4){1}36773
(5z+1, z21+5){1}36773
(6z+1, z21+6){1}16773
(z+2, z21+1){1}16773
(2z+2, z21+2){1}36773
(3z+2, z21+3){1}36773
(4z+2, z21+4){1}36773
(5z+2, z21+5){1}36773
(6z+2, z21+6){1}16773
(z+3, z21+1){1}26773
(2z+3, z21+2){1}66773
(3z+3, z21+3){1}66773
(4z+3, z21+4){1}66773
(5z+3, z21+5){1}66773
(6z+3, z21+6){1}26773
(z+4, z21+1){1}16773
(2z+4, z21+2){1}36773
(3z+4, z21+3){1}36773
(4z+4, z21+4){1}36773
(5z+4, z21+5){1}36773
(6z+4, z21+6){1}16773
(z+5, z21+1){1}26773
(2z+5, z21+2){1}66773
(3z+5, z21+3){1}66773
(4z+5, z21+4){1}66773
(5z+5, z21+5){1}66773
(6z+5, z21+6){1}26773
(z+6, z21+1){1}26773
(2z+6, z21+2){1}66773
(3z+6, z21+3){1}66773
(4z+6, z21+4){1}66773
(5z+6, z21+5){1}66773
(6z+6, z21+6){1}26773
{(1,32), (7,28), (49,0)}[ 2/3 ](z16+z2+1){1}33{ 441 }{ [441,9] }17236·72
(z16+2z2+1){1}143{ 2058 }{ 49T? }172
(z16+3z2+1){1}83{ 1176 }{ 49P13 }172
(z16+4z2+1){1}83{ 1176 }{ 49P13 }172
(z16+5z2+1){1}73{ 1029 }{ [1029,13] }172
(z16+6z2+1){1}63{ 882 }{ [882,36] }172
(z16+z2+2){1}143{ 2058 }{ 49T? }172
(z16+2z2+2){1}83{ 1176 }{ 49P13 }172
(z16+3z2+2){1}63{ 882 }{ [882,36] }172
(z16+4z2+2){1}33{ 441 }{ [441,9] }172
(z16+5z2+2){1}83{ 1176 }{ 49P13 }172
(z16+6z2+2){1}73{ 1029 }{ [1029,13] }172
(z16+z2+3){1}163{ 2352 }{ 49P24 }172
(z16+2z2+3){1}163{ 2352 }{ 49P24 }172
(z16+3z2+3){1}63{ 882 }{ [882,35] }172
(z16+4z2+3){1}63{ 882 }{ [882,35] }172
(z16+5z2+3){1}163{ 2352 }{ 49P24 }172
(z16+6z2+3){1}163{ 2352 }{ 49P24 }172
(z16+z2+4){1}83{ 1176 }{ 49P13 }172
(z16+2z2+4){1}33{ 441 }{ [441,9] }172
(z16+3z2+4){1}73{ 1029 }{ [1029,13] }172
(z16+4z2+4){1}143{ 2058 }{ 49T? }172
(z16+5z2+4){1}63{ 882 }{ [882,36] }172
(z16+6z2+4){1}83{ 1176 }{ 49P13 }172
(z16+z2+5){1}63{ 882 }{ [882,35] }172
(z16+2z2+5){1}163{ 2352 }{ 49P24 }172
(z16+3z2+5){1}163{ 2352 }{ 49P24 }172
(z16+4z2+5){1}163{ 2352 }{ 49P24 }172
(z16+5z2+5){1}163{ 2352 }{ 49P24 }172
(z16+6z2+5){1}63{ 882 }{ [882,35] }172
(z16+z2+6){1}163{ 2352 }{ 49P24 }172
(z16+2z2+6){1}63{ 882 }{ [882,35] }172
(z16+3z2+6){1}163{ 2352 }{ 49P24 }172
(z16+4z2+6){1}163{ 2352 }{ 49P24 }172
(z16+5z2+6){1}63{ 882 }{ [882,35] }172
(z16+6z2+6){1}163{ 2352 }{ 49P24 }172
{(1,32), (49,0)}[ 2/3 ](z16+1){1}43{ 588 }{ 49P7 }1726·72
(z16+2){1}43{ 588 }{ 49P7 }172
(z16+3){1}23{ 294 }{ [294,12] }172
(z16+4){1}43{ 588 }{ 49P7 }172
(z16+5){1}23{ 294 }{ [294,12] }172
(z16+6){1}23{ 294 }{ [294,12] }172
33{(1,33), (7,7), (49,0)}[ 13/3, 1/6 ](z2+1, z7+1){1}26737536·756·76
(2z2+1, z7+2){1}267375
(3z2+1, z7+3){1}167375
(4z2+1, z7+4){1}267375
(5z2+1, z7+5){1}167375
(6z2+1, z7+6){1}167375
(z2+2, z7+1){1}667375
(2z2+2, z7+2){1}667375
(3z2+2, z7+3){1}367375
(4z2+2, z7+4){1}667375
(5z2+2, z7+5){1}367375
(6z2+2, z7+6){1}367375
(z2+3, z7+1){1}367375
(2z2+3, z7+2){1}367375
(3z2+3, z7+3){1}667375
(4z2+3, z7+4){1}367375
(5z2+3, z7+5){1}667375
(6z2+3, z7+6){1}667375
(z2+4, z7+1){1}667375
(2z2+4, z7+2){1}667375
(3z2+4, z7+3){1}367375
(4z2+4, z7+4){1}667375
(5z2+4, z7+5){1}367375
(6z2+4, z7+6){1}367375
(z2+5, z7+1){1}367375
(2z2+5, z7+2){1}367375
(3z2+5, z7+3){1}667375
(4z2+5, z7+4){1}367375
(5z2+5, z7+5){1}667375
(6z2+5, z7+6){1}667375
(z2+6, z7+1){1}167375
(2z2+6, z7+2){1}167375
(3z2+6, z7+3){1}267375
(4z2+6, z7+4){1}167375
(5z2+6, z7+5){1}267375
(6z2+6, z7+6){1}267375
{(1,33), (7,14), (49,0)}[ 19/6, 1/3 ](z+1, z14+1){1}26727436·74
(2z+1, z14+2){1}267274
(3z+1, z14+3){1}167274
(4z+1, z14+4){1}267274
(5z+1, z14+5){1}167274
(6z+1, z14+6){1}167274
(z+2, z14+1){1}667274
(2z+2, z14+2){1}667274
(3z+2, z14+3){1}367274
(4z+2, z14+4){1}667274
(5z+2, z14+5){1}367274
(6z+2, z14+6){1}367274
(z+3, z14+1){1}667274
(2z+3, z14+2){1}667274
(3z+3, z14+3){1}367274
(4z+3, z14+4){1}667274
(5z+3, z14+5){1}367274
(6z+3, z14+6){1}367274
(z+4, z14+1){1}667274
(2z+4, z14+2){1}667274
(3z+4, z14+3){1}367274
(4z+4, z14+4){1}667274
(5z+4, z14+5){1}367274
(6z+4, z14+6){1}367274
(z+5, z14+1){1}667274
(2z+5, z14+2){1}667274
(3z+5, z14+3){1}367274
(4z+5, z14+4){1}667274
(5z+5, z14+5){1}367274
(6z+5, z14+6){1}367274
(z+6, z14+1){1}267274
(2z+6, z14+2){1}267274
(3z+6, z14+3){1}167274
(4z+6, z14+4){1}267274
(5z+6, z14+5){1}167274
(6z+6, z14+6){1}167274
{(1,33), (7,21), (49,0)}[ 2, 1/2 ](z6+1, z21+1){1}2277336·73
(2z6+1, z21+2){1}62773
(3z6+1, z21+3){1}32773
(4z6+1, z21+4){1}62773
(5z6+1, z21+5){1}32773
(6z6+1, z21+6){7}127273
(z6+2, z21+1){1}62773
(2z6+2, z21+2){1}62773
(3z6+2, z21+3){1}32773
(4z6+2, z21+4){1}62773
(5z6+2, z21+5){7}327273
(6z6+2, z21+6){1}32773
(z6+3, z21+1){1}32773
(2z6+3, z21+2){1}32773
(3z6+3, z21+3){1}62773
(4z6+3, z21+4){7}327273
(5z6+3, z21+5){1}62773
(6z6+3, z21+6){1}62773
(z6+4, z21+1){1}62773
(2z6+4, z21+2){1}62773
(3z6+4, z21+3){7}327273
(4z6+4, z21+4){1}62773
(5z6+4, z21+5){1}32773
(6z6+4, z21+6){1}32773
(z6+5, z21+1){1}32773
(2z6+5, z21+2){7}327273
(3z6+5, z21+3){1}62773
(4z6+5, z21+4){1}32773
(5z6+5, z21+5){1}62773
(6z6+5, z21+6){1}62773
(z6+6, z21+1){7}127273
(2z6+6, z21+2){1}32773
(3z6+6, z21+3){1}62773
(4z6+6, z21+4){1}32773
(5z6+6, z21+5){1}62773
(6z6+6, z21+6){1}22773
{(1,33), (7,28), (49,0)}[ 5/6, 2/3 ](z+1, z14+1){1}2617236·72
(2z+1, z14+2){1}26172
(3z+1, z14+3){1}16172
(4z+1, z14+4){1}26172
(5z+1, z14+5){1}16172
(6z+1, z14+6){1}16172
(z+2, z14+1){1}66172
(2z+2, z14+2){1}66172
(3z+2, z14+3){1}36172
(4z+2, z14+4){1}66172
(5z+2, z14+5){1}36172
(6z+2, z14+6){1}36172
(z+3, z14+1){1}66172
(2z+3, z14+2){1}66172
(3z+3, z14+3){1}36172
(4z+3, z14+4){1}66172
(5z+3, z14+5){1}36172
(6z+3, z14+6){1}36172
(z+4, z14+1){1}66172
(2z+4, z14+2){1}66172
(3z+4, z14+3){1}36172
(4z+4, z14+4){1}66172
(5z+4, z14+5){1}36172
(6z+4, z14+6){1}36172
(z+5, z14+1){1}66172
(2z+5, z14+2){1}66172
(3z+5, z14+3){1}36172
(4z+5, z14+4){1}66172
(5z+5, z14+5){1}36172
(6z+5, z14+6){1}36172
(z+6, z14+1){1}26172
(2z+6, z14+2){1}26172
(3z+6, z14+3){1}16172
(4z+6, z14+4){1}26172
(5z+6, z14+5){1}16172
(6z+6, z14+6){1}16172
{(1,33), (49,0)}[ 11/16 ](z3+1){1}216{ 1568 }{ 49P19 }1726·72
(z3+2){1}616{ 4704 }{ 49P28 }172
(z3+3){1}616{ 4704 }{ 49P28 }172
(z3+4){1}616{ 4704 }{ 49P28 }172
(z3+5){1}616{ 4704 }{ 49P28 }172
(z3+6){1}216{ 1568 }{ 49P19 }172
34{(1,34), (7,7), (49,0)}[ 9/2, 1/6 ](z3+1, z7+1){1}16737536·756·76
(2z3+1, z7+2){1}367375
(3z3+1, z7+3){1}367375
(4z3+1, z7+4){1}367375
(5z3+1, z7+5){1}367375
(6z3+1, z7+6){1}167375
(z3+2, z7+1){1}367375
(2z3+2, z7+2){1}167375
(3z3+2, z7+3){1}367375
(4z3+2, z7+4){1}367375
(5z3+2, z7+5){1}167375
(6z3+2, z7+6){1}367375
(z3+3, z7+1){1}667375
(2z3+3, z7+2){1}667375
(3z3+3, z7+3){1}267375
(4z3+3, z7+4){1}267375
(5z3+3, z7+5){1}667375
(6z3+3, z7+6){1}667375
(z3+4, z7+1){1}367375
(2z3+4, z7+2){1}367375
(3z3+4, z7+3){1}167375
(4z3+4, z7+4){1}167375
(5z3+4, z7+5){1}367375
(6z3+4, z7+6){1}367375
(z3+5, z7+1){1}667375
(2z3+5, z7+2){1}267375
(3z3+5, z7+3){1}667375
(4z3+5, z7+4){1}667375
(5z3+5, z7+5){1}267375
(6z3+5, z7+6){1}667375
(z3+6, z7+1){1}267375
(2z3+6, z7+2){1}667375
(3z3+6, z7+3){1}667375
(4z3+6, z7+4){1}667375
(5z3+6, z7+5){1}667375
(6z3+6, z7+6){1}267375
{(1,34), (7,14), (49,0)}[ 10/3, 1/3 ](z2+1, z14+1){1}23727436·74
(2z2+1, z14+2){1}637274
(3z2+1, z14+3){1}337274
(4z2+1, z14+4){1}637274
(5z2+1, z14+5){1}337274
(6z2+1, z14+6){1}137274
(z2+2, z14+1){1}637274
(2z2+2, z14+2){1}637274
(3z2+2, z14+3){1}137274
(4z2+2, z14+4){1}237274
(5z2+2, z14+5){1}337274
(6z2+2, z14+6){1}337274
(z2+3, z14+1){1}637274
(2z2+3, z14+2){1}237274
(3z2+3, z14+3){1}637274
(4z2+3, z14+4){1}637274
(5z2+3, z14+5){1}237274
(6z2+3, z14+6){1}637274
(z2+4, z14+1){1}637274
(2z2+4, z14+2){1}237274
(3z2+4, z14+3){1}337274
(4z2+4, z14+4){1}637274
(5z2+4, z14+5){1}137274
(6z2+4, z14+6){1}337274
(z2+5, z14+1){1}637274
(2z2+5, z14+2){1}637274
(3z2+5, z14+3){1}237274
(4z2+5, z14+4){1}237274
(5z2+5, z14+5){1}637274
(6z2+5, z14+6){1}637274
(z2+6, z14+1){1}237274
(2z2+6, z14+2){1}637274
(3z2+6, z14+3){1}637274
(4z2+6, z14+4){1}637274
(5z2+6, z14+5){1}637274
(6z2+6, z14+6){1}237274
{(1,34), (7,21), (49,0)}[ 13/6, 1/2 ](z+1, z21+1){1}1677336·73
(2z+1, z21+2){1}36773
(3z+1, z21+3){1}36773
(4z+1, z21+4){1}36773
(5z+1, z21+5){1}36773
(6z+1, z21+6){1}16773
(z+2, z21+1){1}16773
(2z+2, z21+2){1}36773
(3z+2, z21+3){1}36773
(4z+2, z21+4){1}36773
(5z+2, z21+5){1}36773
(6z+2, z21+6){1}16773
(z+3, z21+1){1}26773
(2z+3, z21+2){1}66773
(3z+3, z21+3){1}66773
(4z+3, z21+4){1}66773
(5z+3, z21+5){1}66773
(6z+3, z21+6){1}26773
(z+4, z21+1){1}16773
(2z+4, z21+2){1}36773
(3z+4, z21+3){1}36773
(4z+4, z21+4){1}36773
(5z+4, z21+5){1}36773
(6z+4, z21+6){1}16773
(z+5, z21+1){1}26773
(2z+5, z21+2){1}66773
(3z+5, z21+3){1}66773
(4z+5, z21+4){1}66773
(5z+5, z21+5){1}66773
(6z+5, z21+6){1}26773
(z+6, z21+1){1}26773
(2z+6, z21+2){1}66773
(3z+6, z21+3){1}66773
(4z+6, z21+4){1}66773
(5z+6, z21+5){1}66773
(6z+6, z21+6){1}26773
{(1,34), (7,28), (49,0)}[ 1, 2/3 ](z6+1, z14+1){1}2317236·72
(2z6+1, z14+2){1}63172
(3z6+1, z14+3){1}33172
(4z6+1, z14+4){1}63172
(5z6+1, z14+5){1}33172
(6z6+1, z14+6){7}13772
(z6+2, z14+1){1}63172
(2z6+2, z14+2){1}23172
(3z6+2, z14+3){1}33172
(4z6+2, z14+4){1}63172
(5z6+2, z14+5){7}13772
(6z6+2, z14+6){1}33172
(z6+3, z14+1){1}63172
(2z6+3, z14+2){1}63172
(3z6+3, z14+3){1}23172
(4z6+3, z14+4){7}23772
(5z6+3, z14+5){1}63172
(6z6+3, z14+6){1}63172
(z6+4, z14+1){1}63172
(2z6+4, z14+2){1}63172
(3z6+4, z14+3){7}13772
(4z6+4, z14+4){1}23172
(5z6+4, z14+5){1}33172
(6z6+4, z14+6){1}33172
(z6+5, z14+1){1}63172
(2z6+5, z14+2){7}23772
(3z6+5, z14+3){1}63172
(4z6+5, z14+4){1}63172
(5z6+5, z14+5){1}23172
(6z6+5, z14+6){1}63172
(z6+6, z14+1){7}23772
(2z6+6, z14+2){1}63172
(3z6+6, z14+3){1}63172
(4z6+6, z14+4){1}63172
(5z6+6, z14+5){1}63172
(6z6+6, z14+6){1}23172
{(1,34), (49,0)}[ 17/24 ](z2+1){1}224{ 2352 }{ 49P23 }1726·72
(z2+2){1}224{ 2352 }{ 49P23 }172
(z2+3){1}224{ 2352 }{ 49P25 }172
(z2+4){1}224{ 2352 }{ 49P23 }172
(z2+5){1}224{ 2352 }{ 49P25 }172
(z2+6){1}224{ 2352 }{ 49P25 }172
36{(1,36), (7,7), (49,0)}[ 29/6, 1/6 ](z+1, z7+1){1}16747636·766·77
(2z+1, z7+2){1}167476
(3z+1, z7+3){1}167476
(4z+1, z7+4){1}167476
(5z+1, z7+5){1}167476
(6z+1, z7+6){1}167476
(z+2, z7+1){1}367476
(2z+2, z7+2){1}367476
(3z+2, z7+3){1}367476
(4z+2, z7+4){1}367476
(5z+2, z7+5){1}367476
(6z+2, z7+6){1}367476
(z+3, z7+1){1}667476
(2z+3, z7+2){1}667476
(3z+3, z7+3){1}667476
(4z+3, z7+4){1}667476
(5z+3, z7+5){1}667476
(6z+3, z7+6){1}667476
(z+4, z7+1){1}367476
(2z+4, z7+2){1}367476
(3z+4, z7+3){1}367476
(4z+4, z7+4){1}367476
(5z+4, z7+5){1}367476
(6z+4, z7+6){1}367476
(z+5, z7+1){1}667476
(2z+5, z7+2){1}667476
(3z+5, z7+3){1}667476
(4z+5, z7+4){1}667476
(5z+5, z7+5){1}667476
(6z+5, z7+6){1}667476
(z+6, z7+1){1}267476
(2z+6, z7+2){1}267476
(3z+6, z7+3){1}267476
(4z+6, z7+4){1}267476
(5z+6, z7+5){1}267476
(6z+6, z7+6){1}267476
{(1,36), (7,14), (49,0)}[ 11/3, 1/3 ](z2+1, z14+1){1}23737536·75
(2z2+1, z14+2){1}237375
(3z2+1, z14+3){1}137375
(4z2+1, z14+4){1}237375
(5z2+1, z14+5){1}137375
(6z2+1, z14+6){1}137375
(z2+2, z14+1){1}637375
(2z2+2, z14+2){1}637375
(3z2+2, z14+3){1}337375
(4z2+2, z14+4){1}637375
(5z2+2, z14+5){1}337375
(6z2+2, z14+6){1}337375
(z2+3, z14+1){1}637375
(2z2+3, z14+2){1}637375
(3z2+3, z14+3){1}637375
(4z2+3, z14+4){1}637375
(5z2+3, z14+5){1}637375
(6z2+3, z14+6){1}637375
(z2+4, z14+1){1}637375
(2z2+4, z14+2){1}637375
(3z2+4, z14+3){1}337375
(4z2+4, z14+4){1}637375
(5z2+4, z14+5){1}337375
(6z2+4, z14+6){1}337375
(z2+5, z14+1){1}637375
(2z2+5, z14+2){1}637375
(3z2+5, z14+3){1}637375
(4z2+5, z14+4){1}637375
(5z2+5, z14+5){1}637375
(6z2+5, z14+6){1}637375
(z2+6, z14+1){1}237375
(2z2+6, z14+2){1}237375
(3z2+6, z14+3){1}237375
(4z2+6, z14+4){1}237375
(5z2+6, z14+5){1}237375
(6z2+6, z14+6){1}237375
{(1,36), (7,21), (49,0)}[ 5/2, 1/2 ](z3+1, z21+1){1}12727436·74
(2z3+1, z21+2){1}327274
(3z3+1, z21+3){1}327274
(4z3+1, z21+4){1}327274
(5z3+1, z21+5){1}327274
(6z3+1, z21+6){1}127274
(z3+2, z21+1){1}327274
(2z3+2, z21+2){1}327274
(3z3+2, z21+3){1}327274
(4z3+2, z21+4){1}327274
(5z3+2, z21+5){1}327274
(6z3+2, z21+6){1}327274
(z3+3, z21+1){1}627274
(2z3+3, z21+2){1}627274
(3z3+3, z21+3){1}627274
(4z3+3, z21+4){1}627274
(5z3+3, z21+5){1}627274
(6z3+3, z21+6){1}627274
(z3+4, z21+1){1}327274
(2z3+4, z21+2){1}327274
(3z3+4, z21+3){1}327274
(4z3+4, z21+4){1}327274
(5z3+4, z21+5){1}327274
(6z3+4, z21+6){1}327274
(z3+5, z21+1){1}627274
(2z3+5, z21+2){1}627274
(3z3+5, z21+3){1}627274
(4z3+5, z21+4){1}627274
(5z3+5, z21+5){1}627274
(6z3+5, z21+6){1}627274
(z3+6, z21+1){1}227274
(2z3+6, z21+2){1}627274
(3z3+6, z21+3){1}627274
(4z3+6, z21+4){1}627274
(5z3+6, z21+5){1}627274
(6z3+6, z21+6){1}227274
{(1,36), (7,28), (49,0)}[ 4/3, 2/3 ](z2+1, z14+1){1}2377336·73
(2z2+1, z14+2){1}23773
(3z2+1, z14+3){1}13773
(4z2+1, z14+4){1}23773
(5z2+1, z14+5){1}13773
(6z2+1, z14+6){1}13773
(z2+2, z14+1){1}63773
(2z2+2, z14+2){1}63773
(3z2+2, z14+3){1}33773
(4z2+2, z14+4){1}63773
(5z2+2, z14+5){1}33773
(6z2+2, z14+6){1}33773
(z2+3, z14+1){1}63773
(2z2+3, z14+2){1}63773
(3z2+3, z14+3){1}63773
(4z2+3, z14+4){1}63773
(5z2+3, z14+5){1}63773
(6z2+3, z14+6){1}63773
(z2+4, z14+1){1}63773
(2z2+4, z14+2){1}63773
(3z2+4, z14+3){1}33773
(4z2+4, z14+4){1}63773
(5z2+4, z14+5){1}33773
(6z2+4, z14+6){1}33773
(z2+5, z14+1){1}63773
(2z2+5, z14+2){1}63773
(3z2+5, z14+3){1}63773
(4z2+5, z14+4){1}63773
(5z2+5, z14+5){1}63773
(6z2+5, z14+6){1}63773
(z2+6, z14+1){1}23773
(2z2+6, z14+2){1}23773
(3z2+6, z14+3){1}23773
(4z2+6, z14+4){1}23773
(5z2+6, z14+5){1}23773
(6z2+6, z14+6){1}23773
{(1,36), (49,0)}[ 3/4 ](z12+1){1}24{ 392 }{ 49P4 }7736·73
(z12+2){1}64{ 1176 }{ 49P14 }773
(z12+3){1}64{ 1176 }{ 49P16 }773
(z12+4){1}64{ 1176 }{ 49P14 }773
(z12+5){1}64{ 1176 }{ 49P16 }773
(z12+6){1}24{ 392 }{ 49P5 }773
37{(1,37), (7,7), (49,0)}[ 5, 1/6 ](z6+1, z7+1){1}26747636·766·77
(2z6+1, z7+2){1}667476
(3z6+1, z7+3){1}367476
(4z6+1, z7+4){1}667476
(5z6+1, z7+5){1}367476
(6z6+1, z7+6){7}167576
(z6+2, z7+1){1}667476
(2z6+2, z7+2){1}267476
(3z6+2, z7+3){1}367476
(4z6+2, z7+4){1}667476
(5z6+2, z7+5){7}167576
(6z6+2, z7+6){1}367476
(z6+3, z7+1){1}367476
(2z6+3, z7+2){1}367476
(3z6+3, z7+3){1}267476
(4z6+3, z7+4){7}167576
(5z6+3, z7+5){1}667476
(6z6+3, z7+6){1}667476
(z6+4, z7+1){1}667476
(2z6+4, z7+2){1}667476
(3z6+4, z7+3){7}167576
(4z6+4, z7+4){1}267476
(5z6+4, z7+5){1}367476
(6z6+4, z7+6){1}367476
(z6+5, z7+1){1}367476
(2z6+5, z7+2){7}167576
(3z6+5, z7+3){1}667476
(4z6+5, z7+4){1}367476
(5z6+5, z7+5){1}267476
(6z6+5, z7+6){1}667476
(z6+6, z7+1){7}167576
(2z6+6, z7+2){1}367476
(3z6+6, z7+3){1}667476
(4z6+6, z7+4){1}367476
(5z6+6, z7+5){1}667476
(6z6+6, z7+6){1}267476
{(1,37), (7,14), (49,0)}[ 23/6, 1/3 ](z+1, z14+1){1}26737536·75
(2z+1, z14+2){1}667375
(3z+1, z14+3){1}367375
(4z+1, z14+4){1}667375
(5z+1, z14+5){1}367375
(6z+1, z14+6){1}167375
(z+2, z14+1){1}667375
(2z+2, z14+2){1}667375
(3z+2, z14+3){1}167375
(4z+2, z14+4){1}267375
(5z+2, z14+5){1}367375
(6z+2, z14+6){1}367375
(z+3, z14+1){1}667375
(2z+3, z14+2){1}267375
(3z+3, z14+3){1}367375
(4z+3, z14+4){1}667375
(5z+3, z14+5){1}167375
(6z+3, z14+6){1}367375
(z+4, z14+1){1}667375
(2z+4, z14+2){1}267375
(3z+4, z14+3){1}367375
(4z+4, z14+4){1}667375
(5z+4, z14+5){1}167375
(6z+4, z14+6){1}367375
(z+5, z14+1){1}667375
(2z+5, z14+2){1}667375
(3z+5, z14+3){1}167375
(4z+5, z14+4){1}267375
(5z+5, z14+5){1}367375
(6z+5, z14+6){1}367375
(z+6, z14+1){1}267375
(2z+6, z14+2){1}667375
(3z+6, z14+3){1}367375
(4z+6, z14+4){1}667375
(5z+6, z14+5){1}367375
(6z+6, z14+6){1}167375
{(1,37), (7,21), (49,0)}[ 8/3, 1/2 ](z2+1, z21+1){1}26727436·74
(2z2+1, z21+2){1}667274
(3z2+1, z21+3){1}367274
(4z2+1, z21+4){1}667274
(5z2+1, z21+5){1}367274
(6z2+1, z21+6){1}167274
(z2+2, z21+1){1}267274
(2z2+2, z21+2){1}667274
(3z2+2, z21+3){1}367274
(4z2+2, z21+4){1}667274
(5z2+2, z21+5){1}367274
(6z2+2, z21+6){1}167274
(z2+3, z21+1){1}167274
(2z2+3, z21+2){1}367274
(3z2+3, z21+3){1}667274
(4z2+3, z21+4){1}367274
(5z2+3, z21+5){1}667274
(6z2+3, z21+6){1}267274
(z2+4, z21+1){1}267274
(2z2+4, z21+2){1}667274
(3z2+4, z21+3){1}367274
(4z2+4, z21+4){1}667274
(5z2+4, z21+5){1}367274
(6z2+4, z21+6){1}167274
(z2+5, z21+1){1}167274
(2z2+5, z21+2){1}367274
(3z2+5, z21+3){1}667274
(4z2+5, z21+4){1}367274
(5z2+5, z21+5){1}667274
(6z2+5, z21+6){1}267274
(z2+6, z21+1){1}167274
(2z2+6, z21+2){1}367274
(3z2+6, z21+3){1}667274
(4z2+6, z21+4){1}367274
(5z2+6, z21+5){1}667274
(6z2+6, z21+6){1}267274
{(1,37), (7,28), (49,0)}[ 3/2, 2/3 ](z3+1, z14+1){1}2677336·73
(2z3+1, z14+2){1}66773
(3z3+1, z14+3){1}36773
(4z3+1, z14+4){1}66773
(5z3+1, z14+5){1}36773
(6z3+1, z14+6){1}16773
(z3+2, z14+1){1}66773
(2z3+2, z14+2){1}26773
(3z3+2, z14+3){1}36773
(4z3+2, z14+4){1}66773
(5z3+2, z14+5){1}16773
(6z3+2, z14+6){1}36773
(z3+3, z14+1){1}66773
(2z3+3, z14+2){1}66773
(3z3+3, z14+3){1}16773
(4z3+3, z14+4){1}26773
(5z3+3, z14+5){1}36773
(6z3+3, z14+6){1}36773
(z3+4, z14+1){1}66773
(2z3+4, z14+2){1}66773
(3z3+4, z14+3){1}16773
(4z3+4, z14+4){1}26773
(5z3+4, z14+5){1}36773
(6z3+4, z14+6){1}36773
(z3+5, z14+1){1}66773
(2z3+5, z14+2){1}26773
(3z3+5, z14+3){1}36773
(4z3+5, z14+4){1}66773
(5z3+5, z14+5){1}16773
(6z3+5, z14+6){1}36773
(z3+6, z14+1){1}26773
(2z3+6, z14+2){1}66773
(3z3+6, z14+3){1}36773
(4z3+6, z14+4){1}66773
(5z3+6, z14+5){1}36773
(6z3+6, z14+6){1}16773
{(1,37), (49,0)}[ 37/48 ](z+1){1}248{ 4704 }{ 49P28 }7736·73
(z+2){1}248{ 4704 }{ 49P28 }773
(z+3){1}248{ 4704 }{ 49P28 }773
(z+4){1}248{ 4704 }{ 49P28 }773
(z+5){1}248{ 4704 }{ 49P28 }773
(z+6){1}248{ 4704 }{ 49P28 }773
38{(1,38), (7,7), (49,0)}[ 31/6, 1/6 ](z+1, z7+1){1}16747636·766·77
(2z+1, z7+2){1}367476
(3z+1, z7+3){1}367476
(4z+1, z7+4){1}367476
(5z+1, z7+5){1}367476
(6z+1, z7+6){1}167476
(z+2, z7+1){1}367476
(2z+2, z7+2){1}367476
(3z+2, z7+3){1}167476
(4z+2, z7+4){1}167476
(5z+2, z7+5){1}367476
(6z+2, z7+6){1}367476
(z+3, z7+1){1}667476
(2z+3, z7+2){1}267476
(3z+3, z7+3){1}667476
(4z+3, z7+4){1}667476
(5z+3, z7+5){1}267476
(6z+3, z7+6){1}667476
(z+4, z7+1){1}367476
(2z+4, z7+2){1}167476
(3z+4, z7+3){1}367476
(4z+4, z7+4){1}367476
(5z+4, z7+5){1}167476
(6z+4, z7+6){1}367476
(z+5, z7+1){1}667476
(2z+5, z7+2){1}667476
(3z+5, z7+3){1}267476
(4z+5, z7+4){1}267476
(5z+5, z7+5){1}667476
(6z+5, z7+6){1}667476
(z+6, z7+1){1}267476
(2z+6, z7+2){1}667476
(3z+6, z7+3){1}667476
(4z+6, z7+4){1}667476
(5z+6, z7+5){1}667476
(6z+6, z7+6){1}267476
{(1,38), (7,14), (49,0)}[ 4, 1/3 ](z6+1, z14+1){1}23737536·75
(2z6+1, z14+2){1}637375
(3z6+1, z14+3){1}337375
(4z6+1, z14+4){1}637375
(5z6+1, z14+5){1}337375
(6z6+1, z14+6){7}137475
(z6+2, z14+1){1}637375
(2z6+2, z14+2){1}237375
(3z6+2, z14+3){1}337375
(4z6+2, z14+4){1}637375
(5z6+2, z14+5){7}137475
(6z6+2, z14+6){1}337375
(z6+3, z14+1){1}637375
(2z6+3, z14+2){1}637375
(3z6+3, z14+3){1}237375
(4z6+3, z14+4){7}237475
(5z6+3, z14+5){1}637375
(6z6+3, z14+6){1}637375
(z6+4, z14+1){1}637375
(2z6+4, z14+2){1}637375
(3z6+4, z14+3){7}137475
(4z6+4, z14+4){1}237375
(5z6+4, z14+5){1}337375
(6z6+4, z14+6){1}337375
(z6+5, z14+1){1}637375
(2z6+5, z14+2){7}237475
(3z6+5, z14+3){1}637375
(4z6+5, z14+4){1}637375
(5z6+5, z14+5){1}237375
(6z6+5, z14+6){1}637375
(z6+6, z14+1){7}237475
(2z6+6, z14+2){1}637375
(3z6+6, z14+3){1}637375
(4z6+6, z14+4){1}637375
(5z6+6, z14+5){1}637375
(6z6+6, z14+6){1}237375
{(1,38), (7,21), (49,0)}[ 17/6, 1/2 ](z+1, z21+1){1}16727436·74
(2z+1, z21+2){1}367274
(3z+1, z21+3){1}367274
(4z+1, z21+4){1}367274
(5z+1, z21+5){1}367274
(6z+1, z21+6){1}167274
(z+2, z21+1){1}167274
(2z+2, z21+2){1}367274
(3z+2, z21+3){1}367274
(4z+2, z21+4){1}367274
(5z+2, z21+5){1}367274
(6z+2, z21+6){1}167274
(z+3, z21+1){1}267274
(2z+3, z21+2){1}667274
(3z+3, z21+3){1}667274
(4z+3, z21+4){1}667274
(5z+3, z21+5){1}667274
(6z+3, z21+6){1}267274
(z+4, z21+1){1}167274
(2z+4, z21+2){1}367274
(3z+4, z21+3){1}367274
(4z+4, z21+4){1}367274
(5z+4, z21+5){1}367274
(6z+4, z21+6){1}167274
(z+5, z21+1){1}267274
(2z+5, z21+2){1}667274
(3z+5, z21+3){1}667274
(4z+5, z21+4){1}667274
(5z+5, z21+5){1}667274
(6z+5, z21+6){1}267274
(z+6, z21+1){1}267274
(2z+6, z21+2){1}667274
(3z+6, z21+3){1}667274
(4z+6, z21+4){1}667274
(5z+6, z21+5){1}667274
(6z+6, z21+6){1}267274
{(1,38), (7,28), (49,0)}[ 5/3, 2/3 ](z2+1, z14+1){1}2377336·73
(2z2+1, z14+2){1}63773
(3z2+1, z14+3){1}33773
(4z2+1, z14+4){1}63773
(5z2+1, z14+5){1}33773
(6z2+1, z14+6){1}13773
(z2+2, z14+1){1}63773
(2z2+2, z14+2){1}63773
(3z2+2, z14+3){1}13773
(4z2+2, z14+4){1}23773
(5z2+2, z14+5){1}33773
(6z2+2, z14+6){1}33773
(z2+3, z14+1){1}63773
(2z2+3, z14+2){1}23773
(3z2+3, z14+3){1}63773
(4z2+3, z14+4){1}63773
(5z2+3, z14+5){1}23773
(6z2+3, z14+6){1}63773
(z2+4, z14+1){1}63773
(2z2+4, z14+2){1}23773
(3z2+4, z14+3){1}33773
(4z2+4, z14+4){1}63773
(5z2+4, z14+5){1}13773
(6z2+4, z14+6){1}33773
(z2+5, z14+1){1}63773
(2z2+5, z14+2){1}63773
(3z2+5, z14+3){1}23773
(4z2+5, z14+4){1}23773
(5z2+5, z14+5){1}63773
(6z2+5, z14+6){1}63773
(z2+6, z14+1){1}23773
(2z2+6, z14+2){1}63773
(3z2+6, z14+3){1}63773
(4z2+6, z14+4){1}63773
(5z2+6, z14+5){1}63773
(6z2+6, z14+6){1}23773
{(1,38), (49,0)}[ 19/24 ](z2+1){1}224{ 2352 }{ 49P23 }7736·73
(z2+2){1}224{ 2352 }{ 49P23 }773
(z2+3){1}224{ 2352 }{ 49P25 }773
(z2+4){1}224{ 2352 }{ 49P23 }773
(z2+5){1}224{ 2352 }{ 49P25 }773
(z2+6){1}224{ 2352 }{ 49P25 }773
39{(1,39), (7,7), (49,0)}[ 16/3, 1/6 ](z2+1, z7+1){1}26747636·766·77
(2z2+1, z7+2){1}267476
(3z2+1, z7+3){1}167476
(4z2+1, z7+4){1}267476
(5z2+1, z7+5){1}167476
(6z2+1, z7+6){1}167476
(z2+2, z7+1){1}667476
(2z2+2, z7+2){1}667476
(3z2+2, z7+3){1}367476
(4z2+2, z7+4){1}667476
(5z2+2, z7+5){1}367476
(6z2+2, z7+6){1}367476
(z2+3, z7+1){1}367476
(2z2+3, z7+2){1}367476
(3z2+3, z7+3){1}667476
(4z2+3, z7+4){1}367476
(5z2+3, z7+5){1}667476
(6z2+3, z7+6){1}667476
(z2+4, z7+1){1}667476
(2z2+4, z7+2){1}667476
(3z2+4, z7+3){1}367476
(4z2+4, z7+4){1}667476
(5z2+4, z7+5){1}367476
(6z2+4, z7+6){1}367476
(z2+5, z7+1){1}367476
(2z2+5, z7+2){1}367476
(3z2+5, z7+3){1}667476
(4z2+5, z7+4){1}367476
(5z2+5, z7+5){1}667476
(6z2+5, z7+6){1}667476
(z2+6, z7+1){1}167476
(2z2+6, z7+2){1}167476
(3z2+6, z7+3){1}267476
(4z2+6, z7+4){1}167476
(5z2+6, z7+5){1}267476
(6z2+6, z7+6){1}267476
{(1,39), (7,14), (49,0)}[ 25/6, 1/3 ](z+1, z14+1){1}26737536·75
(2z+1, z14+2){1}267375
(3z+1, z14+3){1}167375
(4z+1, z14+4){1}267375
(5z+1, z14+5){1}167375
(6z+1, z14+6){1}167375
(z+2, z14+1){1}667375
(2z+2, z14+2){1}667375
(3z+2, z14+3){1}367375
(4z+2, z14+4){1}667375
(5z+2, z14+5){1}367375
(6z+2, z14+6){1}367375
(z+3, z14+1){1}667375
(2z+3, z14+2){1}667375
(3z+3, z14+3){1}367375
(4z+3, z14+4){1}667375
(5z+3, z14+5){1}367375
(6z+3, z14+6){1}367375
(z+4, z14+1){1}667375
(2z+4, z14+2){1}667375
(3z+4, z14+3){1}367375
(4z+4, z14+4){1}667375
(5z+4, z14+5){1}367375
(6z+4, z14+6){1}367375
(z+5, z14+1){1}667375
(2z+5, z14+2){1}667375
(3z+5, z14+3){1}367375
(4z+5, z14+4){1}667375
(5z+5, z14+5){1}367375
(6z+5, z14+6){1}367375
(z+6, z14+1){1}267375
(2z+6, z14+2){1}267375
(3z+6, z14+3){1}167375
(4z+6, z14+4){1}267375
(5z+6, z14+5){1}167375
(6z+6, z14+6){1}167375
{(1,39), (7,21), (49,0)}[ 3, 1/2 ](z6+1, z21+1){1}22727436·74
(2z6+1, z21+2){1}627274
(3z6+1, z21+3){1}327274
(4z6+1, z21+4){1}627274
(5z6+1, z21+5){1}327274
(6z6+1, z21+6){7}127374
(z6+2, z21+1){1}627274
(2z6+2, z21+2){1}627274
(3z6+2, z21+3){1}327274
(4z6+2, z21+4){1}627274
(5z6+2, z21+5){7}327374
(6z6+2, z21+6){1}327274
(z6+3, z21+1){1}327274
(2z6+3, z21+2){1}327274
(3z6+3, z21+3){1}627274
(4z6+3, z21+4){7}327374
(5z6+3, z21+5){1}627274
(6z6+3, z21+6){1}627274
(z6+4, z21+1){1}627274
(2z6+4, z21+2){1}627274
(3z6+4, z21+3){7}327374
(4z6+4, z21+4){1}627274
(5z6+4, z21+5){1}327274
(6z6+4, z21+6){1}327274
(z6+5, z21+1){1}327274
(2z6+5, z21+2){7}327374
(3z6+5, z21+3){1}627274
(4z6+5, z21+4){1}327274
(5z6+5, z21+5){1}627274
(6z6+5, z21+6){1}627274
(z6+6, z21+1){7}127374
(2z6+6, z21+2){1}327274
(3z6+6, z21+3){1}627274
(4z6+6, z21+4){1}327274
(5z6+6, z21+5){1}627274
(6z6+6, z21+6){1}227274
{(1,39), (7,28), (49,0)}[ 11/6, 2/3 ](z+1, z14+1){1}2677336·73
(2z+1, z14+2){1}26773
(3z+1, z14+3){1}16773
(4z+1, z14+4){1}26773
(5z+1, z14+5){1}16773
(6z+1, z14+6){1}16773
(z+2, z14+1){1}66773
(2z+2, z14+2){1}66773
(3z+2, z14+3){1}36773
(4z+2, z14+4){1}66773
(5z+2, z14+5){1}36773
(6z+2, z14+6){1}36773
(z+3, z14+1){1}66773
(2z+3, z14+2){1}66773
(3z+3, z14+3){1}36773
(4z+3, z14+4){1}66773
(5z+3, z14+5){1}36773
(6z+3, z14+6){1}36773
(z+4, z14+1){1}66773
(2z+4, z14+2){1}66773
(3z+4, z14+3){1}36773
(4z+4, z14+4){1}66773
(5z+4, z14+5){1}36773
(6z+4, z14+6){1}36773
(z+5, z14+1){1}66773
(2z+5, z14+2){1}66773
(3z+5, z14+3){1}36773
(4z+5, z14+4){1}66773
(5z+5, z14+5){1}36773
(6z+5, z14+6){1}36773
(z+6, z14+1){1}26773
(2z+6, z14+2){1}26773
(3z+6, z14+3){1}16773
(4z+6, z14+4){1}26773
(5z+6, z14+5){1}16773
(6z+6, z14+6){1}16773
{(1,39), (49,0)}[ 13/16 ](z3+1){1}216{ 1568 }{ 49P19 }7736·73
(z3+2){1}616{ 4704 }{ 49P28 }773
(z3+3){1}616{ 4704 }{ 49P28 }773
(z3+4){1}616{ 4704 }{ 49P28 }773
(z3+5){1}616{ 4704 }{ 49P28 }773
(z3+6){1}216{ 1568 }{ 49P19 }773
40{(1,40), (7,7), (49,0)}[ 11/2, 1/6 ](z3+1, z7+1){1}16747636·766·77
(2z3+1, z7+2){1}367476
(3z3+1, z7+3){1}367476
(4z3+1, z7+4){1}367476
(5z3+1, z7+5){1}367476
(6z3+1, z7+6){1}167476
(z3+2, z7+1){1}367476
(2z3+2, z7+2){1}167476
(3z3+2, z7+3){1}367476
(4z3+2, z7+4){1}367476
(5z3+2, z7+5){1}167476
(6z3+2, z7+6){1}367476
(z3+3, z7+1){1}667476
(2z3+3, z7+2){1}667476
(3z3+3, z7+3){1}267476
(4z3+3, z7+4){1}267476
(5z3+3, z7+5){1}667476
(6z3+3, z7+6){1}667476
(z3+4, z7+1){1}367476
(2z3+4, z7+2){1}367476
(3z3+4, z7+3){1}167476
(4z3+4, z7+4){1}167476
(5z3+4, z7+5){1}367476
(6z3+4, z7+6){1}367476
(z3+5, z7+1){1}667476
(2z3+5, z7+2){1}267476
(3z3+5, z7+3){1}667476
(4z3+5, z7+4){1}667476
(5z3+5, z7+5){1}267476
(6z3+5, z7+6){1}667476
(z3+6, z7+1){1}267476
(2z3+6, z7+2){1}667476
(3z3+6, z7+3){1}667476
(4z3+6, z7+4){1}667476
(5z3+6, z7+5){1}667476
(6z3+6, z7+6){1}267476
{(1,40), (7,14), (49,0)}[ 13/3, 1/3 ](z2+1, z14+1){1}23737536·75
(2z2+1, z14+2){1}637375
(3z2+1, z14+3){1}337375
(4z2+1, z14+4){1}637375
(5z2+1, z14+5){1}337375
(6z2+1, z14+6){1}137375
(z2+2, z14+1){1}637375
(2z2+2, z14+2){1}637375
(3z2+2, z14+3){1}137375
(4z2+2, z14+4){1}237375
(5z2+2, z14+5){1}337375
(6z2+2, z14+6){1}337375
(z2+3, z14+1){1}637375
(2z2+3, z14+2){1}237375
(3z2+3, z14+3){1}637375
(4z2+3, z14+4){1}637375
(5z2+3, z14+5){1}237375
(6z2+3, z14+6){1}637375
(z2+4, z14+1){1}637375
(2z2+4, z14+2){1}237375
(3z2+4, z14+3){1}337375
(4z2+4, z14+4){1}637375
(5z2+4, z14+5){1}137375
(6z2+4, z14+6){1}337375
(z2+5, z14+1){1}637375
(2z2+5, z14+2){1}637375
(3z2+5, z14+3){1}237375
(4z2+5, z14+4){1}237375
(5z2+5, z14+5){1}637375
(6z2+5, z14+6){1}637375
(z2+6, z14+1){1}237375
(2z2+6, z14+2){1}637375
(3z2+6, z14+3){1}637375
(4z2+6, z14+4){1}637375
(5z2+6, z14+5){1}637375
(6z2+6, z14+6){1}237375
{(1,40), (7,21), (49,0)}[ 19/6, 1/2 ](z+1, z21+1){1}16727436·74
(2z+1, z21+2){1}367274
(3z+1, z21+3){1}367274
(4z+1, z21+4){1}367274
(5z+1, z21+5){1}367274
(6z+1, z21+6){1}167274
(z+2, z21+1){1}167274
(2z+2, z21+2){1}367274
(3z+2, z21+3){1}367274
(4z+2, z21+4){1}367274
(5z+2, z21+5){1}367274
(6z+2, z21+6){1}167274
(z+3, z21+1){1}267274
(2z+3, z21+2){1}667274
(3z+3, z21+3){1}667274
(4z+3, z21+4){1}667274
(5z+3, z21+5){1}667274
(6z+3, z21+6){1}267274
(z+4, z21+1){1}167274
(2z+4, z21+2){1}367274
(3z+4, z21+3){1}367274
(4z+4, z21+4){1}367274
(5z+4, z21+5){1}367274
(6z+4, z21+6){1}167274
(z+5, z21+1){1}267274
(2z+5, z21+2){1}667274
(3z+5, z21+3){1}667274
(4z+5, z21+4){1}667274
(5z+5, z21+5){1}667274
(6z+5, z21+6){1}267274
(z+6, z21+1){1}267274
(2z+6, z21+2){1}667274
(3z+6, z21+3){1}667274
(4z+6, z21+4){1}667274
(5z+6, z21+5){1}667274
(6z+6, z21+6){1}267274
{(1,40), (7,28), (49,0)}[ 2, 2/3 ](z6+1, z14+1){1}2377336·73
(2z6+1, z14+2){1}63773
(3z6+1, z14+3){1}33773
(4z6+1, z14+4){1}63773
(5z6+1, z14+5){1}33773
(6z6+1, z14+6){7}137273
(z6+2, z14+1){1}63773
(2z6+2, z14+2){1}23773
(3z6+2, z14+3){1}33773
(4z6+2, z14+4){1}63773
(5z6+2, z14+5){7}137273
(6z6+2, z14+6){1}33773
(z6+3, z14+1){1}63773
(2z6+3, z14+2){1}63773
(3z6+3, z14+3){1}23773
(4z6+3, z14+4){7}237273
(5z6+3, z14+5){1}63773
(6z6+3, z14+6){1}63773
(z6+4, z14+1){1}63773
(2z6+4, z14+2){1}63773
(3z6+4, z14+3){7}137273
(4z6+4, z14+4){1}23773
(5z6+4, z14+5){1}33773
(6z6+4, z14+6){1}33773
(z6+5, z14+1){1}63773
(2z6+5, z14+2){7}237273
(3z6+5, z14+3){1}63773
(4z6+5, z14+4){1}63773
(5z6+5, z14+5){1}23773
(6z6+5, z14+6){1}63773
(z6+6, z14+1){7}237273
(2z6+6, z14+2){1}63773
(3z6+6, z14+3){1}63773
(4z6+6, z14+4){1}63773
(5z6+6, z14+5){1}63773
(6z6+6, z14+6){1}23773
{(1,40), (7,35), (49,0)}[ 5/6 ](z8+z+1){1}36{ 882 }{ [882,36] }17236·72
(z8+2z+1){1}76{ 2058 }{ 49T? }172
(z8+3z+1){1}46{ 1176 }{ 49P13 }172
(z8+4z+1){1}46{ 1176 }{ 49P13 }172
(z8+5z+1){1}76{ 2058 }{ 49T? }172
(z8+6z+1){1}36{ 882 }{ [882,36] }172
(z8+z+2){1}76{ 2058 }{ 49T? }172
(z8+2z+2){1}46{ 1176 }{ 49P13 }172
(z8+3z+2){1}36{ 882 }{ [882,36] }172
(z8+4z+2){1}36{ 882 }{ [882,36] }172
(z8+5z+2){1}46{ 1176 }{ 49P13 }172
(z8+6z+2){1}76{ 2058 }{ 49T? }172
(z8+z+3){1}86{ 2352 }{ 49P24 }172
(z8+2z+3){1}86{ 2352 }{ 49P24 }172
(z8+3z+3){1}66{ 1764 }{ [1764,135] }172
(z8+4z+3){1}66{ 1764 }{ [1764,135] }172
(z8+5z+3){1}86{ 2352 }{ 49P24 }172
(z8+6z+3){1}86{ 2352 }{ 49P24 }172
(z8+z+4){1}46{ 1176 }{ 49P13 }172
(z8+2z+4){1}36{ 882 }{ [882,36] }172
(z8+3z+4){1}76{ 2058 }{ 49T? }172
(z8+4z+4){1}76{ 2058 }{ 49T? }172
(z8+5z+4){1}36{ 882 }{ [882,36] }172
(z8+6z+4){1}46{ 1176 }{ 49P13 }172
(z8+z+5){1}66{ 1764 }{ [1764,135] }172
(z8+2z+5){1}86{ 2352 }{ 49P24 }172
(z8+3z+5){1}86{ 2352 }{ 49P24 }172
(z8+4z+5){1}86{ 2352 }{ 49P24 }172
(z8+5z+5){1}86{ 2352 }{ 49P24 }172
(z8+6z+5){1}66{ 1764 }{ [1764,135] }172
(z8+z+6){1}86{ 2352 }{ 49P24 }172
(z8+2z+6){1}66{ 1764 }{ [1764,135] }172
(z8+3z+6){1}86{ 2352 }{ 49P24 }172
(z8+4z+6){1}86{ 2352 }{ 49P24 }172
(z8+5z+6){1}66{ 1764 }{ [1764,135] }172
(z8+6z+6){1}86{ 2352 }{ 49P24 }172
{(1,40), (49,0)}[ 5/6 ](z8+1){1}26{ 588 }{ 49P7 }1726·72
(z8+2){1}26{ 588 }{ 49P7 }172
(z8+3){1}26{ 588 }{ [588,37] }172
(z8+4){1}26{ 588 }{ 49P7 }172
(z8+5){1}26{ 588 }{ [588,37] }172
(z8+6){1}26{ 588 }{ [588,37] }172
41{(1,41), (7,7), (49,0)}[ 17/3, 1/6 ](z2+1, z7+1){1}26747636·766·77
(2z2+1, z7+2){1}667476
(3z2+1, z7+3){1}367476
(4z2+1, z7+4){1}667476
(5z2+1, z7+5){1}367476
(6z2+1, z7+6){1}167476
(z2+2, z7+1){1}667476
(2z2+2, z7+2){1}667476
(3z2+2, z7+3){1}167476
(4z2+2, z7+4){1}267476
(5z2+2, z7+5){1}367476
(6z2+2, z7+6){1}367476
(z2+3, z7+1){1}367476
(2z2+3, z7+2){1}167476
(3z2+3, z7+3){1}667476
(4z2+3, z7+4){1}367476
(5z2+3, z7+5){1}267476
(6z2+3, z7+6){1}667476
(z2+4, z7+1){1}667476
(2z2+4, z7+2){1}267476
(3z2+4, z7+3){1}367476
(4z2+4, z7+4){1}667476
(5z2+4, z7+5){1}167476
(6z2+4, z7+6){1}367476
(z2+5, z7+1){1}367476
(2z2+5, z7+2){1}367476
(3z2+5, z7+3){1}267476
(4z2+5, z7+4){1}167476
(5z2+5, z7+5){1}667476
(6z2+5, z7+6){1}667476
(z2+6, z7+1){1}167476
(2z2+6, z7+2){1}367476
(3z2+6, z7+3){1}667476
(4z2+6, z7+4){1}367476
(5z2+6, z7+5){1}667476
(6z2+6, z7+6){1}267476
{(1,41), (7,14), (49,0)}[ 9/2, 1/3 ](z3+1, z14+1){1}26737536·75
(2z3+1, z14+2){1}667375
(3z3+1, z14+3){1}367375
(4z3+1, z14+4){1}667375
(5z3+1, z14+5){1}367375
(6z3+1, z14+6){1}167375
(z3+2, z14+1){1}667375
(2z3+2, z14+2){1}267375
(3z3+2, z14+3){1}367375
(4z3+2, z14+4){1}667375
(5z3+2, z14+5){1}167375
(6z3+2, z14+6){1}367375
(z3+3, z14+1){1}667375
(2z3+3, z14+2){1}667375
(3z3+3, z14+3){1}167375
(4z3+3, z14+4){1}267375
(5z3+3, z14+5){1}367375
(6z3+3, z14+6){1}367375
(z3+4, z14+1){1}667375
(2z3+4, z14+2){1}667375
(3z3+4, z14+3){1}167375
(4z3+4, z14+4){1}267375
(5z3+4, z14+5){1}367375
(6z3+4, z14+6){1}367375
(z3+5, z14+1){1}667375
(2z3+5, z14+2){1}267375
(3z3+5, z14+3){1}367375
(4z3+5, z14+4){1}667375
(5z3+5, z14+5){1}167375
(6z3+5, z14+6){1}367375
(z3+6, z14+1){1}267375
(2z3+6, z14+2){1}667375
(3z3+6, z14+3){1}367375
(4z3+6, z14+4){1}667375
(5z3+6, z14+5){1}367375
(6z3+6, z14+6){1}167375
{(1,41), (7,21), (49,0)}[ 10/3, 1/2 ](z2+1, z21+1){1}26727436·74
(2z2+1, z21+2){1}667274
(3z2+1, z21+3){1}367274
(4z2+1, z21+4){1}667274
(5z2+1, z21+5){1}367274
(6z2+1, z21+6){1}167274
(z2+2, z21+1){1}267274
(2z2+2, z21+2){1}667274
(3z2+2, z21+3){1}367274
(4z2+2, z21+4){1}667274
(5z2+2, z21+5){1}367274
(6z2+2, z21+6){1}167274
(z2+3, z21+1){1}167274
(2z2+3, z21+2){1}367274
(3z2+3, z21+3){1}667274
(4z2+3, z21+4){1}367274
(5z2+3, z21+5){1}667274
(6z2+3, z21+6){1}267274
(z2+4, z21+1){1}267274
(2z2+4, z21+2){1}667274
(3z2+4, z21+3){1}367274
(4z2+4, z21+4){1}667274
(5z2+4, z21+5){1}367274
(6z2+4, z21+6){1}167274
(z2+5, z21+1){1}167274
(2z2+5, z21+2){1}367274
(3z2+5, z21+3){1}667274
(4z2+5, z21+4){1}367274
(5z2+5, z21+5){1}667274
(6z2+5, z21+6){1}267274
(z2+6, z21+1){1}167274
(2z2+6, z21+2){1}367274
(3z2+6, z21+3){1}667274
(4z2+6, z21+4){1}367274
(5z2+6, z21+5){1}667274
(6z2+6, z21+6){1}267274
{(1,41), (7,28), (49,0)}[ 13/6, 2/3 ](z+1, z14+1){1}2677336·73
(2z+1, z14+2){1}66773
(3z+1, z14+3){1}36773
(4z+1, z14+4){1}66773
(5z+1, z14+5){1}36773
(6z+1, z14+6){1}16773
(z+2, z14+1){1}66773
(2z+2, z14+2){1}66773
(3z+2, z14+3){1}16773
(4z+2, z14+4){1}26773
(5z+2, z14+5){1}36773
(6z+2, z14+6){1}36773
(z+3, z14+1){1}66773
(2z+3, z14+2){1}26773
(3z+3, z14+3){1}36773
(4z+3, z14+4){1}66773
(5z+3, z14+5){1}16773
(6z+3, z14+6){1}36773
(z+4, z14+1){1}66773
(2z+4, z14+2){1}26773
(3z+4, z14+3){1}36773
(4z+4, z14+4){1}66773
(5z+4, z14+5){1}16773
(6z+4, z14+6){1}36773
(z+5, z14+1){1}66773
(2z+5, z14+2){1}66773
(3z+5, z14+3){1}16773
(4z+5, z14+4){1}26773
(5z+5, z14+5){1}36773
(6z+5, z14+6){1}36773
(z+6, z14+1){1}26773
(2z+6, z14+2){1}66773
(3z+6, z14+3){1}36773
(4z+6, z14+4){1}66773
(5z+6, z14+5){1}36773
(6z+6, z14+6){1}16773
{(1,41), (7,35), (49,0)}[ 1, 5/6 ](z6+1, z7+1){1}2617236·72
(2z6+1, z7+2){1}66172
(3z6+1, z7+3){1}36172
(4z6+1, z7+4){1}66172
(5z6+1, z7+5){1}36172
(6z6+1, z7+6){7}16772
(z6+2, z7+1){1}66172
(2z6+2, z7+2){1}26172
(3z6+2, z7+3){1}36172
(4z6+2, z7+4){1}66172
(5z6+2, z7+5){7}16772
(6z6+2, z7+6){1}36172
(z6+3, z7+1){1}36172
(2z6+3, z7+2){1}36172
(3z6+3, z7+3){1}26172
(4z6+3, z7+4){7}16772
(5z6+3, z7+5){1}66172
(6z6+3, z7+6){1}66172
(z6+4, z7+1){1}66172
(2z6+4, z7+2){1}66172
(3z6+4, z7+3){7}16772
(4z6+4, z7+4){1}26172
(5z6+4, z7+5){1}36172
(6z6+4, z7+6){1}36172
(z6+5, z7+1){1}36172
(2z6+5, z7+2){7}16772
(3z6+5, z7+3){1}66172
(4z6+5, z7+4){1}36172
(5z6+5, z7+5){1}26172
(6z6+5, z7+6){1}66172
(z6+6, z7+1){7}16772
(2z6+6, z7+2){1}36172
(3z6+6, z7+3){1}66172
(4z6+6, z7+4){1}36172
(5z6+6, z7+5){1}66172
(6z6+6, z7+6){1}26172
{(1,41), (49,0)}[ 41/48 ](z+1){1}248{ 4704 }{ 49P28 }1726·72
(z+2){1}248{ 4704 }{ 49P28 }172
(z+3){1}248{ 4704 }{ 49P28 }172
(z+4){1}248{ 4704 }{ 49P28 }172
(z+5){1}248{ 4704 }{ 49P28 }172
(z+6){1}248{ 4704 }{ 49P28 }172
43{(1,43), (7,7), (49,0)}[ 6, 1/6 ](z6+1, z7+1){1}26757736·776·78
(2z6+1, z7+2){1}667577
(3z6+1, z7+3){1}367577
(4z6+1, z7+4){1}667577
(5z6+1, z7+5){1}367577
(6z6+1, z7+6){7}167677
(z6+2, z7+1){1}667577
(2z6+2, z7+2){1}267577
(3z6+2, z7+3){1}367577
(4z6+2, z7+4){1}667577
(5z6+2, z7+5){7}167677
(6z6+2, z7+6){1}367577
(z6+3, z7+1){1}367577
(2z6+3, z7+2){1}367577
(3z6+3, z7+3){1}267577
(4z6+3, z7+4){7}167677
(5z6+3, z7+5){1}667577
(6z6+3, z7+6){1}667577
(z6+4, z7+1){1}667577
(2z6+4, z7+2){1}667577
(3z6+4, z7+3){7}167677
(4z6+4, z7+4){1}267577
(5z6+4, z7+5){1}367577
(6z6+4, z7+6){1}367577
(z6+5, z7+1){1}367577
(2z6+5, z7+2){7}167677
(3z6+5, z7+3){1}667577
(4z6+5, z7+4){1}367577
(5z6+5, z7+5){1}267577
(6z6+5, z7+6){1}667577
(z6+6, z7+1){7}167677
(2z6+6, z7+2){1}367577
(3z6+6, z7+3){1}667577
(4z6+6, z7+4){1}367577
(5z6+6, z7+5){1}667577
(6z6+6, z7+6){1}267577
{(1,43), (7,14), (49,0)}[ 29/6, 1/3 ](z+1, z14+1){1}26747636·76
(2z+1, z14+2){1}667476
(3z+1, z14+3){1}367476
(4z+1, z14+4){1}667476
(5z+1, z14+5){1}367476
(6z+1, z14+6){1}167476
(z+2, z14+1){1}667476
(2z+2, z14+2){1}667476
(3z+2, z14+3){1}167476
(4z+2, z14+4){1}267476
(5z+2, z14+5){1}367476
(6z+2, z14+6){1}367476
(z+3, z14+1){1}667476
(2z+3, z14+2){1}267476
(3z+3, z14+3){1}367476
(4z+3, z14+4){1}667476
(5z+3, z14+5){1}167476
(6z+3, z14+6){1}367476
(z+4, z14+1){1}667476
(2z+4, z14+2){1}267476
(3z+4, z14+3){1}367476
(4z+4, z14+4){1}667476
(5z+4, z14+5){1}167476
(6z+4, z14+6){1}367476
(z+5, z14+1){1}667476
(2z+5, z14+2){1}667476
(3z+5, z14+3){1}167476
(4z+5, z14+4){1}267476
(5z+5, z14+5){1}367476
(6z+5, z14+6){1}367476
(z+6, z14+1){1}267476
(2z+6, z14+2){1}667476
(3z+6, z14+3){1}367476
(4z+6, z14+4){1}667476
(5z+6, z14+5){1}367476
(6z+6, z14+6){1}167476
{(1,43), (7,21), (49,0)}[ 11/3, 1/2 ](z2+1, z21+1){1}26737536·75
(2z2+1, z21+2){1}667375
(3z2+1, z21+3){1}367375
(4z2+1, z21+4){1}667375
(5z2+1, z21+5){1}367375
(6z2+1, z21+6){1}167375
(z2+2, z21+1){1}267375
(2z2+2, z21+2){1}667375
(3z2+2, z21+3){1}367375
(4z2+2, z21+4){1}667375
(5z2+2, z21+5){1}367375
(6z2+2, z21+6){1}167375
(z2+3, z21+1){1}167375
(2z2+3, z21+2){1}367375
(3z2+3, z21+3){1}667375
(4z2+3, z21+4){1}367375
(5z2+3, z21+5){1}667375
(6z2+3, z21+6){1}267375
(z2+4, z21+1){1}267375
(2z2+4, z21+2){1}667375
(3z2+4, z21+3){1}367375
(4z2+4, z21+4){1}667375
(5z2+4, z21+5){1}367375
(6z2+4, z21+6){1}167375
(z2+5, z21+1){1}167375
(2z2+5, z21+2){1}367375
(3z2+5, z21+3){1}667375
(4z2+5, z21+4){1}367375
(5z2+5, z21+5){1}667375
(6z2+5, z21+6){1}267375
(z2+6, z21+1){1}167375
(2z2+6, z21+2){1}367375
(3z2+6, z21+3){1}667375
(4z2+6, z21+4){1}367375
(5z2+6, z21+5){1}667375
(6z2+6, z21+6){1}267375
{(1,43), (7,28), (49,0)}[ 5/2, 2/3 ](z3+1, z14+1){1}26727436·74
(2z3+1, z14+2){1}667274
(3z3+1, z14+3){1}367274
(4z3+1, z14+4){1}667274
(5z3+1, z14+5){1}367274
(6z3+1, z14+6){1}167274
(z3+2, z14+1){1}667274
(2z3+2, z14+2){1}267274
(3z3+2, z14+3){1}367274
(4z3+2, z14+4){1}667274
(5z3+2, z14+5){1}167274
(6z3+2, z14+6){1}367274
(z3+3, z14+1){1}667274
(2z3+3, z14+2){1}667274
(3z3+3, z14+3){1}167274
(4z3+3, z14+4){1}267274
(5z3+3, z14+5){1}367274
(6z3+3, z14+6){1}367274
(z3+4, z14+1){1}667274
(2z3+4, z14+2){1}667274
(3z3+4, z14+3){1}167274
(4z3+4, z14+4){1}267274
(5z3+4, z14+5){1}367274
(6z3+4, z14+6){1}367274
(z3+5, z14+1){1}667274
(2z3+5, z14+2){1}267274
(3z3+5, z14+3){1}367274
(4z3+5, z14+4){1}667274
(5z3+5, z14+5){1}167274
(6z3+5, z14+6){1}367274
(z3+6, z14+1){1}267274
(2z3+6, z14+2){1}667274
(3z3+6, z14+3){1}367274
(4z3+6, z14+4){1}667274
(5z3+6, z14+5){1}367274
(6z3+6, z14+6){1}167274
{(1,43), (7,35), (49,0)}[ 4/3, 5/6 ](z2+1, z7+1){1}2677336·73
(2z2+1, z7+2){1}66773
(3z2+1, z7+3){1}36773
(4z2+1, z7+4){1}66773
(5z2+1, z7+5){1}36773
(6z2+1, z7+6){1}16773
(z2+2, z7+1){1}66773
(2z2+2, z7+2){1}66773
(3z2+2, z7+3){1}16773
(4z2+2, z7+4){1}26773
(5z2+2, z7+5){1}36773
(6z2+2, z7+6){1}36773
(z2+3, z7+1){1}36773
(2z2+3, z7+2){1}16773
(3z2+3, z7+3){1}66773
(4z2+3, z7+4){1}36773
(5z2+3, z7+5){1}26773
(6z2+3, z7+6){1}66773
(z2+4, z7+1){1}66773
(2z2+4, z7+2){1}26773
(3z2+4, z7+3){1}36773
(4z2+4, z7+4){1}66773
(5z2+4, z7+5){1}16773
(6z2+4, z7+6){1}36773
(z2+5, z7+1){1}36773
(2z2+5, z7+2){1}36773
(3z2+5, z7+3){1}26773
(4z2+5, z7+4){1}16773
(5z2+5, z7+5){1}66773
(6z2+5, z7+6){1}66773
(z2+6, z7+1){1}16773
(2z2+6, z7+2){1}36773
(3z2+6, z7+3){1}66773
(4z2+6, z7+4){1}36773
(5z2+6, z7+5){1}66773
(6z2+6, z7+6){1}26773
{(1,43), (49,0)}[ 43/48 ](z+1){1}248{ 4704 }{ 49P28 }7736·73
(z+2){1}248{ 4704 }{ 49P28 }773
(z+3){1}248{ 4704 }{ 49P28 }773
(z+4){1}248{ 4704 }{ 49P28 }773
(z+5){1}248{ 4704 }{ 49P28 }773
(z+6){1}248{ 4704 }{ 49P28 }773
44{(1,44), (7,7), (49,0)}[ 37/6, 1/6 ](z+1, z7+1){1}16757736·776·78
(2z+1, z7+2){1}367577
(3z+1, z7+3){1}367577
(4z+1, z7+4){1}367577
(5z+1, z7+5){1}367577
(6z+1, z7+6){1}167577
(z+2, z7+1){1}367577
(2z+2, z7+2){1}367577
(3z+2, z7+3){1}167577
(4z+2, z7+4){1}167577
(5z+2, z7+5){1}367577
(6z+2, z7+6){1}367577
(z+3, z7+1){1}667577
(2z+3, z7+2){1}267577
(3z+3, z7+3){1}667577
(4z+3, z7+4){1}667577
(5z+3, z7+5){1}267577
(6z+3, z7+6){1}667577
(z+4, z7+1){1}367577
(2z+4, z7+2){1}167577
(3z+4, z7+3){1}367577
(4z+4, z7+4){1}367577
(5z+4, z7+5){1}167577
(6z+4, z7+6){1}367577
(z+5, z7+1){1}667577
(2z+5, z7+2){1}667577
(3z+5, z7+3){1}267577
(4z+5, z7+4){1}267577
(5z+5, z7+5){1}667577
(6z+5, z7+6){1}667577
(z+6, z7+1){1}267577
(2z+6, z7+2){1}667577
(3z+6, z7+3){1}667577
(4z+6, z7+4){1}667577
(5z+6, z7+5){1}667577
(6z+6, z7+6){1}267577
{(1,44), (7,14), (49,0)}[ 5, 1/3 ](z6+1, z14+1){1}23747636·76
(2z6+1, z14+2){1}637476
(3z6+1, z14+3){1}337476
(4z6+1, z14+4){1}637476
(5z6+1, z14+5){1}337476
(6z6+1, z14+6){7}137576
(z6+2, z14+1){1}637476
(2z6+2, z14+2){1}237476
(3z6+2, z14+3){1}337476
(4z6+2, z14+4){1}637476
(5z6+2, z14+5){7}137576
(6z6+2, z14+6){1}337476
(z6+3, z14+1){1}637476
(2z6+3, z14+2){1}637476
(3z6+3, z14+3){1}237476
(4z6+3, z14+4){7}237576
(5z6+3, z14+5){1}637476
(6z6+3, z14+6){1}637476
(z6+4, z14+1){1}637476
(2z6+4, z14+2){1}637476
(3z6+4, z14+3){7}137576
(4z6+4, z14+4){1}237476
(5z6+4, z14+5){1}337476
(6z6+4, z14+6){1}337476
(z6+5, z14+1){1}637476
(2z6+5, z14+2){7}237576
(3z6+5, z14+3){1}637476
(4z6+5, z14+4){1}637476
(5z6+5, z14+5){1}237476
(6z6+5, z14+6){1}637476
(z6+6, z14+1){7}237576
(2z6+6, z14+2){1}637476
(3z6+6, z14+3){1}637476
(4z6+6, z14+4){1}637476
(5z6+6, z14+5){1}637476
(6z6+6, z14+6){1}237476
{(1,44), (7,21), (49,0)}[ 23/6, 1/2 ](z+1, z21+1){1}16737536·75
(2z+1, z21+2){1}367375
(3z+1, z21+3){1}367375
(4z+1, z21+4){1}367375
(5z+1, z21+5){1}367375
(6z+1, z21+6){1}167375
(z+2, z21+1){1}167375
(2z+2, z21+2){1}367375
(3z+2, z21+3){1}367375
(4z+2, z21+4){1}367375
(5z+2, z21+5){1}367375
(6z+2, z21+6){1}167375
(z+3, z21+1){1}267375
(2z+3, z21+2){1}667375
(3z+3, z21+3){1}667375
(4z+3, z21+4){1}667375
(5z+3, z21+5){1}667375
(6z+3, z21+6){1}267375
(z+4, z21+1){1}167375
(2z+4, z21+2){1}367375
(3z+4, z21+3){1}367375
(4z+4, z21+4){1}367375
(5z+4, z21+5){1}367375
(6z+4, z21+6){1}167375
(z+5, z21+1){1}267375
(2z+5, z21+2){1}667375
(3z+5, z21+3){1}667375
(4z+5, z21+4){1}667375
(5z+5, z21+5){1}667375
(6z+5, z21+6){1}267375
(z+6, z21+1){1}267375
(2z+6, z21+2){1}667375
(3z+6, z21+3){1}667375
(4z+6, z21+4){1}667375
(5z+6, z21+5){1}667375
(6z+6, z21+6){1}267375
{(1,44), (7,28), (49,0)}[ 8/3, 2/3 ](z2+1, z14+1){1}23727436·74
(2z2+1, z14+2){1}637274
(3z2+1, z14+3){1}337274
(4z2+1, z14+4){1}637274
(5z2+1, z14+5){1}337274
(6z2+1, z14+6){1}137274
(z2+2, z14+1){1}637274
(2z2+2, z14+2){1}637274
(3z2+2, z14+3){1}137274
(4z2+2, z14+4){1}237274
(5z2+2, z14+5){1}337274
(6z2+2, z14+6){1}337274
(z2+3, z14+1){1}637274
(2z2+3, z14+2){1}237274
(3z2+3, z14+3){1}637274
(4z2+3, z14+4){1}637274
(5z2+3, z14+5){1}237274
(6z2+3, z14+6){1}637274
(z2+4, z14+1){1}637274
(2z2+4, z14+2){1}237274
(3z2+4, z14+3){1}337274
(4z2+4, z14+4){1}637274
(5z2+4, z14+5){1}137274
(6z2+4, z14+6){1}337274
(z2+5, z14+1){1}637274
(2z2+5, z14+2){1}637274
(3z2+5, z14+3){1}237274
(4z2+5, z14+4){1}237274
(5z2+5, z14+5){1}637274
(6z2+5, z14+6){1}637274
(z2+6, z14+1){1}237274
(2z2+6, z14+2){1}637274
(3z2+6, z14+3){1}637274
(4z2+6, z14+4){1}637274
(5z2+6, z14+5){1}637274
(6z2+6, z14+6){1}237274
{(1,44), (7,35), (49,0)}[ 3/2, 5/6 ](z3+1, z7+1){1}1677336·73
(2z3+1, z7+2){1}36773
(3z3+1, z7+3){1}36773
(4z3+1, z7+4){1}36773
(5z3+1, z7+5){1}36773
(6z3+1, z7+6){1}16773
(z3+2, z7+1){1}36773
(2z3+2, z7+2){1}16773
(3z3+2, z7+3){1}36773
(4z3+2, z7+4){1}36773
(5z3+2, z7+5){1}16773
(6z3+2, z7+6){1}36773
(z3+3, z7+1){1}66773
(2z3+3, z7+2){1}66773
(3z3+3, z7+3){1}26773
(4z3+3, z7+4){1}26773
(5z3+3, z7+5){1}66773
(6z3+3, z7+6){1}66773
(z3+4, z7+1){1}36773
(2z3+4, z7+2){1}36773
(3z3+4, z7+3){1}16773
(4z3+4, z7+4){1}16773
(5z3+4, z7+5){1}36773
(6z3+4, z7+6){1}36773
(z3+5, z7+1){1}66773
(2z3+5, z7+2){1}26773
(3z3+5, z7+3){1}66773
(4z3+5, z7+4){1}66773
(5z3+5, z7+5){1}26773
(6z3+5, z7+6){1}66773
(z3+6, z7+1){1}26773
(2z3+6, z7+2){1}66773
(3z3+6, z7+3){1}66773
(4z3+6, z7+4){1}66773
(5z3+6, z7+5){1}66773
(6z3+6, z7+6){1}26773
{(1,44), (49,0)}[ 11/12 ](z4+1){1}212{ 1176 }{ 49P14 }7736·73
(z4+2){1}212{ 1176 }{ 49P14 }773
(z4+3){1}212{ 1176 }{ 49P16 }773
(z4+4){1}212{ 1176 }{ 49P14 }773
(z4+5){1}212{ 1176 }{ 49P16 }773
(z4+6){1}212{ 1176 }{ 49P16 }773
45{(1,45), (7,7), (49,0)}[ 19/3, 1/6 ](z2+1, z7+1){1}26757736·776·78
(2z2+1, z7+2){1}267577
(3z2+1, z7+3){1}167577
(4z2+1, z7+4){1}267577
(5z2+1, z7+5){1}167577
(6z2+1, z7+6){1}167577
(z2+2, z7+1){1}667577
(2z2+2, z7+2){1}667577
(3z2+2, z7+3){1}367577
(4z2+2, z7+4){1}667577
(5z2+2, z7+5){1}367577
(6z2+2, z7+6){1}367577
(z2+3, z7+1){1}367577
(2z2+3, z7+2){1}367577
(3z2+3, z7+3){1}667577
(4z2+3, z7+4){1}367577
(5z2+3, z7+5){1}667577
(6z2+3, z7+6){1}667577
(z2+4, z7+1){1}667577
(2z2+4, z7+2){1}667577
(3z2+4, z7+3){1}367577
(4z2+4, z7+4){1}667577
(5z2+4, z7+5){1}367577
(6z2+4, z7+6){1}367577
(z2+5, z7+1){1}367577
(2z2+5, z7+2){1}367577
(3z2+5, z7+3){1}667577
(4z2+5, z7+4){1}367577
(5z2+5, z7+5){1}667577
(6z2+5, z7+6){1}667577
(z2+6, z7+1){1}167577
(2z2+6, z7+2){1}167577
(3z2+6, z7+3){1}267577
(4z2+6, z7+4){1}167577
(5z2+6, z7+5){1}267577
(6z2+6, z7+6){1}267577
{(1,45), (7,14), (49,0)}[ 31/6, 1/3 ](z+1, z14+1){1}26747636·76
(2z+1, z14+2){1}267476
(3z+1, z14+3){1}167476
(4z+1, z14+4){1}267476
(5z+1, z14+5){1}167476
(6z+1, z14+6){1}167476
(z+2, z14+1){1}667476
(2z+2, z14+2){1}667476
(3z+2, z14+3){1}367476
(4z+2, z14+4){1}667476
(5z+2, z14+5){1}367476
(6z+2, z14+6){1}367476
(z+3, z14+1){1}667476
(2z+3, z14+2){1}667476
(3z+3, z14+3){1}367476
(4z+3, z14+4){1}667476
(5z+3, z14+5){1}367476
(6z+3, z14+6){1}367476
(z+4, z14+1){1}667476
(2z+4, z14+2){1}667476
(3z+4, z14+3){1}367476
(4z+4, z14+4){1}667476
(5z+4, z14+5){1}367476
(6z+4, z14+6){1}367476
(z+5, z14+1){1}667476
(2z+5, z14+2){1}667476
(3z+5, z14+3){1}367476
(4z+5, z14+4){1}667476
(5z+5, z14+5){1}367476
(6z+5, z14+6){1}367476
(z+6, z14+1){1}267476
(2z+6, z14+2){1}267476
(3z+6, z14+3){1}167476
(4z+6, z14+4){1}267476
(5z+6, z14+5){1}167476
(6z+6, z14+6){1}167476
{(1,45), (7,21), (49,0)}[ 4, 1/2 ](z6+1, z21+1){1}22737536·75
(2z6+1, z21+2){1}627375
(3z6+1, z21+3){1}327375
(4z6+1, z21+4){1}627375
(5z6+1, z21+5){1}327375
(6z6+1, z21+6){7}127475
(z6+2, z21+1){1}627375
(2z6+2, z21+2){1}627375
(3z6+2, z21+3){1}327375
(4z6+2, z21+4){1}627375
(5z6+2, z21+5){7}327475
(6z6+2, z21+6){1}327375
(z6+3, z21+1){1}327375
(2z6+3, z21+2){1}327375
(3z6+3, z21+3){1}627375
(4z6+3, z21+4){7}327475
(5z6+3, z21+5){1}627375
(6z6+3, z21+6){1}627375
(z6+4, z21+1){1}627375
(2z6+4, z21+2){1}627375
(3z6+4, z21+3){7}327475
(4z6+4, z21+4){1}627375
(5z6+4, z21+5){1}327375
(6z6+4, z21+6){1}327375
(z6+5, z21+1){1}327375
(2z6+5, z21+2){7}327475
(3z6+5, z21+3){1}627375
(4z6+5, z21+4){1}327375
(5z6+5, z21+5){1}627375
(6z6+5, z21+6){1}627375
(z6+6, z21+1){7}127475
(2z6+6, z21+2){1}327375
(3z6+6, z21+3){1}627375
(4z6+6, z21+4){1}327375
(5z6+6, z21+5){1}627375
(6z6+6, z21+6){1}227375
{(1,45), (7,28), (49,0)}[ 17/6, 2/3 ](z+1, z14+1){1}26727436·74
(2z+1, z14+2){1}267274
(3z+1, z14+3){1}167274
(4z+1, z14+4){1}267274
(5z+1, z14+5){1}167274
(6z+1, z14+6){1}167274
(z+2, z14+1){1}667274
(2z+2, z14+2){1}667274
(3z+2, z14+3){1}367274
(4z+2, z14+4){1}667274
(5z+2, z14+5){1}367274
(6z+2, z14+6){1}367274
(z+3, z14+1){1}667274
(2z+3, z14+2){1}667274
(3z+3, z14+3){1}367274
(4z+3, z14+4){1}667274
(5z+3, z14+5){1}367274
(6z+3, z14+6){1}367274
(z+4, z14+1){1}667274
(2z+4, z14+2){1}667274
(3z+4, z14+3){1}367274
(4z+4, z14+4){1}667274
(5z+4, z14+5){1}367274
(6z+4, z14+6){1}367274
(z+5, z14+1){1}667274
(2z+5, z14+2){1}667274
(3z+5, z14+3){1}367274
(4z+5, z14+4){1}667274
(5z+5, z14+5){1}367274
(6z+5, z14+6){1}367274
(z+6, z14+1){1}267274
(2z+6, z14+2){1}267274
(3z+6, z14+3){1}167274
(4z+6, z14+4){1}267274
(5z+6, z14+5){1}167274
(6z+6, z14+6){1}167274
{(1,45), (7,35), (49,0)}[ 5/3, 5/6 ](z2+1, z7+1){1}2677336·73
(2z2+1, z7+2){1}26773
(3z2+1, z7+3){1}16773
(4z2+1, z7+4){1}26773
(5z2+1, z7+5){1}16773
(6z2+1, z7+6){1}16773
(z2+2, z7+1){1}66773
(2z2+2, z7+2){1}66773
(3z2+2, z7+3){1}36773
(4z2+2, z7+4){1}66773
(5z2+2, z7+5){1}36773
(6z2+2, z7+6){1}36773
(z2+3, z7+1){1}36773
(2z2+3, z7+2){1}36773
(3z2+3, z7+3){1}66773
(4z2+3, z7+4){1}36773
(5z2+3, z7+5){1}66773
(6z2+3, z7+6){1}66773
(z2+4, z7+1){1}66773
(2z2+4, z7+2){1}66773
(3z2+4, z7+3){1}36773
(4z2+4, z7+4){1}66773
(5z2+4, z7+5){1}36773
(6z2+4, z7+6){1}36773
(z2+5, z7+1){1}36773
(2z2+5, z7+2){1}36773
(3z2+5, z7+3){1}66773
(4z2+5, z7+4){1}36773
(5z2+5, z7+5){1}66773
(6z2+5, z7+6){1}66773
(z2+6, z7+1){1}16773
(2z2+6, z7+2){1}16773
(3z2+6, z7+3){1}26773
(4z2+6, z7+4){1}16773
(5z2+6, z7+5){1}26773
(6z2+6, z7+6){1}26773
{(1,45), (49,0)}[ 15/16 ](z3+1){1}216{ 1568 }{ 49P19 }7736·73
(z3+2){1}616{ 4704 }{ 49P28 }773
(z3+3){1}616{ 4704 }{ 49P28 }773
(z3+4){1}616{ 4704 }{ 49P28 }773
(z3+5){1}616{ 4704 }{ 49P28 }773
(z3+6){1}216{ 1568 }{ 49P19 }773
46{(1,46), (7,7), (49,0)}[ 13/2, 1/6 ](z3+1, z7+1){1}16757736·776·78
(2z3+1, z7+2){1}367577
(3z3+1, z7+3){1}367577
(4z3+1, z7+4){1}367577
(5z3+1, z7+5){1}367577
(6z3+1, z7+6){1}167577
(z3+2, z7+1){1}367577
(2z3+2, z7+2){1}167577
(3z3+2, z7+3){1}367577
(4z3+2, z7+4){1}367577
(5z3+2, z7+5){1}167577
(6z3+2, z7+6){1}367577
(z3+3, z7+1){1}667577
(2z3+3, z7+2){1}667577
(3z3+3, z7+3){1}267577
(4z3+3, z7+4){1}267577
(5z3+3, z7+5){1}667577
(6z3+3, z7+6){1}667577
(z3+4, z7+1){1}367577
(2z3+4, z7+2){1}367577
(3z3+4, z7+3){1}167577
(4z3+4, z7+4){1}167577
(5z3+4, z7+5){1}367577
(6z3+4, z7+6){1}367577
(z3+5, z7+1){1}667577
(2z3+5, z7+2){1}267577
(3z3+5, z7+3){1}667577
(4z3+5, z7+4){1}667577
(5z3+5, z7+5){1}267577
(6z3+5, z7+6){1}667577
(z3+6, z7+1){1}267577
(2z3+6, z7+2){1}667577
(3z3+6, z7+3){1}667577
(4z3+6, z7+4){1}667577
(5z3+6, z7+5){1}667577
(6z3+6, z7+6){1}267577
{(1,46), (7,14), (49,0)}[ 16/3, 1/3 ](z2+1, z14+1){1}23747636·76
(2z2+1, z14+2){1}637476
(3z2+1, z14+3){1}337476
(4z2+1, z14+4){1}637476
(5z2+1, z14+5){1}337476
(6z2+1, z14+6){1}137476
(z2+2, z14+1){1}637476
(2z2+2, z14+2){1}637476
(3z2+2, z14+3){1}137476
(4z2+2, z14+4){1}237476
(5z2+2, z14+5){1}337476
(6z2+2, z14+6){1}337476
(z2+3, z14+1){1}637476
(2z2+3, z14+2){1}237476
(3z2+3, z14+3){1}637476
(4z2+3, z14+4){1}637476
(5z2+3, z14+5){1}237476
(6z2+3, z14+6){1}637476
(z2+4, z14+1){1}637476
(2z2+4, z14+2){1}237476
(3z2+4, z14+3){1}337476
(4z2+4, z14+4){1}637476
(5z2+4, z14+5){1}137476
(6z2+4, z14+6){1}337476
(z2+5, z14+1){1}637476
(2z2+5, z14+2){1}637476
(3z2+5, z14+3){1}237476
(4z2+5, z14+4){1}237476
(5z2+5, z14+5){1}637476
(6z2+5, z14+6){1}637476
(z2+6, z14+1){1}237476
(2z2+6, z14+2){1}637476
(3z2+6, z14+3){1}637476
(4z2+6, z14+4){1}637476
(5z2+6, z14+5){1}637476
(6z2+6, z14+6){1}237476
{(1,46), (7,21), (49,0)}[ 25/6, 1/2 ](z+1, z21+1){1}16737536·75
(2z+1, z21+2){1}367375
(3z+1, z21+3){1}367375
(4z+1, z21+4){1}367375
(5z+1, z21+5){1}367375
(6z+1, z21+6){1}167375
(z+2, z21+1){1}167375
(2z+2, z21+2){1}367375
(3z+2, z21+3){1}367375
(4z+2, z21+4){1}367375
(5z+2, z21+5){1}367375
(6z+2, z21+6){1}167375
(z+3, z21+1){1}267375
(2z+3, z21+2){1}667375
(3z+3, z21+3){1}667375
(4z+3, z21+4){1}667375
(5z+3, z21+5){1}667375
(6z+3, z21+6){1}267375
(z+4, z21+1){1}167375
(2z+4, z21+2){1}367375
(3z+4, z21+3){1}367375
(4z+4, z21+4){1}367375
(5z+4, z21+5){1}367375
(6z+4, z21+6){1}167375
(z+5, z21+1){1}267375
(2z+5, z21+2){1}667375
(3z+5, z21+3){1}667375
(4z+5, z21+4){1}667375
(5z+5, z21+5){1}667375
(6z+5, z21+6){1}267375
(z+6, z21+1){1}267375
(2z+6, z21+2){1}667375
(3z+6, z21+3){1}667375
(4z+6, z21+4){1}667375
(5z+6, z21+5){1}667375
(6z+6, z21+6){1}267375
{(1,46), (7,28), (49,0)}[ 3, 2/3 ](z6+1, z14+1){1}23727436·74
(2z6+1, z14+2){1}637274
(3z6+1, z14+3){1}337274
(4z6+1, z14+4){1}637274
(5z6+1, z14+5){1}337274
(6z6+1, z14+6){7}137374
(z6+2, z14+1){1}637274
(2z6+2, z14+2){1}237274
(3z6+2, z14+3){1}337274
(4z6+2, z14+4){1}637274
(5z6+2, z14+5){7}137374
(6z6+2, z14+6){1}337274
(z6+3, z14+1){1}637274
(2z6+3, z14+2){1}637274
(3z6+3, z14+3){1}237274
(4z6+3, z14+4){7}237374
(5z6+3, z14+5){1}637274
(6z6+3, z14+6){1}637274
(z6+4, z14+1){1}637274
(2z6+4, z14+2){1}637274
(3z6+4, z14+3){7}137374
(4z6+4, z14+4){1}237274
(5z6+4, z14+5){1}337274
(6z6+4, z14+6){1}337274
(z6+5, z14+1){1}637274
(2z6+5, z14+2){7}237374
(3z6+5, z14+3){1}637274
(4z6+5, z14+4){1}637274
(5z6+5, z14+5){1}237274
(6z6+5, z14+6){1}637274
(z6+6, z14+1){7}237374
(2z6+6, z14+2){1}637274
(3z6+6, z14+3){1}637274
(4z6+6, z14+4){1}637274
(5z6+6, z14+5){1}637274
(6z6+6, z14+6){1}237274
{(1,46), (7,35), (49,0)}[ 11/6, 5/6 ](z+1, z7+1){1}1677336·73
(2z+1, z7+2){1}36773
(3z+1, z7+3){1}36773
(4z+1, z7+4){1}36773
(5z+1, z7+5){1}36773
(6z+1, z7+6){1}16773
(z+2, z7+1){1}36773
(2z+2, z7+2){1}36773
(3z+2, z7+3){1}16773
(4z+2, z7+4){1}16773
(5z+2, z7+5){1}36773
(6z+2, z7+6){1}36773
(z+3, z7+1){1}66773
(2z+3, z7+2){1}26773
(3z+3, z7+3){1}66773
(4z+3, z7+4){1}66773
(5z+3, z7+5){1}26773
(6z+3, z7+6){1}66773
(z+4, z7+1){1}36773
(2z+4, z7+2){1}16773
(3z+4, z7+3){1}36773
(4z+4, z7+4){1}36773
(5z+4, z7+5){1}16773
(6z+4, z7+6){1}36773
(z+5, z7+1){1}66773
(2z+5, z7+2){1}66773
(3z+5, z7+3){1}26773
(4z+5, z7+4){1}26773
(5z+5, z7+5){1}66773
(6z+5, z7+6){1}66773
(z+6, z7+1){1}26773
(2z+6, z7+2){1}66773
(3z+6, z7+3){1}66773
(4z+6, z7+4){1}66773
(5z+6, z7+5){1}66773
(6z+6, z7+6){1}26773
{(1,46), (49,0)}[ 23/24 ](z2+1){1}224{ 2352 }{ 49P23 }7736·73
(z2+2){1}224{ 2352 }{ 49P23 }773
(z2+3){1}224{ 2352 }{ 49P25 }773
(z2+4){1}224{ 2352 }{ 49P23 }773
(z2+5){1}224{ 2352 }{ 49P25 }773
(z2+6){1}224{ 2352 }{ 49P25 }773
47{(1,47), (7,7), (49,0)}[ 20/3, 1/6 ](z2+1, z7+1){1}26757736·776·78
(2z2+1, z7+2){1}667577
(3z2+1, z7+3){1}367577
(4z2+1, z7+4){1}667577
(5z2+1, z7+5){1}367577
(6z2+1, z7+6){1}167577
(z2+2, z7+1){1}667577
(2z2+2, z7+2){1}667577
(3z2+2, z7+3){1}167577
(4z2+2, z7+4){1}267577
(5z2+2, z7+5){1}367577
(6z2+2, z7+6){1}367577
(z2+3, z7+1){1}367577
(2z2+3, z7+2){1}167577
(3z2+3, z7+3){1}667577
(4z2+3, z7+4){1}367577
(5z2+3, z7+5){1}267577
(6z2+3, z7+6){1}667577
(z2+4, z7+1){1}667577
(2z2+4, z7+2){1}267577
(3z2+4, z7+3){1}367577
(4z2+4, z7+4){1}667577
(5z2+4, z7+5){1}167577
(6z2+4, z7+6){1}367577
(z2+5, z7+1){1}367577
(2z2+5, z7+2){1}367577
(3z2+5, z7+3){1}267577
(4z2+5, z7+4){1}167577
(5z2+5, z7+5){1}667577
(6z2+5, z7+6){1}667577
(z2+6, z7+1){1}167577
(2z2+6, z7+2){1}367577
(3z2+6, z7+3){1}667577
(4z2+6, z7+4){1}367577
(5z2+6, z7+5){1}667577
(6z2+6, z7+6){1}267577
{(1,47), (7,14), (49,0)}[ 11/2, 1/3 ](z3+1, z14+1){1}26747636·76
(2z3+1, z14+2){1}667476
(3z3+1, z14+3){1}367476
(4z3+1, z14+4){1}667476
(5z3+1, z14+5){1}367476
(6z3+1, z14+6){1}167476
(z3+2, z14+1){1}667476
(2z3+2, z14+2){1}267476
(3z3+2, z14+3){1}367476
(4z3+2, z14+4){1}667476
(5z3+2, z14+5){1}167476
(6z3+2, z14+6){1}367476
(z3+3, z14+1){1}667476
(2z3+3, z14+2){1}667476
(3z3+3, z14+3){1}167476
(4z3+3, z14+4){1}267476
(5z3+3, z14+5){1}367476
(6z3+3, z14+6){1}367476
(z3+4, z14+1){1}667476
(2z3+4, z14+2){1}667476
(3z3+4, z14+3){1}167476
(4z3+4, z14+4){1}267476
(5z3+4, z14+5){1}367476
(6z3+4, z14+6){1}367476
(z3+5, z14+1){1}667476
(2z3+5, z14+2){1}267476
(3z3+5, z14+3){1}367476
(4z3+5, z14+4){1}667476
(5z3+5, z14+5){1}167476
(6z3+5, z14+6){1}367476
(z3+6, z14+1){1}267476
(2z3+6, z14+2){1}667476
(3z3+6, z14+3){1}367476
(4z3+6, z14+4){1}667476
(5z3+6, z14+5){1}367476
(6z3+6, z14+6){1}167476
{(1,47), (7,21), (49,0)}[ 13/3, 1/2 ](z2+1, z21+1){1}26737536·75
(2z2+1, z21+2){1}667375
(3z2+1, z21+3){1}367375
(4z2+1, z21+4){1}667375
(5z2+1, z21+5){1}367375
(6z2+1, z21+6){1}167375
(z2+2, z21+1){1}267375
(2z2+2, z21+2){1}667375
(3z2+2, z21+3){1}367375
(4z2+2, z21+4){1}667375
(5z2+2, z21+5){1}367375
(6z2+2, z21+6){1}167375
(z2+3, z21+1){1}167375
(2z2+3, z21+2){1}367375
(3z2+3, z21+3){1}667375
(4z2+3, z21+4){1}367375
(5z2+3, z21+5){1}667375
(6z2+3, z21+6){1}267375
(z2+4, z21+1){1}267375
(2z2+4, z21+2){1}667375
(3z2+4, z21+3){1}367375
(4z2+4, z21+4){1}667375
(5z2+4, z21+5){1}367375
(6z2+4, z21+6){1}167375
(z2+5, z21+1){1}167375
(2z2+5, z21+2){1}367375
(3z2+5, z21+3){1}667375
(4z2+5, z21+4){1}367375
(5z2+5, z21+5){1}667375
(6z2+5, z21+6){1}267375
(z2+6, z21+1){1}167375
(2z2+6, z21+2){1}367375
(3z2+6, z21+3){1}667375
(4z2+6, z21+4){1}367375
(5z2+6, z21+5){1}667375
(6z2+6, z21+6){1}267375
{(1,47), (7,28), (49,0)}[ 19/6, 2/3 ](z+1, z14+1){1}26727436·74
(2z+1, z14+2){1}667274
(3z+1, z14+3){1}367274
(4z+1, z14+4){1}667274
(5z+1, z14+5){1}367274
(6z+1, z14+6){1}167274
(z+2, z14+1){1}667274
(2z+2, z14+2){1}667274
(3z+2, z14+3){1}167274
(4z+2, z14+4){1}267274
(5z+2, z14+5){1}367274
(6z+2, z14+6){1}367274
(z+3, z14+1){1}667274
(2z+3, z14+2){1}267274
(3z+3, z14+3){1}367274
(4z+3, z14+4){1}667274
(5z+3, z14+5){1}167274
(6z+3, z14+6){1}367274
(z+4, z14+1){1}667274
(2z+4, z14+2){1}267274
(3z+4, z14+3){1}367274
(4z+4, z14+4){1}667274
(5z+4, z14+5){1}167274
(6z+4, z14+6){1}367274
(z+5, z14+1){1}667274
(2z+5, z14+2){1}667274
(3z+5, z14+3){1}167274
(4z+5, z14+4){1}267274
(5z+5, z14+5){1}367274
(6z+5, z14+6){1}367274
(z+6, z14+1){1}267274
(2z+6, z14+2){1}667274
(3z+6, z14+3){1}367274
(4z+6, z14+4){1}667274
(5z+6, z14+5){1}367274
(6z+6, z14+6){1}167274
{(1,47), (7,35), (49,0)}[ 2, 5/6 ](z6+1, z7+1){1}2677336·73
(2z6+1, z7+2){1}66773
(3z6+1, z7+3){1}36773
(4z6+1, z7+4){1}66773
(5z6+1, z7+5){1}36773
(6z6+1, z7+6){7}167273
(z6+2, z7+1){1}66773
(2z6+2, z7+2){1}26773
(3z6+2, z7+3){1}36773
(4z6+2, z7+4){1}66773
(5z6+2, z7+5){7}167273
(6z6+2, z7+6){1}36773
(z6+3, z7+1){1}36773
(2z6+3, z7+2){1}36773
(3z6+3, z7+3){1}26773
(4z6+3, z7+4){7}167273
(5z6+3, z7+5){1}66773
(6z6+3, z7+6){1}66773
(z6+4, z7+1){1}66773
(2z6+4, z7+2){1}66773
(3z6+4, z7+3){7}167273
(4z6+4, z7+4){1}26773
(5z6+4, z7+5){1}36773
(6z6+4, z7+6){1}36773
(z6+5, z7+1){1}36773
(2z6+5, z7+2){7}167273
(3z6+5, z7+3){1}66773
(4z6+5, z7+4){1}36773
(5z6+5, z7+5){1}26773
(6z6+5, z7+6){1}66773
(z6+6, z7+1){7}167273
(2z6+6, z7+2){1}36773
(3z6+6, z7+3){1}66773
(4z6+6, z7+4){1}36773
(5z6+6, z7+5){1}66773
(6z6+6, z7+6){1}26773
{(1,47), (49,0)}[ 47/48 ](z+1){1}248{ 4704 }{ 49P28 }7736·73
(z+2){1}248{ 4704 }{ 49P28 }773
(z+3){1}248{ 4704 }{ 49P28 }773
(z+4){1}248{ 4704 }{ 49P28 }773
(z+5){1}248{ 4704 }{ 49P28 }773
(z+6){1}248{ 4704 }{ 49P28 }773
48{(1,48), (7,7), (49,0)}[ 41/6, 1/6 ](z+1, z7+1){1}16757736·776·78
(2z+1, z7+2){1}167577
(3z+1, z7+3){1}167577
(4z+1, z7+4){1}167577
(5z+1, z7+5){1}167577
(6z+1, z7+6){1}167577
(z+2, z7+1){1}367577
(2z+2, z7+2){1}367577
(3z+2, z7+3){1}367577
(4z+2, z7+4){1}367577
(5z+2, z7+5){1}367577
(6z+2, z7+6){1}367577
(z+3, z7+1){1}667577
(2z+3, z7+2){1}667577
(3z+3, z7+3){1}667577
(4z+3, z7+4){1}667577
(5z+3, z7+5){1}667577
(6z+3, z7+6){1}667577
(z+4, z7+1){1}367577
(2z+4, z7+2){1}367577
(3z+4, z7+3){1}367577
(4z+4, z7+4){1}367577
(5z+4, z7+5){1}367577
(6z+4, z7+6){1}367577
(z+5, z7+1){1}667577
(2z+5, z7+2){1}667577
(3z+5, z7+3){1}667577
(4z+5, z7+4){1}667577
(5z+5, z7+5){1}667577
(6z+5, z7+6){1}667577
(z+6, z7+1){1}267577
(2z+6, z7+2){1}267577
(3z+6, z7+3){1}267577
(4z+6, z7+4){1}267577
(5z+6, z7+5){1}267577
(6z+6, z7+6){1}267577
{(1,48), (7,14), (49,0)}[ 17/3, 1/3 ](z2+1, z14+1){1}23747636·76
(2z2+1, z14+2){1}237476
(3z2+1, z14+3){1}137476
(4z2+1, z14+4){1}237476
(5z2+1, z14+5){1}137476
(6z2+1, z14+6){1}137476
(z2+2, z14+1){1}637476
(2z2+2, z14+2){1}637476
(3z2+2, z14+3){1}337476
(4z2+2, z14+4){1}637476
(5z2+2, z14+5){1}337476
(6z2+2, z14+6){1}337476
(z2+3, z14+1){1}637476
(2z2+3, z14+2){1}637476
(3z2+3, z14+3){1}637476
(4z2+3, z14+4){1}637476
(5z2+3, z14+5){1}637476
(6z2+3, z14+6){1}637476
(z2+4, z14+1){1}637476
(2z2+4, z14+2){1}637476
(3z2+4, z14+3){1}337476
(4z2+4, z14+4){1}637476
(5z2+4, z14+5){1}337476
(6z2+4, z14+6){1}337476
(z2+5, z14+1){1}637476
(2z2+5, z14+2){1}637476
(3z2+5, z14+3){1}637476
(4z2+5, z14+4){1}637476
(5z2+5, z14+5){1}637476
(6z2+5, z14+6){1}637476
(z2+6, z14+1){1}237476
(2z2+6, z14+2){1}237476
(3z2+6, z14+3){1}237476
(4z2+6, z14+4){1}237476
(5z2+6, z14+5){1}237476
(6z2+6, z14+6){1}237476
{(1,48), (7,21), (49,0)}[ 9/2, 1/2 ](z3+1, z21+1){1}12737536·75
(2z3+1, z21+2){1}327375
(3z3+1, z21+3){1}327375
(4z3+1, z21+4){1}327375
(5z3+1, z21+5){1}327375
(6z3+1, z21+6){1}127375
(z3+2, z21+1){1}327375
(2z3+2, z21+2){1}327375
(3z3+2, z21+3){1}327375
(4z3+2, z21+4){1}327375
(5z3+2, z21+5){1}327375
(6z3+2, z21+6){1}327375
(z3+3, z21+1){1}627375
(2z3+3, z21+2){1}627375
(3z3+3, z21+3){1}627375
(4z3+3, z21+4){1}627375
(5z3+3, z21+5){1}627375
(6z3+3, z21+6){1}627375
(z3+4, z21+1){1}327375
(2z3+4, z21+2){1}327375
(3z3+4, z21+3){1}327375
(4z3+4, z21+4){1}327375
(5z3+4, z21+5){1}327375
(6z3+4, z21+6){1}327375
(z3+5, z21+1){1}627375
(2z3+5, z21+2){1}627375
(3z3+5, z21+3){1}627375
(4z3+5, z21+4){1}627375
(5z3+5, z21+5){1}627375
(6z3+5, z21+6){1}627375
(z3+6, z21+1){1}227375
(2z3+6, z21+2){1}627375
(3z3+6, z21+3){1}627375
(4z3+6, z21+4){1}627375
(5z3+6, z21+5){1}627375
(6z3+6, z21+6){1}227375
{(1,48), (7,28), (49,0)}[ 10/3, 2/3 ](z2+1, z14+1){1}23727436·74
(2z2+1, z14+2){1}237274
(3z2+1, z14+3){1}137274
(4z2+1, z14+4){1}237274
(5z2+1, z14+5){1}137274
(6z2+1, z14+6){1}137274
(z2+2, z14+1){1}637274
(2z2+2, z14+2){1}637274
(3z2+2, z14+3){1}337274
(4z2+2, z14+4){1}637274
(5z2+2, z14+5){1}337274
(6z2+2, z14+6){1}337274
(z2+3, z14+1){1}637274
(2z2+3, z14+2){1}637274
(3z2+3, z14+3){1}637274
(4z2+3, z14+4){1}637274
(5z2+3, z14+5){1}637274
(6z2+3, z14+6){1}637274
(z2+4, z14+1){1}637274
(2z2+4, z14+2){1}637274
(3z2+4, z14+3){1}337274
(4z2+4, z14+4){1}637274
(5z2+4, z14+5){1}337274
(6z2+4, z14+6){1}337274
(z2+5, z14+1){1}637274
(2z2+5, z14+2){1}637274
(3z2+5, z14+3){1}637274
(4z2+5, z14+4){1}637274
(5z2+5, z14+5){1}637274
(6z2+5, z14+6){1}637274
(z2+6, z14+1){1}237274
(2z2+6, z14+2){1}237274
(3z2+6, z14+3){1}237274
(4z2+6, z14+4){1}237274
(5z2+6, z14+5){1}237274
(6z2+6, z14+6){1}237274
{(1,48), (7,35), (49,0)}[ 13/6, 5/6 ](z+1, z7+1){1}1677336·73
(2z+1, z7+2){1}16773
(3z+1, z7+3){1}16773
(4z+1, z7+4){1}16773
(5z+1, z7+5){1}16773
(6z+1, z7+6){1}16773
(z+2, z7+1){1}36773
(2z+2, z7+2){1}36773
(3z+2, z7+3){1}36773
(4z+2, z7+4){1}36773
(5z+2, z7+5){1}36773
(6z+2, z7+6){1}36773
(z+3, z7+1){1}66773
(2z+3, z7+2){1}66773
(3z+3, z7+3){1}66773
(4z+3, z7+4){1}66773
(5z+3, z7+5){1}66773
(6z+3, z7+6){1}66773
(z+4, z7+1){1}36773
(2z+4, z7+2){1}36773
(3z+4, z7+3){1}36773
(4z+4, z7+4){1}36773
(5z+4, z7+5){1}36773
(6z+4, z7+6){1}36773
(z+5, z7+1){1}66773
(2z+5, z7+2){1}66773
(3z+5, z7+3){1}66773
(4z+5, z7+4){1}66773
(5z+5, z7+5){1}66773
(6z+5, z7+6){1}66773
(z+6, z7+1){1}26773
(2z+6, z7+2){1}26773
(3z+6, z7+3){1}26773
(4z+6, z7+4){1}26773
(5z+6, z7+5){1}26773
(6z+6, z7+6){1}26773
{(1,48), (7,42), (49,0)}[ 1 ](z48+z6+1){1}31{ 147 }{ [147,5] }17236·72
(z48+2z6+1){1}141{ 686 }{ [686,5] }172
(z48+3z6+1){1}81{ 392 }{ 49P3 }172
(z48+4z6+1){1}81{ 392 }{ 49P3 }172
(z48+5z6+1){7}71{ 343 }{ [343,3] }772
(z48+6z6+1){1}61{ 294 }{ [294,14] }172
(z48+z6+2){1}421{ 2058 }{ 49T? }172
(z48+2z6+2){1}241{ 1176 }{ 49P13 }172
(z48+3z6+2){1}61{ 294 }{ [294,10] }172
(z48+4z6+2){7}31{ 147 }{ [147,3] }772
(z48+5z6+2){1}241{ 1176 }{ 49P13 }172
(z48+6z6+2){1}211{ 1029 }{ [1029,13] }172
(z48+z6+3){1}481{ 2352 }{ 49P24 }172
(z48+2z6+3){1}481{ 2352 }{ 49P24 }172
(z48+3z6+3){7}61{ 294 }{ [294,8] }772
(z48+4z6+3){1}61{ 294 }{ [294,9] }172
(z48+5z6+3){1}481{ 2352 }{ 49P24 }172
(z48+6z6+3){1}481{ 2352 }{ 49P24 }172
(z48+z6+4){1}241{ 1176 }{ 49P13 }172
(z48+2z6+4){7}31{ 147 }{ [147,3] }772
(z48+3z6+4){1}211{ 1029 }{ [1029,13] }172
(z48+4z6+4){1}421{ 2058 }{ 49T? }172
(z48+5z6+4){1}61{ 294 }{ [294,10] }172
(z48+6z6+4){1}241{ 1176 }{ 49P13 }172
(z48+z6+5){7}61{ 294 }{ [294,8] }772
(z48+2z6+5){1}481{ 2352 }{ 49P24 }172
(z48+3z6+5){1}481{ 2352 }{ 49P24 }172
(z48+4z6+5){1}481{ 2352 }{ 49P24 }172
(z48+5z6+5){1}481{ 2352 }{ 49P24 }172
(z48+6z6+5){1}61{ 294 }{ [294,9] }172
(z48+z6+6){1}161{ 784 }{ 49P10 }172
(z48+2z6+6){1}61{ 294 }{ [294,11] }172
(z48+3z6+6){1}161{ 784 }{ 49P10 }172
(z48+4z6+6){1}161{ 784 }{ 49P10 }172
(z48+5z6+6){1}61{ 294 }{ [294,11] }172
(z48+6z6+6){1}161{ 784 }{ 49P10 }172
{(1,48), (49,0)}[ 1 ](z48+1){1}41{ 196 }{ 49P1 }1726·72
(z48+2){1}121{ 588 }{ 49P7 }172
(z48+3){1}61{ 294 }{ [294,12] }172
(z48+4){1}121{ 588 }{ 49P7 }172
(z48+5){1}61{ 294 }{ [294,12] }172
(z48+6){7}21{ 98 }{ [98,3] }772
50{(1,50), (7,7), (49,0)}[ 43/6, 1/6 ](z+1, z7+1){1}16767836·786·79
(2z+1, z7+2){1}367678
(3z+1, z7+3){1}367678
(4z+1, z7+4){1}367678
(5z+1, z7+5){1}367678
(6z+1, z7+6){1}167678
(z+2, z7+1){1}367678
(2z+2, z7+2){1}367678
(3z+2, z7+3){1}167678
(4z+2, z7+4){1}167678
(5z+2, z7+5){1}367678
(6z+2, z7+6){1}367678
(z+3, z7+1){1}667678
(2z+3, z7+2){1}267678
(3z+3, z7+3){1}667678
(4z+3, z7+4){1}667678
(5z+3, z7+5){1}267678
(6z+3, z7+6){1}667678
(z+4, z7+1){1}367678
(2z+4, z7+2){1}167678
(3z+4, z7+3){1}367678
(4z+4, z7+4){1}367678
(5z+4, z7+5){1}167678
(6z+4, z7+6){1}367678
(z+5, z7+1){1}667678
(2z+5, z7+2){1}667678
(3z+5, z7+3){1}267678
(4z+5, z7+4){1}267678
(5z+5, z7+5){1}667678
(6z+5, z7+6){1}667678
(z+6, z7+1){1}267678
(2z+6, z7+2){1}667678
(3z+6, z7+3){1}667678
(4z+6, z7+4){1}667678
(5z+6, z7+5){1}667678
(6z+6, z7+6){1}267678
{(1,50), (7,14), (49,0)}[ 6, 1/3 ](z6+1, z14+1){1}23757736·77
(2z6+1, z14+2){1}637577
(3z6+1, z14+3){1}337577
(4z6+1, z14+4){1}637577
(5z6+1, z14+5){1}337577
(6z6+1, z14+6){7}137677
(z6+2, z14+1){1}637577
(2z6+2, z14+2){1}237577
(3z6+2, z14+3){1}337577
(4z6+2, z14+4){1}637577
(5z6+2, z14+5){7}137677
(6z6+2, z14+6){1}337577
(z6+3, z14+1){1}637577
(2z6+3, z14+2){1}637577
(3z6+3, z14+3){1}237577
(4z6+3, z14+4){7}237677
(5z6+3, z14+5){1}637577
(6z6+3, z14+6){1}637577
(z6+4, z14+1){1}637577
(2z6+4, z14+2){1}637577
(3z6+4, z14+3){7}137677
(4z6+4, z14+4){1}237577
(5z6+4, z14+5){1}337577
(6z6+4, z14+6){1}337577
(z6+5, z14+1){1}637577
(2z6+5, z14+2){7}237677
(3z6+5, z14+3){1}637577
(4z6+5, z14+4){1}637577
(5z6+5, z14+5){1}237577
(6z6+5, z14+6){1}637577
(z6+6, z14+1){7}237677
(2z6+6, z14+2){1}637577
(3z6+6, z14+3){1}637577
(4z6+6, z14+4){1}637577
(5z6+6, z14+5){1}637577
(6z6+6, z14+6){1}237577
{(1,50), (7,21), (49,0)}[ 29/6, 1/2 ](z+1, z21+1){1}16747636·76
(2z+1, z21+2){1}367476
(3z+1, z21+3){1}367476
(4z+1, z21+4){1}367476
(5z+1, z21+5){1}367476
(6z+1, z21+6){1}167476
(z+2, z21+1){1}167476
(2z+2, z21+2){1}367476
(3z+2, z21+3){1}367476
(4z+2, z21+4){1}367476
(5z+2, z21+5){1}367476
(6z+2, z21+6){1}167476
(z+3, z21+1){1}267476
(2z+3, z21+2){1}667476
(3z+3, z21+3){1}667476
(4z+3, z21+4){1}667476
(5z+3, z21+5){1}667476
(6z+3, z21+6){1}267476
(z+4, z21+1){1}167476
(2z+4, z21+2){1}367476
(3z+4, z21+3){1}367476
(4z+4, z21+4){1}367476
(5z+4, z21+5){1}367476
(6z+4, z21+6){1}167476
(z+5, z21+1){1}267476
(2z+5, z21+2){1}667476
(3z+5, z21+3){1}667476
(4z+5, z21+4){1}667476
(5z+5, z21+5){1}667476
(6z+5, z21+6){1}267476
(z+6, z21+1){1}267476
(2z+6, z21+2){1}667476
(3z+6, z21+3){1}667476
(4z+6, z21+4){1}667476
(5z+6, z21+5){1}667476
(6z+6, z21+6){1}267476
{(1,50), (7,28), (49,0)}[ 11/3, 2/3 ](z2+1, z14+1){1}23737536·75
(2z2+1, z14+2){1}637375
(3z2+1, z14+3){1}337375
(4z2+1, z14+4){1}637375
(5z2+1, z14+5){1}337375
(6z2+1, z14+6){1}137375
(z2+2, z14+1){1}637375
(2z2+2, z14+2){1}637375
(3z2+2, z14+3){1}137375
(4z2+2, z14+4){1}237375
(5z2+2, z14+5){1}337375
(6z2+2, z14+6){1}337375
(z2+3, z14+1){1}637375
(2z2+3, z14+2){1}237375
(3z2+3, z14+3){1}637375
(4z2+3, z14+4){1}637375
(5z2+3, z14+5){1}237375
(6z2+3, z14+6){1}637375
(z2+4, z14+1){1}637375
(2z2+4, z14+2){1}237375
(3z2+4, z14+3){1}337375
(4z2+4, z14+4){1}637375
(5z2+4, z14+5){1}137375
(6z2+4, z14+6){1}337375
(z2+5, z14+1){1}637375
(2z2+5, z14+2){1}637375
(3z2+5, z14+3){1}237375
(4z2+5, z14+4){1}237375
(5z2+5, z14+5){1}637375
(6z2+5, z14+6){1}637375
(z2+6, z14+1){1}237375
(2z2+6, z14+2){1}637375
(3z2+6, z14+3){1}637375
(4z2+6, z14+4){1}637375
(5z2+6, z14+5){1}637375
(6z2+6, z14+6){1}237375
{(1,50), (7,35), (49,0)}[ 5/2, 5/6 ](z3+1, z7+1){1}16727436·74
(2z3+1, z7+2){1}367274
(3z3+1, z7+3){1}367274
(4z3+1, z7+4){1}367274
(5z3+1, z7+5){1}367274
(6z3+1, z7+6){1}167274
(z3+2, z7+1){1}367274
(2z3+2, z7+2){1}167274
(3z3+2, z7+3){1}367274
(4z3+2, z7+4){1}367274
(5z3+2, z7+5){1}167274
(6z3+2, z7+6){1}367274
(z3+3, z7+1){1}667274
(2z3+3, z7+2){1}667274
(3z3+3, z7+3){1}267274
(4z3+3, z7+4){1}267274
(5z3+3, z7+5){1}667274
(6z3+3, z7+6){1}667274
(z3+4, z7+1){1}367274
(2z3+4, z7+2){1}367274
(3z3+4, z7+3){1}167274
(4z3+4, z7+4){1}167274
(5z3+4, z7+5){1}367274
(6z3+4, z7+6){1}367274
(z3+5, z7+1){1}667274
(2z3+5, z7+2){1}267274
(3z3+5, z7+3){1}667274
(4z3+5, z7+4){1}667274
(5z3+5, z7+5){1}267274
(6z3+5, z7+6){1}667274
(z3+6, z7+1){1}267274
(2z3+6, z7+2){1}667274
(3z3+6, z7+3){1}667274
(4z3+6, z7+4){1}667274
(5z3+6, z7+5){1}667274
(6z3+6, z7+6){1}267274
{(1,50), (7,42), (49,0)}[ 4/3, 1 ](z2+1, z42+1){1}2377336·73
(2z2+1, z42+2){1}63773
(3z2+1, z42+3){1}33773
(4z2+1, z42+4){1}63773
(5z2+1, z42+5){1}33773
(6z2+1, z42+6){1,7}1372 [?]73
(z2+2, z42+1){1}23773
(2z2+2, z42+2){1}63773
(3z2+2, z42+3){1}33773
(4z2+2, z42+4){1}63773
(5z2+2, z42+5){1}33773
(6z2+2, z42+6){1,7}1372 [?]73
(z2+3, z42+1){1}23773
(2z2+3, z42+2){1}63773
(3z2+3, z42+3){1}63773
(4z2+3, z42+4){1}63773
(5z2+3, z42+5){1}63773
(6z2+3, z42+6){1,7}2372 [?]73
(z2+4, z42+1){1}23773
(2z2+4, z42+2){1}63773
(3z2+4, z42+3){1}33773
(4z2+4, z42+4){1}63773
(5z2+4, z42+5){1}33773
(6z2+4, z42+6){1,7}1372 [?]73
(z2+5, z42+1){1}23773
(2z2+5, z42+2){1}63773
(3z2+5, z42+3){1}63773
(4z2+5, z42+4){1}63773
(5z2+5, z42+5){1}63773
(6z2+5, z42+6){1,7}2372 [?]73
(z2+6, z42+1){1}23773
(2z2+6, z42+2){1}63773
(3z2+6, z42+3){1}63773
(4z2+6, z42+4){1}63773
(5z2+6, z42+5){1}63773
(6z2+6, z42+6){1,7}2372 [?]73
51{(1,51), (7,7), (49,0)}[ 22/3, 1/6 ](z2+1, z7+1){1}26767836·786·79
(2z2+1, z7+2){1}267678
(3z2+1, z7+3){1}167678
(4z2+1, z7+4){1}267678
(5z2+1, z7+5){1}167678
(6z2+1, z7+6){1}167678
(z2+2, z7+1){1}667678
(2z2+2, z7+2){1}667678
(3z2+2, z7+3){1}367678
(4z2+2, z7+4){1}667678
(5z2+2, z7+5){1}367678
(6z2+2, z7+6){1}367678
(z2+3, z7+1){1}367678
(2z2+3, z7+2){1}367678
(3z2+3, z7+3){1}667678
(4z2+3, z7+4){1}367678
(5z2+3, z7+5){1}667678
(6z2+3, z7+6){1}667678
(z2+4, z7+1){1}667678
(2z2+4, z7+2){1}667678
(3z2+4, z7+3){1}367678
(4z2+4, z7+4){1}667678
(5z2+4, z7+5){1}367678
(6z2+4, z7+6){1}367678
(z2+5, z7+1){1}367678
(2z2+5, z7+2){1}367678
(3z2+5, z7+3){1}667678
(4z2+5, z7+4){1}367678
(5z2+5, z7+5){1}667678
(6z2+5, z7+6){1}667678
(z2+6, z7+1){1}167678
(2z2+6, z7+2){1}167678
(3z2+6, z7+3){1}267678
(4z2+6, z7+4){1}167678
(5z2+6, z7+5){1}267678
(6z2+6, z7+6){1}267678
{(1,51), (7,14), (49,0)}[ 37/6, 1/3 ](z+1, z14+1){1}26757736·77
(2z+1, z14+2){1}267577
(3z+1, z14+3){1}167577
(4z+1, z14+4){1}267577
(5z+1, z14+5){1}167577
(6z+1, z14+6){1}167577
(z+2, z14+1){1}667577
(2z+2, z14+2){1}667577
(3z+2, z14+3){1}367577
(4z+2, z14+4){1}667577
(5z+2, z14+5){1}367577
(6z+2, z14+6){1}367577
(z+3, z14+1){1}667577
(2z+3, z14+2){1}667577
(3z+3, z14+3){1}367577
(4z+3, z14+4){1}667577
(5z+3, z14+5){1}367577
(6z+3, z14+6){1}367577
(z+4, z14+1){1}667577
(2z+4, z14+2){1}667577
(3z+4, z14+3){1}367577
(4z+4, z14+4){1}667577
(5z+4, z14+5){1}367577
(6z+4, z14+6){1}367577
(z+5, z14+1){1}667577
(2z+5, z14+2){1}667577
(3z+5, z14+3){1}367577
(4z+5, z14+4){1}667577
(5z+5, z14+5){1}367577
(6z+5, z14+6){1}367577
(z+6, z14+1){1}267577
(2z+6, z14+2){1}267577
(3z+6, z14+3){1}167577
(4z+6, z14+4){1}267577
(5z+6, z14+5){1}167577
(6z+6, z14+6){1}167577
{(1,51), (7,21), (49,0)}[ 5, 1/2 ](z6+1, z21+1){1}22747636·76
(2z6+1, z21+2){1}627476
(3z6+1, z21+3){1}327476
(4z6+1, z21+4){1}627476
(5z6+1, z21+5){1}327476
(6z6+1, z21+6){7}127576
(z6+2, z21+1){1}627476
(2z6+2, z21+2){1}627476
(3z6+2, z21+3){1}327476
(4z6+2, z21+4){1}627476
(5z6+2, z21+5){7}327576
(6z6+2, z21+6){1}327476
(z6+3, z21+1){1}327476
(2z6+3, z21+2){1}327476
(3z6+3, z21+3){1}627476
(4z6+3, z21+4){7}327576
(5z6+3, z21+5){1}627476
(6z6+3, z21+6){1}627476
(z6+4, z21+1){1}627476
(2z6+4, z21+2){1}627476
(3z6+4, z21+3){7}327576
(4z6+4, z21+4){1}627476
(5z6+4, z21+5){1}327476
(6z6+4, z21+6){1}327476
(z6+5, z21+1){1}327476
(2z6+5, z21+2){7}327576
(3z6+5, z21+3){1}627476
(4z6+5, z21+4){1}327476
(5z6+5, z21+5){1}627476
(6z6+5, z21+6){1}627476
(z6+6, z21+1){7}127576
(2z6+6, z21+2){1}327476
(3z6+6, z21+3){1}627476
(4z6+6, z21+4){1}327476
(5z6+6, z21+5){1}627476
(6z6+6, z21+6){1}227476
{(1,51), (7,28), (49,0)}[ 23/6, 2/3 ](z+1, z14+1){1}26737536·75
(2z+1, z14+2){1}267375
(3z+1, z14+3){1}167375
(4z+1, z14+4){1}267375
(5z+1, z14+5){1}167375
(6z+1, z14+6){1}167375
(z+2, z14+1){1}667375
(2z+2, z14+2){1}667375
(3z+2, z14+3){1}367375
(4z+2, z14+4){1}667375
(5z+2, z14+5){1}367375
(6z+2, z14+6){1}367375
(z+3, z14+1){1}667375
(2z+3, z14+2){1}667375
(3z+3, z14+3){1}367375
(4z+3, z14+4){1}667375
(5z+3, z14+5){1}367375
(6z+3, z14+6){1}367375
(z+4, z14+1){1}667375
(2z+4, z14+2){1}667375
(3z+4, z14+3){1}367375
(4z+4, z14+4){1}667375
(5z+4, z14+5){1}367375
(6z+4, z14+6){1}367375
(z+5, z14+1){1}667375
(2z+5, z14+2){1}667375
(3z+5, z14+3){1}367375
(4z+5, z14+4){1}667375
(5z+5, z14+5){1}367375
(6z+5, z14+6){1}367375
(z+6, z14+1){1}267375
(2z+6, z14+2){1}267375
(3z+6, z14+3){1}167375
(4z+6, z14+4){1}267375
(5z+6, z14+5){1}167375
(6z+6, z14+6){1}167375
{(1,51), (7,35), (49,0)}[ 8/3, 5/6 ](z2+1, z7+1){1}26727436·74
(2z2+1, z7+2){1}267274
(3z2+1, z7+3){1}167274
(4z2+1, z7+4){1}267274
(5z2+1, z7+5){1}167274
(6z2+1, z7+6){1}167274
(z2+2, z7+1){1}667274
(2z2+2, z7+2){1}667274
(3z2+2, z7+3){1}367274
(4z2+2, z7+4){1}667274
(5z2+2, z7+5){1}367274
(6z2+2, z7+6){1}367274
(z2+3, z7+1){1}367274
(2z2+3, z7+2){1}367274
(3z2+3, z7+3){1}667274
(4z2+3, z7+4){1}367274
(5z2+3, z7+5){1}667274
(6z2+3, z7+6){1}667274
(z2+4, z7+1){1}667274
(2z2+4, z7+2){1}667274
(3z2+4, z7+3){1}367274
(4z2+4, z7+4){1}667274
(5z2+4, z7+5){1}367274
(6z2+4, z7+6){1}367274
(z2+5, z7+1){1}367274
(2z2+5, z7+2){1}367274
(3z2+5, z7+3){1}667274
(4z2+5, z7+4){1}367274
(5z2+5, z7+5){1}667274
(6z2+5, z7+6){1}667274
(z2+6, z7+1){1}167274
(2z2+6, z7+2){1}167274
(3z2+6, z7+3){1}267274
(4z2+6, z7+4){1}167274
(5z2+6, z7+5){1}267274
(6z2+6, z7+6){1}267274
{(1,51), (7,42), (49,0)}[ 3/2, 1 ](z3+1, z42+1){1}2277336·73
(2z3+1, z42+2){1}62773
(3z3+1, z42+3){1}32773
(4z3+1, z42+4){1}62773
(5z3+1, z42+5){1}32773
(6z3+1, z42+6){1,7}1272 [?]73
(z3+2, z42+1){1}62773
(2z3+2, z42+2){1}62773
(3z3+2, z42+3){1}32773
(4z3+2, z42+4){1}62773
(5z3+2, z42+5){1}32773
(6z3+2, z42+6){1,7}3272 [?]73
(z3+3, z42+1){1}62773
(2z3+3, z42+2){1}62773
(3z3+3, z42+3){1}32773
(4z3+3, z42+4){1}62773
(5z3+3, z42+5){1}32773
(6z3+3, z42+6){1,7}3272 [?]73
(z3+4, z42+1){1}62773
(2z3+4, z42+2){1}62773
(3z3+4, z42+3){1}32773
(4z3+4, z42+4){1}62773
(5z3+4, z42+5){1}32773
(6z3+4, z42+6){1,7}3272 [?]73
(z3+5, z42+1){1}62773
(2z3+5, z42+2){1}62773
(3z3+5, z42+3){1}32773
(4z3+5, z42+4){1}62773
(5z3+5, z42+5){1}32773
(6z3+5, z42+6){1,7}3272 [?]73
(z3+6, z42+1){1}22773
(2z3+6, z42+2){1}62773
(3z3+6, z42+3){1}32773
(4z3+6, z42+4){1}62773
(5z3+6, z42+5){1}32773
(6z3+6, z42+6){1,7}1272 [?]73
52{(1,52), (7,7), (49,0)}[ 15/2, 1/6 ](z3+1, z7+1){1}16767836·786·79
(2z3+1, z7+2){1}367678
(3z3+1, z7+3){1}367678
(4z3+1, z7+4){1}367678
(5z3+1, z7+5){1}367678
(6z3+1, z7+6){1}167678
(z3+2, z7+1){1}367678
(2z3+2, z7+2){1}167678
(3z3+2, z7+3){1}367678
(4z3+2, z7+4){1}367678
(5z3+2, z7+5){1}167678
(6z3+2, z7+6){1}367678
(z3+3, z7+1){1}667678
(2z3+3, z7+2){1}667678
(3z3+3, z7+3){1}267678
(4z3+3, z7+4){1}267678
(5z3+3, z7+5){1}667678
(6z3+3, z7+6){1}667678
(z3+4, z7+1){1}367678
(2z3+4, z7+2){1}367678
(3z3+4, z7+3){1}167678
(4z3+4, z7+4){1}167678
(5z3+4, z7+5){1}367678
(6z3+4, z7+6){1}367678
(z3+5, z7+1){1}667678
(2z3+5, z7+2){1}267678
(3z3+5, z7+3){1}667678
(4z3+5, z7+4){1}667678
(5z3+5, z7+5){1}267678
(6z3+5, z7+6){1}667678
(z3+6, z7+1){1}267678
(2z3+6, z7+2){1}667678
(3z3+6, z7+3){1}667678
(4z3+6, z7+4){1}667678
(5z3+6, z7+5){1}667678
(6z3+6, z7+6){1}267678
{(1,52), (7,14), (49,0)}[ 19/3, 1/3 ](z2+1, z14+1){1}23757736·77
(2z2+1, z14+2){1}637577
(3z2+1, z14+3){1}337577
(4z2+1, z14+4){1}637577
(5z2+1, z14+5){1}337577
(6z2+1, z14+6){1}137577
(z2+2, z14+1){1}637577
(2z2+2, z14+2){1}637577
(3z2+2, z14+3){1}137577
(4z2+2, z14+4){1}237577
(5z2+2, z14+5){1}337577
(6z2+2, z14+6){1}337577
(z2+3, z14+1){1}637577
(2z2+3, z14+2){1}237577
(3z2+3, z14+3){1}637577
(4z2+3, z14+4){1}637577
(5z2+3, z14+5){1}237577
(6z2+3, z14+6){1}637577
(z2+4, z14+1){1}637577
(2z2+4, z14+2){1}237577
(3z2+4, z14+3){1}337577
(4z2+4, z14+4){1}637577
(5z2+4, z14+5){1}137577
(6z2+4, z14+6){1}337577
(z2+5, z14+1){1}637577
(2z2+5, z14+2){1}637577
(3z2+5, z14+3){1}237577
(4z2+5, z14+4){1}237577
(5z2+5, z14+5){1}637577
(6z2+5, z14+6){1}637577
(z2+6, z14+1){1}237577
(2z2+6, z14+2){1}637577
(3z2+6, z14+3){1}637577
(4z2+6, z14+4){1}637577
(5z2+6, z14+5){1}637577
(6z2+6, z14+6){1}237577
{(1,52), (7,21), (49,0)}[ 31/6, 1/2 ](z+1, z21+1){1}16747636·76
(2z+1, z21+2){1}367476
(3z+1, z21+3){1}367476
(4z+1, z21+4){1}367476
(5z+1, z21+5){1}367476
(6z+1, z21+6){1}167476
(z+2, z21+1){1}167476
(2z+2, z21+2){1}367476
(3z+2, z21+3){1}367476
(4z+2, z21+4){1}367476
(5z+2, z21+5){1}367476
(6z+2, z21+6){1}167476
(z+3, z21+1){1}267476
(2z+3, z21+2){1}667476
(3z+3, z21+3){1}667476
(4z+3, z21+4){1}667476
(5z+3, z21+5){1}667476
(6z+3, z21+6){1}267476
(z+4, z21+1){1}167476
(2z+4, z21+2){1}367476
(3z+4, z21+3){1}367476
(4z+4, z21+4){1}367476
(5z+4, z21+5){1}367476
(6z+4, z21+6){1}167476
(z+5, z21+1){1}267476
(2z+5, z21+2){1}667476
(3z+5, z21+3){1}667476
(4z+5, z21+4){1}667476
(5z+5, z21+5){1}667476
(6z+5, z21+6){1}267476
(z+6, z21+1){1}267476
(2z+6, z21+2){1}667476
(3z+6, z21+3){1}667476
(4z+6, z21+4){1}667476
(5z+6, z21+5){1}667476
(6z+6, z21+6){1}267476
{(1,52), (7,28), (49,0)}[ 4, 2/3 ](z6+1, z14+1){1}23737536·75
(2z6+1, z14+2){1}637375
(3z6+1, z14+3){1}337375
(4z6+1, z14+4){1}637375
(5z6+1, z14+5){1}337375
(6z6+1, z14+6){7}137475
(z6+2, z14+1){1}637375
(2z6+2, z14+2){1}237375
(3z6+2, z14+3){1}337375
(4z6+2, z14+4){1}637375
(5z6+2, z14+5){7}137475
(6z6+2, z14+6){1}337375
(z6+3, z14+1){1}637375
(2z6+3, z14+2){1}637375
(3z6+3, z14+3){1}237375
(4z6+3, z14+4){7}237475
(5z6+3, z14+5){1}637375
(6z6+3, z14+6){1}637375
(z6+4, z14+1){1}637375
(2z6+4, z14+2){1}637375
(3z6+4, z14+3){7}137475
(4z6+4, z14+4){1}237375
(5z6+4, z14+5){1}337375
(6z6+4, z14+6){1}337375
(z6+5, z14+1){1}637375
(2z6+5, z14+2){7}237475
(3z6+5, z14+3){1}637375
(4z6+5, z14+4){1}637375
(5z6+5, z14+5){1}237375
(6z6+5, z14+6){1}637375
(z6+6, z14+1){7}237475
(2z6+6, z14+2){1}637375
(3z6+6, z14+3){1}637375
(4z6+6, z14+4){1}637375
(5z6+6, z14+5){1}637375
(6z6+6, z14+6){1}237375
{(1,52), (7,35), (49,0)}[ 17/6, 5/6 ](z+1, z7+1){1}16727436·74
(2z+1, z7+2){1}367274
(3z+1, z7+3){1}367274
(4z+1, z7+4){1}367274
(5z+1, z7+5){1}367274
(6z+1, z7+6){1}167274
(z+2, z7+1){1}367274
(2z+2, z7+2){1}367274
(3z+2, z7+3){1}167274
(4z+2, z7+4){1}167274
(5z+2, z7+5){1}367274
(6z+2, z7+6){1}367274
(z+3, z7+1){1}667274
(2z+3, z7+2){1}267274
(3z+3, z7+3){1}667274
(4z+3, z7+4){1}667274
(5z+3, z7+5){1}267274
(6z+3, z7+6){1}667274
(z+4, z7+1){1}367274
(2z+4, z7+2){1}167274
(3z+4, z7+3){1}367274
(4z+4, z7+4){1}367274
(5z+4, z7+5){1}167274
(6z+4, z7+6){1}367274
(z+5, z7+1){1}667274
(2z+5, z7+2){1}667274
(3z+5, z7+3){1}267274
(4z+5, z7+4){1}267274
(5z+5, z7+5){1}667274
(6z+5, z7+6){1}667274
(z+6, z7+1){1}267274
(2z+6, z7+2){1}667274
(3z+6, z7+3){1}667274
(4z+6, z7+4){1}667274
(5z+6, z7+5){1}667274
(6z+6, z7+6){1}267274
{(1,52), (7,42), (49,0)}[ 5/3, 1 ](z2+1, z42+1){1}2377336·73
(2z2+1, z42+2){1}63773
(3z2+1, z42+3){1}33773
(4z2+1, z42+4){1}63773
(5z2+1, z42+5){1}33773
(6z2+1, z42+6){1,7}1372 [?]73
(z2+2, z42+1){1}23773
(2z2+2, z42+2){1}63773
(3z2+2, z42+3){1}33773
(4z2+2, z42+4){1}63773
(5z2+2, z42+5){1}33773
(6z2+2, z42+6){1,7}1372 [?]73
(z2+3, z42+1){1}23773
(2z2+3, z42+2){1}63773
(3z2+3, z42+3){1}63773
(4z2+3, z42+4){1}63773
(5z2+3, z42+5){1}63773
(6z2+3, z42+6){1,7}2372 [?]73
(z2+4, z42+1){1}23773
(2z2+4, z42+2){1}63773
(3z2+4, z42+3){1}33773
(4z2+4, z42+4){1}63773
(5z2+4, z42+5){1}33773
(6z2+4, z42+6){1,7}1372 [?]73
(z2+5, z42+1){1}23773
(2z2+5, z42+2){1}63773
(3z2+5, z42+3){1}63773
(4z2+5, z42+4){1}63773
(5z2+5, z42+5){1}63773
(6z2+5, z42+6){1,7}2372 [?]73
(z2+6, z42+1){1}23773
(2z2+6, z42+2){1}63773
(3z2+6, z42+3){1}63773
(4z2+6, z42+4){1}63773
(5z2+6, z42+5){1}63773
(6z2+6, z42+6){1,7}2372 [?]73
53{(1,53), (7,7), (49,0)}[ 23/3, 1/6 ](z2+1, z7+1){1}26767836·786·79
(2z2+1, z7+2){1}667678
(3z2+1, z7+3){1}367678
(4z2+1, z7+4){1}667678
(5z2+1, z7+5){1}367678
(6z2+1, z7+6){1}167678
(z2+2, z7+1){1}667678
(2z2+2, z7+2){1}667678
(3z2+2, z7+3){1}167678
(4z2+2, z7+4){1}267678
(5z2+2, z7+5){1}367678
(6z2+2, z7+6){1}367678
(z2+3, z7+1){1}367678
(2z2+3, z7+2){1}167678
(3z2+3, z7+3){1}667678
(4z2+3, z7+4){1}367678
(5z2+3, z7+5){1}267678
(6z2+3, z7+6){1}667678
(z2+4, z7+1){1}667678
(2z2+4, z7+2){1}267678
(3z2+4, z7+3){1}367678
(4z2+4, z7+4){1}667678
(5z2+4, z7+5){1}167678
(6z2+4, z7+6){1}367678
(z2+5, z7+1){1}367678
(2z2+5, z7+2){1}367678
(3z2+5, z7+3){1}267678
(4z2+5, z7+4){1}167678
(5z2+5, z7+5){1}667678
(6z2+5, z7+6){1}667678
(z2+6, z7+1){1}167678
(2z2+6, z7+2){1}367678
(3z2+6, z7+3){1}667678
(4z2+6, z7+4){1}367678
(5z2+6, z7+5){1}667678
(6z2+6, z7+6){1}267678
{(1,53), (7,14), (49,0)}[ 13/2, 1/3 ](z3+1, z14+1){1}26757736·77
(2z3+1, z14+2){1}667577
(3z3+1, z14+3){1}367577
(4z3+1, z14+4){1}667577
(5z3+1, z14+5){1}367577
(6z3+1, z14+6){1}167577
(z3+2, z14+1){1}667577
(2z3+2, z14+2){1}267577
(3z3+2, z14+3){1}367577
(4z3+2, z14+4){1}667577
(5z3+2, z14+5){1}167577
(6z3+2, z14+6){1}367577
(z3+3, z14+1){1}667577
(2z3+3, z14+2){1}667577
(3z3+3, z14+3){1}167577
(4z3+3, z14+4){1}267577
(5z3+3, z14+5){1}367577
(6z3+3, z14+6){1}367577
(z3+4, z14+1){1}667577
(2z3+4, z14+2){1}667577
(3z3+4, z14+3){1}167577
(4z3+4, z14+4){1}267577
(5z3+4, z14+5){1}367577
(6z3+4, z14+6){1}367577
(z3+5, z14+1){1}667577
(2z3+5, z14+2){1}267577
(3z3+5, z14+3){1}367577
(4z3+5, z14+4){1}667577
(5z3+5, z14+5){1}167577
(6z3+5, z14+6){1}367577
(z3+6, z14+1){1}267577
(2z3+6, z14+2){1}667577
(3z3+6, z14+3){1}367577
(4z3+6, z14+4){1}667577
(5z3+6, z14+5){1}367577
(6z3+6, z14+6){1}167577
{(1,53), (7,21), (49,0)}[ 16/3, 1/2 ](z2+1, z21+1){1}26747636·76
(2z2+1, z21+2){1}667476
(3z2+1, z21+3){1}367476
(4z2+1, z21+4){1}667476
(5z2+1, z21+5){1}367476
(6z2+1, z21+6){1}167476
(z2+2, z21+1){1}267476
(2z2+2, z21+2){1}667476
(3z2+2, z21+3){1}367476
(4z2+2, z21+4){1}667476
(5z2+2, z21+5){1}367476
(6z2+2, z21+6){1}167476
(z2+3, z21+1){1}167476
(2z2+3, z21+2){1}367476
(3z2+3, z21+3){1}667476
(4z2+3, z21+4){1}367476
(5z2+3, z21+5){1}667476
(6z2+3, z21+6){1}267476
(z2+4, z21+1){1}267476
(2z2+4, z21+2){1}667476
(3z2+4, z21+3){1}367476
(4z2+4, z21+4){1}667476
(5z2+4, z21+5){1}367476
(6z2+4, z21+6){1}167476
(z2+5, z21+1){1}167476
(2z2+5, z21+2){1}367476
(3z2+5, z21+3){1}667476
(4z2+5, z21+4){1}367476
(5z2+5, z21+5){1}667476
(6z2+5, z21+6){1}267476
(z2+6, z21+1){1}167476
(2z2+6, z21+2){1}367476
(3z2+6, z21+3){1}667476
(4z2+6, z21+4){1}367476
(5z2+6, z21+5){1}667476
(6z2+6, z21+6){1}267476
{(1,53), (7,28), (49,0)}[ 25/6, 2/3 ](z+1, z14+1){1}26737536·75
(2z+1, z14+2){1}667375
(3z+1, z14+3){1}367375
(4z+1, z14+4){1}667375
(5z+1, z14+5){1}367375
(6z+1, z14+6){1}167375
(z+2, z14+1){1}667375
(2z+2, z14+2){1}667375
(3z+2, z14+3){1}167375
(4z+2, z14+4){1}267375
(5z+2, z14+5){1}367375
(6z+2, z14+6){1}367375
(z+3, z14+1){1}667375
(2z+3, z14+2){1}267375
(3z+3, z14+3){1}367375
(4z+3, z14+4){1}667375
(5z+3, z14+5){1}167375
(6z+3, z14+6){1}367375
(z+4, z14+1){1}667375
(2z+4, z14+2){1}267375
(3z+4, z14+3){1}367375
(4z+4, z14+4){1}667375
(5z+4, z14+5){1}167375
(6z+4, z14+6){1}367375
(z+5, z14+1){1}667375
(2z+5, z14+2){1}667375
(3z+5, z14+3){1}167375
(4z+5, z14+4){1}267375
(5z+5, z14+5){1}367375
(6z+5, z14+6){1}367375
(z+6, z14+1){1}267375
(2z+6, z14+2){1}667375
(3z+6, z14+3){1}367375
(4z+6, z14+4){1}667375
(5z+6, z14+5){1}367375
(6z+6, z14+6){1}167375
{(1,53), (7,35), (49,0)}[ 3, 5/6 ](z6+1, z7+1){1}26727436·74
(2z6+1, z7+2){1}667274
(3z6+1, z7+3){1}367274
(4z6+1, z7+4){1}667274
(5z6+1, z7+5){1}367274
(6z6+1, z7+6){7}167374
(z6+2, z7+1){1}667274
(2z6+2, z7+2){1}267274
(3z6+2, z7+3){1}367274
(4z6+2, z7+4){1}667274
(5z6+2, z7+5){7}167374
(6z6+2, z7+6){1}367274
(z6+3, z7+1){1}367274
(2z6+3, z7+2){1}367274
(3z6+3, z7+3){1}267274
(4z6+3, z7+4){7}167374
(5z6+3, z7+5){1}667274
(6z6+3, z7+6){1}667274
(z6+4, z7+1){1}667274
(2z6+4, z7+2){1}667274
(3z6+4, z7+3){7}167374
(4z6+4, z7+4){1}267274
(5z6+4, z7+5){1}367274
(6z6+4, z7+6){1}367274
(z6+5, z7+1){1}367274
(2z6+5, z7+2){7}167374
(3z6+5, z7+3){1}667274
(4z6+5, z7+4){1}367274
(5z6+5, z7+5){1}267274
(6z6+5, z7+6){1}667274
(z6+6, z7+1){7}167374
(2z6+6, z7+2){1}367274
(3z6+6, z7+3){1}667274
(4z6+6, z7+4){1}367274
(5z6+6, z7+5){1}667274
(6z6+6, z7+6){1}267274
{(1,53), (7,42), (49,0)}[ 11/6, 1 ](z+1, z42+1){1}2677336·73
(2z+1, z42+2){1}66773
(3z+1, z42+3){1}36773
(4z+1, z42+4){1}66773
(5z+1, z42+5){1}36773
(6z+1, z42+6){1,7}1672 [?]73
(z+2, z42+1){1}26773
(2z+2, z42+2){1}66773
(3z+2, z42+3){1}36773
(4z+2, z42+4){1}66773
(5z+2, z42+5){1}36773
(6z+2, z42+6){1,7}1672 [?]73
(z+3, z42+1){1}26773
(2z+3, z42+2){1}66773
(3z+3, z42+3){1}36773
(4z+3, z42+4){1}66773
(5z+3, z42+5){1}36773
(6z+3, z42+6){1,7}1672 [?]73
(z+4, z42+1){1}26773
(2z+4, z42+2){1}66773
(3z+4, z42+3){1}36773
(4z+4, z42+4){1}66773
(5z+4, z42+5){1}36773
(6z+4, z42+6){1,7}1672 [?]73
(z+5, z42+1){1}26773
(2z+5, z42+2){1}66773
(3z+5, z42+3){1}36773
(4z+5, z42+4){1}66773
(5z+5, z42+5){1}36773
(6z+5, z42+6){1,7}1672 [?]73
(z+6, z42+1){1}26773
(2z+6, z42+2){1}66773
(3z+6, z42+3){1}36773
(4z+6, z42+4){1}66773
(5z+6, z42+5){1}36773
(6z+6, z42+6){1,7}1672 [?]73
54{(1,54), (7,7), (49,0)}[ 47/6, 1/6 ](z+1, z7+1){1}16767836·786·79
(2z+1, z7+2){1}167678
(3z+1, z7+3){1}167678
(4z+1, z7+4){1}167678
(5z+1, z7+5){1}167678
(6z+1, z7+6){1}167678
(z+2, z7+1){1}367678
(2z+2, z7+2){1}367678
(3z+2, z7+3){1}367678
(4z+2, z7+4){1}367678
(5z+2, z7+5){1}367678
(6z+2, z7+6){1}367678
(z+3, z7+1){1}667678
(2z+3, z7+2){1}667678
(3z+3, z7+3){1}667678
(4z+3, z7+4){1}667678
(5z+3, z7+5){1}667678
(6z+3, z7+6){1}667678
(z+4, z7+1){1}367678
(2z+4, z7+2){1}367678
(3z+4, z7+3){1}367678
(4z+4, z7+4){1}367678
(5z+4, z7+5){1}367678
(6z+4, z7+6){1}367678
(z+5, z7+1){1}667678
(2z+5, z7+2){1}667678
(3z+5, z7+3){1}667678
(4z+5, z7+4){1}667678
(5z+5, z7+5){1}667678
(6z+5, z7+6){1}667678
(z+6, z7+1){1}267678
(2z+6, z7+2){1}267678
(3z+6, z7+3){1}267678
(4z+6, z7+4){1}267678
(5z+6, z7+5){1}267678
(6z+6, z7+6){1}267678
{(1,54), (7,14), (49,0)}[ 20/3, 1/3 ](z2+1, z14+1){1}23757736·77
(2z2+1, z14+2){1}237577
(3z2+1, z14+3){1}137577
(4z2+1, z14+4){1}237577
(5z2+1, z14+5){1}137577
(6z2+1, z14+6){1}137577
(z2+2, z14+1){1}637577
(2z2+2, z14+2){1}637577
(3z2+2, z14+3){1}337577
(4z2+2, z14+4){1}637577
(5z2+2, z14+5){1}337577
(6z2+2, z14+6){1}337577
(z2+3, z14+1){1}637577
(2z2+3, z14+2){1}637577
(3z2+3, z14+3){1}637577
(4z2+3, z14+4){1}637577
(5z2+3, z14+5){1}637577
(6z2+3, z14+6){1}637577
(z2+4, z14+1){1}637577
(2z2+4, z14+2){1}637577
(3z2+4, z14+3){1}337577
(4z2+4, z14+4){1}637577
(5z2+4, z14+5){1}337577
(6z2+4, z14+6){1}337577
(z2+5, z14+1){1}637577
(2z2+5, z14+2){1}637577
(3z2+5, z14+3){1}637577
(4z2+5, z14+4){1}637577
(5z2+5, z14+5){1}637577
(6z2+5, z14+6){1}637577
(z2+6, z14+1){1}237577
(2z2+6, z14+2){1}237577
(3z2+6, z14+3){1}237577
(4z2+6, z14+4){1}237577
(5z2+6, z14+5){1}237577
(6z2+6, z14+6){1}237577
{(1,54), (7,21), (49,0)}[ 11/2, 1/2 ](z3+1, z21+1){1}12747636·76
(2z3+1, z21+2){1}327476
(3z3+1, z21+3){1}327476
(4z3+1, z21+4){1}327476
(5z3+1, z21+5){1}327476
(6z3+1, z21+6){1}127476
(z3+2, z21+1){1}327476
(2z3+2, z21+2){1}327476
(3z3+2, z21+3){1}327476
(4z3+2, z21+4){1}327476
(5z3+2, z21+5){1}327476
(6z3+2, z21+6){1}327476
(z3+3, z21+1){1}627476
(2z3+3, z21+2){1}627476
(3z3+3, z21+3){1}627476
(4z3+3, z21+4){1}627476
(5z3+3, z21+5){1}627476
(6z3+3, z21+6){1}627476
(z3+4, z21+1){1}327476
(2z3+4, z21+2){1}327476
(3z3+4, z21+3){1}327476
(4z3+4, z21+4){1}327476
(5z3+4, z21+5){1}327476
(6z3+4, z21+6){1}327476
(z3+5, z21+1){1}627476
(2z3+5, z21+2){1}627476
(3z3+5, z21+3){1}627476
(4z3+5, z21+4){1}627476
(5z3+5, z21+5){1}627476
(6z3+5, z21+6){1}627476
(z3+6, z21+1){1}227476
(2z3+6, z21+2){1}627476
(3z3+6, z21+3){1}627476
(4z3+6, z21+4){1}627476
(5z3+6, z21+5){1}627476
(6z3+6, z21+6){1}227476
{(1,54), (7,28), (49,0)}[ 13/3, 2/3 ](z2+1, z14+1){1}23737536·75
(2z2+1, z14+2){1}237375
(3z2+1, z14+3){1}137375
(4z2+1, z14+4){1}237375
(5z2+1, z14+5){1}137375
(6z2+1, z14+6){1}137375
(z2+2, z14+1){1}637375
(2z2+2, z14+2){1}637375
(3z2+2, z14+3){1}337375
(4z2+2, z14+4){1}637375
(5z2+2, z14+5){1}337375
(6z2+2, z14+6){1}337375
(z2+3, z14+1){1}637375
(2z2+3, z14+2){1}637375
(3z2+3, z14+3){1}637375
(4z2+3, z14+4){1}637375
(5z2+3, z14+5){1}637375
(6z2+3, z14+6){1}637375
(z2+4, z14+1){1}637375
(2z2+4, z14+2){1}637375
(3z2+4, z14+3){1}337375
(4z2+4, z14+4){1}637375
(5z2+4, z14+5){1}337375
(6z2+4, z14+6){1}337375
(z2+5, z14+1){1}637375
(2z2+5, z14+2){1}637375
(3z2+5, z14+3){1}637375
(4z2+5, z14+4){1}637375
(5z2+5, z14+5){1}637375
(6z2+5, z14+6){1}637375
(z2+6, z14+1){1}237375
(2z2+6, z14+2){1}237375
(3z2+6, z14+3){1}237375
(4z2+6, z14+4){1}237375
(5z2+6, z14+5){1}237375
(6z2+6, z14+6){1}237375
{(1,54), (7,35), (49,0)}[ 19/6, 5/6 ](z+1, z7+1){1}16727436·74
(2z+1, z7+2){1}167274
(3z+1, z7+3){1}167274
(4z+1, z7+4){1}167274
(5z+1, z7+5){1}167274
(6z+1, z7+6){1}167274
(z+2, z7+1){1}367274
(2z+2, z7+2){1}367274
(3z+2, z7+3){1}367274
(4z+2, z7+4){1}367274
(5z+2, z7+5){1}367274
(6z+2, z7+6){1}367274
(z+3, z7+1){1}667274
(2z+3, z7+2){1}667274
(3z+3, z7+3){1}667274
(4z+3, z7+4){1}667274
(5z+3, z7+5){1}667274
(6z+3, z7+6){1}667274
(z+4, z7+1){1}367274
(2z+4, z7+2){1}367274
(3z+4, z7+3){1}367274
(4z+4, z7+4){1}367274
(5z+4, z7+5){1}367274
(6z+4, z7+6){1}367274
(z+5, z7+1){1}667274
(2z+5, z7+2){1}667274
(3z+5, z7+3){1}667274
(4z+5, z7+4){1}667274
(5z+5, z7+5){1}667274
(6z+5, z7+6){1}667274
(z+6, z7+1){1}267274
(2z+6, z7+2){1}267274
(3z+6, z7+3){1}267274
(4z+6, z7+4){1}267274
(5z+6, z7+5){1}267274
(6z+6, z7+6){1}267274
{(1,54), (7,42), (49,0)}[ 2, 1 ](z6+1, z42+1){1}2177336·73
(2z6+1, z42+2){1}61773
(3z6+1, z42+3){1}31773
(4z6+1, z42+4){1}61773
(5z6+1, z42+5){1}31773
(6z6+1, z42+6){7,49}1173 [?]73
(z6+2, z42+1){1}61773
(2z6+2, z42+2){1}61773
(3z6+2, z42+3){1}31773
(4z6+2, z42+4){1}61773
(5z6+2, z42+5){7}317273
(6z6+2, z42+6){1,7}3172 [?]73
(z6+3, z42+1){1}61773
(2z6+3, z42+2){1}61773
(3z6+3, z42+3){1}61773
(4z6+3, z42+4){7}617273
(5z6+3, z42+5){1}61773
(6z6+3, z42+6){1,7}6172 [?]73
(z6+4, z42+1){1}61773
(2z6+4, z42+2){1}61773
(3z6+4, z42+3){7}317273
(4z6+4, z42+4){1}61773
(5z6+4, z42+5){1}31773
(6z6+4, z42+6){1,7}3172 [?]73
(z6+5, z42+1){1}61773
(2z6+5, z42+2){7}617273
(3z6+5, z42+3){1}61773
(4z6+5, z42+4){1}61773
(5z6+5, z42+5){1}61773
(6z6+5, z42+6){1,7}6172 [?]73
(z6+6, z42+1){7}217273
(2z6+6, z42+2){1}61773
(3z6+6, z42+3){1}61773
(4z6+6, z42+4){1}61773
(5z6+6, z42+5){1}61773
(6z6+6, z42+6){1,7}2172 [?]73
55{(1,55), (7,7), (49,0)}[ 8, 1/6 ](z6+1, z7+1){1}26767836·786·79
(2z6+1, z7+2){1}667678
(3z6+1, z7+3){1}367678
(4z6+1, z7+4){1}667678
(5z6+1, z7+5){1}367678
(6z6+1, z7+6){7}167778
(z6+2, z7+1){1}667678
(2z6+2, z7+2){1}267678
(3z6+2, z7+3){1}367678
(4z6+2, z7+4){1}667678
(5z6+2, z7+5){7}167778
(6z6+2, z7+6){1}367678
(z6+3, z7+1){1}367678
(2z6+3, z7+2){1}367678
(3z6+3, z7+3){1}267678
(4z6+3, z7+4){7}167778
(5z6+3, z7+5){1}667678
(6z6+3, z7+6){1}667678
(z6+4, z7+1){1}667678
(2z6+4, z7+2){1}667678
(3z6+4, z7+3){7}167778
(4z6+4, z7+4){1}267678
(5z6+4, z7+5){1}367678
(6z6+4, z7+6){1}367678
(z6+5, z7+1){1}367678
(2z6+5, z7+2){7}167778
(3z6+5, z7+3){1}667678
(4z6+5, z7+4){1}367678
(5z6+5, z7+5){1}267678
(6z6+5, z7+6){1}667678
(z6+6, z7+1){7}167778
(2z6+6, z7+2){1}367678
(3z6+6, z7+3){1}667678
(4z6+6, z7+4){1}367678
(5z6+6, z7+5){1}667678
(6z6+6, z7+6){1}267678
{(1,55), (7,14), (49,0)}[ 41/6, 1/3 ](z+1, z14+1){1}26757736·77
(2z+1, z14+2){1}667577
(3z+1, z14+3){1}367577
(4z+1, z14+4){1}667577
(5z+1, z14+5){1}367577
(6z+1, z14+6){1}167577
(z+2, z14+1){1}667577
(2z+2, z14+2){1}667577
(3z+2, z14+3){1}167577
(4z+2, z14+4){1}267577
(5z+2, z14+5){1}367577
(6z+2, z14+6){1}367577
(z+3, z14+1){1}667577
(2z+3, z14+2){1}267577
(3z+3, z14+3){1}367577
(4z+3, z14+4){1}667577
(5z+3, z14+5){1}167577
(6z+3, z14+6){1}367577
(z+4, z14+1){1}667577
(2z+4, z14+2){1}267577
(3z+4, z14+3){1}367577
(4z+4, z14+4){1}667577
(5z+4, z14+5){1}167577
(6z+4, z14+6){1}367577
(z+5, z14+1){1}667577
(2z+5, z14+2){1}667577
(3z+5, z14+3){1}167577
(4z+5, z14+4){1}267577
(5z+5, z14+5){1}367577
(6z+5, z14+6){1}367577
(z+6, z14+1){1}267577
(2z+6, z14+2){1}667577
(3z+6, z14+3){1}367577
(4z+6, z14+4){1}667577
(5z+6, z14+5){1}367577
(6z+6, z14+6){1}167577
{(1,55), (7,21), (49,0)}[ 17/3, 1/2 ](z2+1, z21+1){1}26747636·76
(2z2+1, z21+2){1}667476
(3z2+1, z21+3){1}367476
(4z2+1, z21+4){1}667476
(5z2+1, z21+5){1}367476
(6z2+1, z21+6){1}167476
(z2+2, z21+1){1}267476
(2z2+2, z21+2){1}667476
(3z2+2, z21+3){1}367476
(4z2+2, z21+4){1}667476
(5z2+2, z21+5){1}367476
(6z2+2, z21+6){1}167476
(z2+3, z21+1){1}167476
(2z2+3, z21+2){1}367476
(3z2+3, z21+3){1}667476
(4z2+3, z21+4){1}367476
(5z2+3, z21+5){1}667476
(6z2+3, z21+6){1}267476
(z2+4, z21+1){1}267476
(2z2+4, z21+2){1}667476
(3z2+4, z21+3){1}367476
(4z2+4, z21+4){1}667476
(5z2+4, z21+5){1}367476
(6z2+4, z21+6){1}167476
(z2+5, z21+1){1}167476
(2z2+5, z21+2){1}367476
(3z2+5, z21+3){1}667476
(4z2+5, z21+4){1}367476
(5z2+5, z21+5){1}667476
(6z2+5, z21+6){1}267476
(z2+6, z21+1){1}167476
(2z2+6, z21+2){1}367476
(3z2+6, z21+3){1}667476
(4z2+6, z21+4){1}367476
(5z2+6, z21+5){1}667476
(6z2+6, z21+6){1}267476
{(1,55), (7,28), (49,0)}[ 9/2, 2/3 ](z3+1, z14+1){1}26737536·75
(2z3+1, z14+2){1}667375
(3z3+1, z14+3){1}367375
(4z3+1, z14+4){1}667375
(5z3+1, z14+5){1}367375
(6z3+1, z14+6){1}167375
(z3+2, z14+1){1}667375
(2z3+2, z14+2){1}267375
(3z3+2, z14+3){1}367375
(4z3+2, z14+4){1}667375
(5z3+2, z14+5){1}167375
(6z3+2, z14+6){1}367375
(z3+3, z14+1){1}667375
(2z3+3, z14+2){1}667375
(3z3+3, z14+3){1}167375
(4z3+3, z14+4){1}267375
(5z3+3, z14+5){1}367375
(6z3+3, z14+6){1}367375
(z3+4, z14+1){1}667375
(2z3+4, z14+2){1}667375
(3z3+4, z14+3){1}167375
(4z3+4, z14+4){1}267375
(5z3+4, z14+5){1}367375
(6z3+4, z14+6){1}367375
(z3+5, z14+1){1}667375
(2z3+5, z14+2){1}267375
(3z3+5, z14+3){1}367375
(4z3+5, z14+4){1}667375
(5z3+5, z14+5){1}167375
(6z3+5, z14+6){1}367375
(z3+6, z14+1){1}267375
(2z3+6, z14+2){1}667375
(3z3+6, z14+3){1}367375
(4z3+6, z14+4){1}667375
(5z3+6, z14+5){1}367375
(6z3+6, z14+6){1}167375
{(1,55), (7,35), (49,0)}[ 10/3, 5/6 ](z2+1, z7+1){1}26727436·74
(2z2+1, z7+2){1}667274
(3z2+1, z7+3){1}367274
(4z2+1, z7+4){1}667274
(5z2+1, z7+5){1}367274
(6z2+1, z7+6){1}167274
(z2+2, z7+1){1}667274
(2z2+2, z7+2){1}667274
(3z2+2, z7+3){1}167274
(4z2+2, z7+4){1}267274
(5z2+2, z7+5){1}367274
(6z2+2, z7+6){1}367274
(z2+3, z7+1){1}367274
(2z2+3, z7+2){1}167274
(3z2+3, z7+3){1}667274
(4z2+3, z7+4){1}367274
(5z2+3, z7+5){1}267274
(6z2+3, z7+6){1}667274
(z2+4, z7+1){1}667274
(2z2+4, z7+2){1}267274
(3z2+4, z7+3){1}367274
(4z2+4, z7+4){1}667274
(5z2+4, z7+5){1}167274
(6z2+4, z7+6){1}367274
(z2+5, z7+1){1}367274
(2z2+5, z7+2){1}367274
(3z2+5, z7+3){1}267274
(4z2+5, z7+4){1}167274
(5z2+5, z7+5){1}667274
(6z2+5, z7+6){1}667274
(z2+6, z7+1){1}167274
(2z2+6, z7+2){1}367274
(3z2+6, z7+3){1}667274
(4z2+6, z7+4){1}367274
(5z2+6, z7+5){1}667274
(6z2+6, z7+6){1}267274
{(1,55), (7,42), (49,0)}[ 13/6, 1 ](z+1, z42+1){1}2677336·73
(2z+1, z42+2){1}66773
(3z+1, z42+3){1}36773
(4z+1, z42+4){1}66773
(5z+1, z42+5){1}36773
(6z+1, z42+6){1,7}1672 [?]73
(z+2, z42+1){1}26773
(2z+2, z42+2){1}66773
(3z+2, z42+3){1}36773
(4z+2, z42+4){1}66773
(5z+2, z42+5){1}36773
(6z+2, z42+6){1,7}1672 [?]73
(z+3, z42+1){1}26773
(2z+3, z42+2){1}66773
(3z+3, z42+3){1}36773
(4z+3, z42+4){1}66773
(5z+3, z42+5){1}36773
(6z+3, z42+6){1,7}1672 [?]73
(z+4, z42+1){1}26773
(2z+4, z42+2){1}66773
(3z+4, z42+3){1}36773
(4z+4, z42+4){1}66773
(5z+4, z42+5){1}36773
(6z+4, z42+6){1,7}1672 [?]73
(z+5, z42+1){1}26773
(2z+5, z42+2){1}66773
(3z+5, z42+3){1}36773
(4z+5, z42+4){1}66773
(5z+5, z42+5){1}36773
(6z+5, z42+6){1,7}1672 [?]73
(z+6, z42+1){1}26773
(2z+6, z42+2){1}66773
(3z+6, z42+3){1}36773
(4z+6, z42+4){1}66773
(5z+6, z42+5){1}36773
(6z+6, z42+6){1,7}1672 [?]73
56{(1,56), (7,7), (49,0)}[ 49/6, 1/6 ](6z+1, z7+6){1}1677796·796·79
(5z+2, z7+5){1}367779
(4z+3, z7+4){1}667779
(3z+4, z7+3){1}367779
(2z+5, z7+2){1}667779
(z+6, z7+1){1}267779
57{(1,57), (7,14), (49,0)}[ 43/6, 1/3 ](z+1, z14+1){1}26767836·786·79
(2z+1, z14+2){1}267678
(3z+1, z14+3){1}167678
(4z+1, z14+4){1}267678
(5z+1, z14+5){1}167678
(6z+1, z14+6){1}167678
(z+2, z14+1){1}667678
(2z+2, z14+2){1}667678
(3z+2, z14+3){1}367678
(4z+2, z14+4){1}667678
(5z+2, z14+5){1}367678
(6z+2, z14+6){1}367678
(z+3, z14+1){1}667678
(2z+3, z14+2){1}667678
(3z+3, z14+3){1}367678
(4z+3, z14+4){1}667678
(5z+3, z14+5){1}367678
(6z+3, z14+6){1}367678
(z+4, z14+1){1}667678
(2z+4, z14+2){1}667678
(3z+4, z14+3){1}367678
(4z+4, z14+4){1}667678
(5z+4, z14+5){1}367678
(6z+4, z14+6){1}367678
(z+5, z14+1){1}667678
(2z+5, z14+2){1}667678
(3z+5, z14+3){1}367678
(4z+5, z14+4){1}667678
(5z+5, z14+5){1}367678
(6z+5, z14+6){1}367678
(z+6, z14+1){1}267678
(2z+6, z14+2){1}267678
(3z+6, z14+3){1}167678
(4z+6, z14+4){1}267678
(5z+6, z14+5){1}167678
(6z+6, z14+6){1}167678
{(1,57), (7,21), (49,0)}[ 6, 1/2 ](z6+1, z21+1){1}22757736·77
(2z6+1, z21+2){1}627577
(3z6+1, z21+3){1}327577
(4z6+1, z21+4){1}627577
(5z6+1, z21+5){1}327577
(6z6+1, z21+6){7}127677
(z6+2, z21+1){1}627577
(2z6+2, z21+2){1}627577
(3z6+2, z21+3){1}327577
(4z6+2, z21+4){1}627577
(5z6+2, z21+5){7}327677
(6z6+2, z21+6){1}327577
(z6+3, z21+1){1}327577
(2z6+3, z21+2){1}327577
(3z6+3, z21+3){1}627577
(4z6+3, z21+4){7}327677
(5z6+3, z21+5){1}627577
(6z6+3, z21+6){1}627577
(z6+4, z21+1){1}627577
(2z6+4, z21+2){1}627577
(3z6+4, z21+3){7}327677
(4z6+4, z21+4){1}627577
(5z6+4, z21+5){1}327577
(6z6+4, z21+6){1}327577
(z6+5, z21+1){1}327577
(2z6+5, z21+2){7}327677
(3z6+5, z21+3){1}627577
(4z6+5, z21+4){1}327577
(5z6+5, z21+5){1}627577
(6z6+5, z21+6){1}627577
(z6+6, z21+1){7}127677
(2z6+6, z21+2){1}327577
(3z6+6, z21+3){1}627577
(4z6+6, z21+4){1}327577
(5z6+6, z21+5){1}627577
(6z6+6, z21+6){1}227577
{(1,57), (7,28), (49,0)}[ 29/6, 2/3 ](z+1, z14+1){1}26747636·76
(2z+1, z14+2){1}267476
(3z+1, z14+3){1}167476
(4z+1, z14+4){1}267476
(5z+1, z14+5){1}167476
(6z+1, z14+6){1}167476
(z+2, z14+1){1}667476
(2z+2, z14+2){1}667476
(3z+2, z14+3){1}367476
(4z+2, z14+4){1}667476
(5z+2, z14+5){1}367476
(6z+2, z14+6){1}367476
(z+3, z14+1){1}667476
(2z+3, z14+2){1}667476
(3z+3, z14+3){1}367476
(4z+3, z14+4){1}667476
(5z+3, z14+5){1}367476
(6z+3, z14+6){1}367476
(z+4, z14+1){1}667476
(2z+4, z14+2){1}667476
(3z+4, z14+3){1}367476
(4z+4, z14+4){1}667476
(5z+4, z14+5){1}367476
(6z+4, z14+6){1}367476
(z+5, z14+1){1}667476
(2z+5, z14+2){1}667476
(3z+5, z14+3){1}367476
(4z+5, z14+4){1}667476
(5z+5, z14+5){1}367476
(6z+5, z14+6){1}367476
(z+6, z14+1){1}267476
(2z+6, z14+2){1}267476
(3z+6, z14+3){1}167476
(4z+6, z14+4){1}267476
(5z+6, z14+5){1}167476
(6z+6, z14+6){1}167476
{(1,57), (7,35), (49,0)}[ 11/3, 5/6 ](z2+1, z7+1){1}26737536·75
(2z2+1, z7+2){1}267375
(3z2+1, z7+3){1}167375
(4z2+1, z7+4){1}267375
(5z2+1, z7+5){1}167375
(6z2+1, z7+6){1}167375
(z2+2, z7+1){1}667375
(2z2+2, z7+2){1}667375
(3z2+2, z7+3){1}367375
(4z2+2, z7+4){1}667375
(5z2+2, z7+5){1}367375
(6z2+2, z7+6){1}367375
(z2+3, z7+1){1}367375
(2z2+3, z7+2){1}367375
(3z2+3, z7+3){1}667375
(4z2+3, z7+4){1}367375
(5z2+3, z7+5){1}667375
(6z2+3, z7+6){1}667375
(z2+4, z7+1){1}667375
(2z2+4, z7+2){1}667375
(3z2+4, z7+3){1}367375
(4z2+4, z7+4){1}667375
(5z2+4, z7+5){1}367375
(6z2+4, z7+6){1}367375
(z2+5, z7+1){1}367375
(2z2+5, z7+2){1}367375
(3z2+5, z7+3){1}667375
(4z2+5, z7+4){1}367375
(5z2+5, z7+5){1}667375
(6z2+5, z7+6){1}667375
(z2+6, z7+1){1}167375
(2z2+6, z7+2){1}167375
(3z2+6, z7+3){1}267375
(4z2+6, z7+4){1}167375
(5z2+6, z7+5){1}267375
(6z2+6, z7+6){1}267375
{(1,57), (7,42), (49,0)}[ 5/2, 1 ](z3+1, z42+1){1}22727436·74
(2z3+1, z42+2){1}627274
(3z3+1, z42+3){1}327274
(4z3+1, z42+4){1}627274
(5z3+1, z42+5){1}327274
(6z3+1, z42+6){1,7}1273 [?]74
(z3+2, z42+1){1}627274
(2z3+2, z42+2){1}627274
(3z3+2, z42+3){1}327274
(4z3+2, z42+4){1}627274
(5z3+2, z42+5){1}327274
(6z3+2, z42+6){1,7}3273 [?]74
(z3+3, z42+1){1}627274
(2z3+3, z42+2){1}627274
(3z3+3, z42+3){1}327274
(4z3+3, z42+4){1}627274
(5z3+3, z42+5){1}327274
(6z3+3, z42+6){1,7}3273 [?]74
(z3+4, z42+1){1}627274
(2z3+4, z42+2){1}627274
(3z3+4, z42+3){1}327274
(4z3+4, z42+4){1}627274
(5z3+4, z42+5){1}327274
(6z3+4, z42+6){1,7}3273 [?]74
(z3+5, z42+1){1}627274
(2z3+5, z42+2){1}627274
(3z3+5, z42+3){1}327274
(4z3+5, z42+4){1}627274
(5z3+5, z42+5){1}327274
(6z3+5, z42+6){1,7}3273 [?]74
(z3+6, z42+1){1}227274
(2z3+6, z42+2){1}627274
(3z3+6, z42+3){1}327274
(4z3+6, z42+4){1}627274
(5z3+6, z42+5){1}327274
(6z3+6, z42+6){1,7}1273 [?]74
{(1,57), (7,49), (49,0)}[ 4/3, 7/6 ](6z2+1, z7+6){1}1672746·74
(6z2+2, z7+6){1}367274
(6z2+3, z7+6){1}667274
(6z2+4, z7+6){1}367274
(6z2+5, z7+6){1}667274
(6z2+6, z7+6){1}267274
58{(1,58), (7,14), (49,0)}[ 22/3, 1/3 ](z2+1, z14+1){1}23767836·786·79
(2z2+1, z14+2){1}637678
(3z2+1, z14+3){1}337678
(4z2+1, z14+4){1}637678
(5z2+1, z14+5){1}337678
(6z2+1, z14+6){1}137678
(z2+2, z14+1){1}637678
(2z2+2, z14+2){1}637678
(3z2+2, z14+3){1}137678
(4z2+2, z14+4){1}237678
(5z2+2, z14+5){1}337678
(6z2+2, z14+6){1}337678
(z2+3, z14+1){1}637678
(2z2+3, z14+2){1}237678
(3z2+3, z14+3){1}637678
(4z2+3, z14+4){1}637678
(5z2+3, z14+5){1}237678
(6z2+3, z14+6){1}637678
(z2+4, z14+1){1}637678
(2z2+4, z14+2){1}237678
(3z2+4, z14+3){1}337678
(4z2+4, z14+4){1}637678
(5z2+4, z14+5){1}137678
(6z2+4, z14+6){1}337678
(z2+5, z14+1){1}637678
(2z2+5, z14+2){1}637678
(3z2+5, z14+3){1}237678
(4z2+5, z14+4){1}237678
(5z2+5, z14+5){1}637678
(6z2+5, z14+6){1}637678
(z2+6, z14+1){1}237678
(2z2+6, z14+2){1}637678
(3z2+6, z14+3){1}637678
(4z2+6, z14+4){1}637678
(5z2+6, z14+5){1}637678
(6z2+6, z14+6){1}237678
{(1,58), (7,21), (49,0)}[ 37/6, 1/2 ](z+1, z21+1){1}16757736·77
(2z+1, z21+2){1}367577
(3z+1, z21+3){1}367577
(4z+1, z21+4){1}367577
(5z+1, z21+5){1}367577
(6z+1, z21+6){1}167577
(z+2, z21+1){1}167577
(2z+2, z21+2){1}367577
(3z+2, z21+3){1}367577
(4z+2, z21+4){1}367577
(5z+2, z21+5){1}367577
(6z+2, z21+6){1}167577
(z+3, z21+1){1}267577
(2z+3, z21+2){1}667577
(3z+3, z21+3){1}667577
(4z+3, z21+4){1}667577
(5z+3, z21+5){1}667577
(6z+3, z21+6){1}267577
(z+4, z21+1){1}167577
(2z+4, z21+2){1}367577
(3z+4, z21+3){1}367577
(4z+4, z21+4){1}367577
(5z+4, z21+5){1}367577
(6z+4, z21+6){1}167577
(z+5, z21+1){1}267577
(2z+5, z21+2){1}667577
(3z+5, z21+3){1}667577
(4z+5, z21+4){1}667577
(5z+5, z21+5){1}667577
(6z+5, z21+6){1}267577
(z+6, z21+1){1}267577
(2z+6, z21+2){1}667577
(3z+6, z21+3){1}667577
(4z+6, z21+4){1}667577
(5z+6, z21+5){1}667577
(6z+6, z21+6){1}267577
{(1,58), (7,28), (49,0)}[ 5, 2/3 ](z6+1, z14+1){1}23747636·76
(2z6+1, z14+2){1}637476
(3z6+1, z14+3){1}337476
(4z6+1, z14+4){1}637476
(5z6+1, z14+5){1}337476
(6z6+1, z14+6){7}137576
(z6+2, z14+1){1}637476
(2z6+2, z14+2){1}237476
(3z6+2, z14+3){1}337476
(4z6+2, z14+4){1}637476
(5z6+2, z14+5){7}137576
(6z6+2, z14+6){1}337476
(z6+3, z14+1){1}637476
(2z6+3, z14+2){1}637476
(3z6+3, z14+3){1}237476
(4z6+3, z14+4){7}237576
(5z6+3, z14+5){1}637476
(6z6+3, z14+6){1}637476
(z6+4, z14+1){1}637476
(2z6+4, z14+2){1}637476
(3z6+4, z14+3){7}137576
(4z6+4, z14+4){1}237476
(5z6+4, z14+5){1}337476
(6z6+4, z14+6){1}337476
(z6+5, z14+1){1}637476
(2z6+5, z14+2){7}237576
(3z6+5, z14+3){1}637476
(4z6+5, z14+4){1}637476
(5z6+5, z14+5){1}237476
(6z6+5, z14+6){1}637476
(z6+6, z14+1){7}237576
(2z6+6, z14+2){1}637476
(3z6+6, z14+3){1}637476
(4z6+6, z14+4){1}637476
(5z6+6, z14+5){1}637476
(6z6+6, z14+6){1}237476
{(1,58), (7,35), (49,0)}[ 23/6, 5/6 ](z+1, z7+1){1}16737536·75
(2z+1, z7+2){1}367375
(3z+1, z7+3){1}367375
(4z+1, z7+4){1}367375
(5z+1, z7+5){1}367375
(6z+1, z7+6){1}167375
(z+2, z7+1){1}367375
(2z+2, z7+2){1}367375
(3z+2, z7+3){1}167375
(4z+2, z7+4){1}167375
(5z+2, z7+5){1}367375
(6z+2, z7+6){1}367375
(z+3, z7+1){1}667375
(2z+3, z7+2){1}267375
(3z+3, z7+3){1}667375
(4z+3, z7+4){1}667375
(5z+3, z7+5){1}267375
(6z+3, z7+6){1}667375
(z+4, z7+1){1}367375
(2z+4, z7+2){1}167375
(3z+4, z7+3){1}367375
(4z+4, z7+4){1}367375
(5z+4, z7+5){1}167375
(6z+4, z7+6){1}367375
(z+5, z7+1){1}667375
(2z+5, z7+2){1}667375
(3z+5, z7+3){1}267375
(4z+5, z7+4){1}267375
(5z+5, z7+5){1}667375
(6z+5, z7+6){1}667375
(z+6, z7+1){1}267375
(2z+6, z7+2){1}667375
(3z+6, z7+3){1}667375
(4z+6, z7+4){1}667375
(5z+6, z7+5){1}667375
(6z+6, z7+6){1}267375
{(1,58), (7,42), (49,0)}[ 8/3, 1 ](z2+1, z42+1){1}23727436·74
(2z2+1, z42+2){1}637274
(3z2+1, z42+3){1}337274
(4z2+1, z42+4){1}637274
(5z2+1, z42+5){1}337274
(6z2+1, z42+6){1,7}1373 [?]74
(z2+2, z42+1){1}237274
(2z2+2, z42+2){1}637274
(3z2+2, z42+3){1}337274
(4z2+2, z42+4){1}637274
(5z2+2, z42+5){1}337274
(6z2+2, z42+6){1,7}1373 [?]74
(z2+3, z42+1){1}237274
(2z2+3, z42+2){1}637274
(3z2+3, z42+3){1}637274
(4z2+3, z42+4){1}637274
(5z2+3, z42+5){1}637274
(6z2+3, z42+6){1,7}2373 [?]74
(z2+4, z42+1){1}237274
(2z2+4, z42+2){1}637274
(3z2+4, z42+3){1}337274
(4z2+4, z42+4){1}637274
(5z2+4, z42+5){1}337274
(6z2+4, z42+6){1,7}1373 [?]74
(z2+5, z42+1){1}237274
(2z2+5, z42+2){1}637274
(3z2+5, z42+3){1}637274
(4z2+5, z42+4){1}637274
(5z2+5, z42+5){1}637274
(6z2+5, z42+6){1,7}2373 [?]74
(z2+6, z42+1){1}237274
(2z2+6, z42+2){1}637274
(3z2+6, z42+3){1}637274
(4z2+6, z42+4){1}637274
(5z2+6, z42+5){1}637274
(6z2+6, z42+6){1,7}2373 [?]74
{(1,58), (7,49), (49,0)}[ 3/2, 7/6 ](6z3+1, z7+6){1}1672746·74
(6z3+2, z7+6){1}367274
(6z3+3, z7+6){1}667274
(6z3+4, z7+6){1}367274
(6z3+5, z7+6){1}667274
(6z3+6, z7+6){1}267274
59{(1,59), (7,14), (49,0)}[ 15/2, 1/3 ](z3+1, z14+1){1}26767836·786·79
(2z3+1, z14+2){1}667678
(3z3+1, z14+3){1}367678
(4z3+1, z14+4){1}667678
(5z3+1, z14+5){1}367678
(6z3+1, z14+6){1}167678
(z3+2, z14+1){1}667678
(2z3+2, z14+2){1}267678
(3z3+2, z14+3){1}367678
(4z3+2, z14+4){1}667678
(5z3+2, z14+5){1}167678
(6z3+2, z14+6){1}367678
(z3+3, z14+1){1}667678
(2z3+3, z14+2){1}667678
(3z3+3, z14+3){1}167678
(4z3+3, z14+4){1}267678
(5z3+3, z14+5){1}367678
(6z3+3, z14+6){1}367678
(z3+4, z14+1){1}667678
(2z3+4, z14+2){1}667678
(3z3+4, z14+3){1}167678
(4z3+4, z14+4){1}267678
(5z3+4, z14+5){1}367678
(6z3+4, z14+6){1}367678
(z3+5, z14+1){1}667678
(2z3+5, z14+2){1}267678
(3z3+5, z14+3){1}367678
(4z3+5, z14+4){1}667678
(5z3+5, z14+5){1}167678
(6z3+5, z14+6){1}367678
(z3+6, z14+1){1}267678
(2z3+6, z14+2){1}667678
(3z3+6, z14+3){1}367678
(4z3+6, z14+4){1}667678
(5z3+6, z14+5){1}367678
(6z3+6, z14+6){1}167678
{(1,59), (7,21), (49,0)}[ 19/3, 1/2 ](z2+1, z21+1){1}26757736·77
(2z2+1, z21+2){1}667577
(3z2+1, z21+3){1}367577
(4z2+1, z21+4){1}667577
(5z2+1, z21+5){1}367577
(6z2+1, z21+6){1}167577
(z2+2, z21+1){1}267577
(2z2+2, z21+2){1}667577
(3z2+2, z21+3){1}367577
(4z2+2, z21+4){1}667577
(5z2+2, z21+5){1}367577
(6z2+2, z21+6){1}167577
(z2+3, z21+1){1}167577
(2z2+3, z21+2){1}367577
(3z2+3, z21+3){1}667577
(4z2+3, z21+4){1}367577
(5z2+3, z21+5){1}667577
(6z2+3, z21+6){1}267577
(z2+4, z21+1){1}267577
(2z2+4, z21+2){1}667577
(3z2+4, z21+3){1}367577
(4z2+4, z21+4){1}667577
(5z2+4, z21+5){1}367577
(6z2+4, z21+6){1}167577
(z2+5, z21+1){1}167577
(2z2+5, z21+2){1}367577
(3z2+5, z21+3){1}667577
(4z2+5, z21+4){1}367577
(5z2+5, z21+5){1}667577
(6z2+5, z21+6){1}267577
(z2+6, z21+1){1}167577
(2z2+6, z21+2){1}367577
(3z2+6, z21+3){1}667577
(4z2+6, z21+4){1}367577
(5z2+6, z21+5){1}667577
(6z2+6, z21+6){1}267577
{(1,59), (7,28), (49,0)}[ 31/6, 2/3 ](z+1, z14+1){1}26747636·76
(2z+1, z14+2){1}667476
(3z+1, z14+3){1}367476
(4z+1, z14+4){1}667476
(5z+1, z14+5){1}367476
(6z+1, z14+6){1}167476
(z+2, z14+1){1}667476
(2z+2, z14+2){1}667476
(3z+2, z14+3){1}167476
(4z+2, z14+4){1}267476
(5z+2, z14+5){1}367476
(6z+2, z14+6){1}367476
(z+3, z14+1){1}667476
(2z+3, z14+2){1}267476
(3z+3, z14+3){1}367476
(4z+3, z14+4){1}667476
(5z+3, z14+5){1}167476
(6z+3, z14+6){1}367476
(z+4, z14+1){1}667476
(2z+4, z14+2){1}267476
(3z+4, z14+3){1}367476
(4z+4, z14+4){1}667476
(5z+4, z14+5){1}167476
(6z+4, z14+6){1}367476
(z+5, z14+1){1}667476
(2z+5, z14+2){1}667476
(3z+5, z14+3){1}167476
(4z+5, z14+4){1}267476
(5z+5, z14+5){1}367476
(6z+5, z14+6){1}367476
(z+6, z14+1){1}267476
(2z+6, z14+2){1}667476
(3z+6, z14+3){1}367476
(4z+6, z14+4){1}667476
(5z+6, z14+5){1}367476
(6z+6, z14+6){1}167476
{(1,59), (7,35), (49,0)}[ 4, 5/6 ](z6+1, z7+1){1}26737536·75
(2z6+1, z7+2){1}667375
(3z6+1, z7+3){1}367375
(4z6+1, z7+4){1}667375
(5z6+1, z7+5){1}367375
(6z6+1, z7+6){7}167475
(z6+2, z7+1){1}667375
(2z6+2, z7+2){1}267375
(3z6+2, z7+3){1}367375
(4z6+2, z7+4){1}667375
(5z6+2, z7+5){7}167475
(6z6+2, z7+6){1}367375
(z6+3, z7+1){1}367375
(2z6+3, z7+2){1}367375
(3z6+3, z7+3){1}267375
(4z6+3, z7+4){7}167475
(5z6+3, z7+5){1}667375
(6z6+3, z7+6){1}667375
(z6+4, z7+1){1}667375
(2z6+4, z7+2){1}667375
(3z6+4, z7+3){7}167475
(4z6+4, z7+4){1}267375
(5z6+4, z7+5){1}367375
(6z6+4, z7+6){1}367375
(z6+5, z7+1){1}367375
(2z6+5, z7+2){7}167475
(3z6+5, z7+3){1}667375
(4z6+5, z7+4){1}367375
(5z6+5, z7+5){1}267375
(6z6+5, z7+6){1}667375
(z6+6, z7+1){7}167475
(2z6+6, z7+2){1}367375
(3z6+6, z7+3){1}667375
(4z6+6, z7+4){1}367375
(5z6+6, z7+5){1}667375
(6z6+6, z7+6){1}267375
{(1,59), (7,42), (49,0)}[ 17/6, 1 ](z+1, z42+1){1}26727436·74
(2z+1, z42+2){1}667274
(3z+1, z42+3){1}367274
(4z+1, z42+4){1}667274
(5z+1, z42+5){1}367274
(6z+1, z42+6){1,7}1673 [?]74
(z+2, z42+1){1}267274
(2z+2, z42+2){1}667274
(3z+2, z42+3){1}367274
(4z+2, z42+4){1}667274
(5z+2, z42+5){1}367274
(6z+2, z42+6){1,7}1673 [?]74
(z+3, z42+1){1}267274
(2z+3, z42+2){1}667274
(3z+3, z42+3){1}367274
(4z+3, z42+4){1}667274
(5z+3, z42+5){1}367274
(6z+3, z42+6){1,7}1673 [?]74
(z+4, z42+1){1}267274
(2z+4, z42+2){1}667274
(3z+4, z42+3){1}367274
(4z+4, z42+4){1}667274
(5z+4, z42+5){1}367274
(6z+4, z42+6){1,7}1673 [?]74
(z+5, z42+1){1}267274
(2z+5, z42+2){1}667274
(3z+5, z42+3){1}367274
(4z+5, z42+4){1}667274
(5z+5, z42+5){1}367274
(6z+5, z42+6){1,7}1673 [?]74
(z+6, z42+1){1}267274
(2z+6, z42+2){1}667274
(3z+6, z42+3){1}367274
(4z+6, z42+4){1}667274
(5z+6, z42+5){1}367274
(6z+6, z42+6){1,7}1673 [?]74
{(1,59), (7,49), (49,0)}[ 5/3, 7/6 ](6z2+1, z7+6){1}1672746·74
(6z2+2, z7+6){1}367274
(6z2+3, z7+6){1}667274
(6z2+4, z7+6){1}367274
(6z2+5, z7+6){1}667274
(6z2+6, z7+6){1}267274
60{(1,60), (7,14), (49,0)}[ 23/3, 1/3 ](z2+1, z14+1){1}23767836·786·79
(2z2+1, z14+2){1}237678
(3z2+1, z14+3){1}137678
(4z2+1, z14+4){1}237678
(5z2+1, z14+5){1}137678
(6z2+1, z14+6){1}137678
(z2+2, z14+1){1}637678
(2z2+2, z14+2){1}637678
(3z2+2, z14+3){1}337678
(4z2+2, z14+4){1}637678
(5z2+2, z14+5){1}337678
(6z2+2, z14+6){1}337678
(z2+3, z14+1){1}637678
(2z2+3, z14+2){1}637678
(3z2+3, z14+3){1}637678
(4z2+3, z14+4){1}637678
(5z2+3, z14+5){1}637678
(6z2+3, z14+6){1}637678
(z2+4, z14+1){1}637678
(2z2+4, z14+2){1}637678
(3z2+4, z14+3){1}337678
(4z2+4, z14+4){1}637678
(5z2+4, z14+5){1}337678
(6z2+4, z14+6){1}337678
(z2+5, z14+1){1}637678
(2z2+5, z14+2){1}637678
(3z2+5, z14+3){1}637678
(4z2+5, z14+4){1}637678
(5z2+5, z14+5){1}637678
(6z2+5, z14+6){1}637678
(z2+6, z14+1){1}237678
(2z2+6, z14+2){1}237678
(3z2+6, z14+3){1}237678
(4z2+6, z14+4){1}237678
(5z2+6, z14+5){1}237678
(6z2+6, z14+6){1}237678
{(1,60), (7,21), (49,0)}[ 13/2, 1/2 ](z3+1, z21+1){1}12757736·77
(2z3+1, z21+2){1}327577
(3z3+1, z21+3){1}327577
(4z3+1, z21+4){1}327577
(5z3+1, z21+5){1}327577
(6z3+1, z21+6){1}127577
(z3+2, z21+1){1}327577
(2z3+2, z21+2){1}327577
(3z3+2, z21+3){1}327577
(4z3+2, z21+4){1}327577
(5z3+2, z21+5){1}327577
(6z3+2, z21+6){1}327577
(z3+3, z21+1){1}627577
(2z3+3, z21+2){1}627577
(3z3+3, z21+3){1}627577
(4z3+3, z21+4){1}627577
(5z3+3, z21+5){1}627577
(6z3+3, z21+6){1}627577
(z3+4, z21+1){1}327577
(2z3+4, z21+2){1}327577
(3z3+4, z21+3){1}327577
(4z3+4, z21+4){1}327577
(5z3+4, z21+5){1}327577
(6z3+4, z21+6){1}327577
(z3+5, z21+1){1}627577
(2z3+5, z21+2){1}627577
(3z3+5, z21+3){1}627577
(4z3+5, z21+4){1}627577
(5z3+5, z21+5){1}627577
(6z3+5, z21+6){1}627577
(z3+6, z21+1){1}227577
(2z3+6, z21+2){1}627577
(3z3+6, z21+3){1}627577
(4z3+6, z21+4){1}627577
(5z3+6, z21+5){1}627577
(6z3+6, z21+6){1}227577
{(1,60), (7,28), (49,0)}[ 16/3, 2/3 ](z2+1, z14+1){1}23747636·76
(2z2+1, z14+2){1}237476
(3z2+1, z14+3){1}137476
(4z2+1, z14+4){1}237476
(5z2+1, z14+5){1}137476
(6z2+1, z14+6){1}137476
(z2+2, z14+1){1}637476
(2z2+2, z14+2){1}637476
(3z2+2, z14+3){1}337476
(4z2+2, z14+4){1}637476
(5z2+2, z14+5){1}337476
(6z2+2, z14+6){1}337476
(z2+3, z14+1){1}637476
(2z2+3, z14+2){1}637476
(3z2+3, z14+3){1}637476
(4z2+3, z14+4){1}637476
(5z2+3, z14+5){1}637476
(6z2+3, z14+6){1}637476
(z2+4, z14+1){1}637476
(2z2+4, z14+2){1}637476
(3z2+4, z14+3){1}337476
(4z2+4, z14+4){1}637476
(5z2+4, z14+5){1}337476
(6z2+4, z14+6){1}337476
(z2+5, z14+1){1}637476
(2z2+5, z14+2){1}637476
(3z2+5, z14+3){1}637476
(4z2+5, z14+4){1}637476
(5z2+5, z14+5){1}637476
(6z2+5, z14+6){1}637476
(z2+6, z14+1){1}237476
(2z2+6, z14+2){1}237476
(3z2+6, z14+3){1}237476
(4z2+6, z14+4){1}237476
(5z2+6, z14+5){1}237476
(6z2+6, z14+6){1}237476
{(1,60), (7,35), (49,0)}[ 25/6, 5/6 ](z+1, z7+1){1}16737536·75
(2z+1, z7+2){1}167375
(3z+1, z7+3){1}167375
(4z+1, z7+4){1}167375
(5z+1, z7+5){1}167375
(6z+1, z7+6){1}167375
(z+2, z7+1){1}367375
(2z+2, z7+2){1}367375
(3z+2, z7+3){1}367375
(4z+2, z7+4){1}367375
(5z+2, z7+5){1}367375
(6z+2, z7+6){1}367375
(z+3, z7+1){1}667375
(2z+3, z7+2){1}667375
(3z+3, z7+3){1}667375
(4z+3, z7+4){1}667375
(5z+3, z7+5){1}667375
(6z+3, z7+6){1}667375
(z+4, z7+1){1}367375
(2z+4, z7+2){1}367375
(3z+4, z7+3){1}367375
(4z+4, z7+4){1}367375
(5z+4, z7+5){1}367375
(6z+4, z7+6){1}367375
(z+5, z7+1){1}667375
(2z+5, z7+2){1}667375
(3z+5, z7+3){1}667375
(4z+5, z7+4){1}667375
(5z+5, z7+5){1}667375
(6z+5, z7+6){1}667375
(z+6, z7+1){1}267375
(2z+6, z7+2){1}267375
(3z+6, z7+3){1}267375
(4z+6, z7+4){1}267375
(5z+6, z7+5){1}267375
(6z+6, z7+6){1}267375
{(1,60), (7,42), (49,0)}[ 3, 1 ](z6+1, z42+1){1}21727436·74
(2z6+1, z42+2){1}617274
(3z6+1, z42+3){1}317274
(4z6+1, z42+4){1}617274
(5z6+1, z42+5){1}317274
(6z6+1, z42+6){7,49}1174 [?]74
(z6+2, z42+1){1}617274
(2z6+2, z42+2){1}617274
(3z6+2, z42+3){1}317274
(4z6+2, z42+4){1}617274
(5z6+2, z42+5){7}317374
(6z6+2, z42+6){1,7}3173 [?]74
(z6+3, z42+1){1}617274
(2z6+3, z42+2){1}617274
(3z6+3, z42+3){1}617274
(4z6+3, z42+4){7}617374
(5z6+3, z42+5){1}617274
(6z6+3, z42+6){1,7}6173 [?]74
(z6+4, z42+1){1}617274
(2z6+4, z42+2){1}617274
(3z6+4, z42+3){7}317374
(4z6+4, z42+4){1}617274
(5z6+4, z42+5){1}317274
(6z6+4, z42+6){1,7}3173 [?]74
(z6+5, z42+1){1}617274
(2z6+5, z42+2){7}617374
(3z6+5, z42+3){1}617274
(4z6+5, z42+4){1}617274
(5z6+5, z42+5){1}617274
(6z6+5, z42+6){1,7}6173 [?]74
(z6+6, z42+1){7}217374
(2z6+6, z42+2){1}617274
(3z6+6, z42+3){1}617274
(4z6+6, z42+4){1}617274
(5z6+6, z42+5){1}617274
(6z6+6, z42+6){1,7}2173 [?]74
{(1,60), (7,49), (49,0)}[ 11/6, 7/6 ](6z+1, z7+6){1}1672746·74
(6z+2, z7+6){1}367274
(6z+3, z7+6){1}667274
(6z+4, z7+6){1}367274
(6z+5, z7+6){1}667274
(6z+6, z7+6){1}267274
61{(1,61), (7,14), (49,0)}[ 47/6, 1/3 ](z+1, z14+1){1}26767836·786·79
(2z+1, z14+2){1}667678
(3z+1, z14+3){1}367678
(4z+1, z14+4){1}667678
(5z+1, z14+5){1}367678
(6z+1, z14+6){1}167678
(z+2, z14+1){1}667678
(2z+2, z14+2){1}667678
(3z+2, z14+3){1}167678
(4z+2, z14+4){1}267678
(5z+2, z14+5){1}367678
(6z+2, z14+6){1}367678
(z+3, z14+1){1}667678
(2z+3, z14+2){1}267678
(3z+3, z14+3){1}367678
(4z+3, z14+4){1}667678
(5z+3, z14+5){1}167678
(6z+3, z14+6){1}367678
(z+4, z14+1){1}667678
(2z+4, z14+2){1}267678
(3z+4, z14+3){1}367678
(4z+4, z14+4){1}667678
(5z+4, z14+5){1}167678
(6z+4, z14+6){1}367678
(z+5, z14+1){1}667678
(2z+5, z14+2){1}667678
(3z+5, z14+3){1}167678
(4z+5, z14+4){1}267678
(5z+5, z14+5){1}367678
(6z+5, z14+6){1}367678
(z+6, z14+1){1}267678
(2z+6, z14+2){1}667678
(3z+6, z14+3){1}367678
(4z+6, z14+4){1}667678
(5z+6, z14+5){1}367678
(6z+6, z14+6){1}167678
{(1,61), (7,21), (49,0)}[ 20/3, 1/2 ](z2+1, z21+1){1}26757736·77
(2z2+1, z21+2){1}667577
(3z2+1, z21+3){1}367577
(4z2+1, z21+4){1}667577
(5z2+1, z21+5){1}367577
(6z2+1, z21+6){1}167577
(z2+2, z21+1){1}267577
(2z2+2, z21+2){1}667577
(3z2+2, z21+3){1}367577
(4z2+2, z21+4){1}667577
(5z2+2, z21+5){1}367577
(6z2+2, z21+6){1}167577
(z2+3, z21+1){1}167577
(2z2+3, z21+2){1}367577
(3z2+3, z21+3){1}667577
(4z2+3, z21+4){1}367577
(5z2+3, z21+5){1}667577
(6z2+3, z21+6){1}267577
(z2+4, z21+1){1}267577
(2z2+4, z21+2){1}667577
(3z2+4, z21+3){1}367577
(4z2+4, z21+4){1}667577
(5z2+4, z21+5){1}367577
(6z2+4, z21+6){1}167577
(z2+5, z21+1){1}167577
(2z2+5, z21+2){1}367577
(3z2+5, z21+3){1}667577
(4z2+5, z21+4){1}367577
(5z2+5, z21+5){1}667577
(6z2+5, z21+6){1}267577
(z2+6, z21+1){1}167577
(2z2+6, z21+2){1}367577
(3z2+6, z21+3){1}667577
(4z2+6, z21+4){1}367577
(5z2+6, z21+5){1}667577
(6z2+6, z21+6){1}267577
{(1,61), (7,28), (49,0)}[ 11/2, 2/3 ](z3+1, z14+1){1}26747636·76
(2z3+1, z14+2){1}667476
(3z3+1, z14+3){1}367476
(4z3+1, z14+4){1}667476
(5z3+1, z14+5){1}367476
(6z3+1, z14+6){1}167476
(z3+2, z14+1){1}667476
(2z3+2, z14+2){1}267476
(3z3+2, z14+3){1}367476
(4z3+2, z14+4){1}667476
(5z3+2, z14+5){1}167476
(6z3+2, z14+6){1}367476
(z3+3, z14+1){1}667476
(2z3+3, z14+2){1}667476
(3z3+3, z14+3){1}167476
(4z3+3, z14+4){1}267476
(5z3+3, z14+5){1}367476
(6z3+3, z14+6){1}367476
(z3+4, z14+1){1}667476
(2z3+4, z14+2){1}667476
(3z3+4, z14+3){1}167476
(4z3+4, z14+4){1}267476
(5z3+4, z14+5){1}367476
(6z3+4, z14+6){1}367476
(z3+5, z14+1){1}667476
(2z3+5, z14+2){1}267476
(3z3+5, z14+3){1}367476
(4z3+5, z14+4){1}667476
(5z3+5, z14+5){1}167476
(6z3+5, z14+6){1}367476
(z3+6, z14+1){1}267476
(2z3+6, z14+2){1}667476
(3z3+6, z14+3){1}367476
(4z3+6, z14+4){1}667476
(5z3+6, z14+5){1}367476
(6z3+6, z14+6){1}167476
{(1,61), (7,35), (49,0)}[ 13/3, 5/6 ](z2+1, z7+1){1}26737536·75
(2z2+1, z7+2){1}667375
(3z2+1, z7+3){1}367375
(4z2+1, z7+4){1}667375
(5z2+1, z7+5){1}367375
(6z2+1, z7+6){1}167375
(z2+2, z7+1){1}667375
(2z2+2, z7+2){1}667375
(3z2+2, z7+3){1}167375
(4z2+2, z7+4){1}267375
(5z2+2, z7+5){1}367375
(6z2+2, z7+6){1}367375
(z2+3, z7+1){1}367375
(2z2+3, z7+2){1}167375
(3z2+3, z7+3){1}667375
(4z2+3, z7+4){1}367375
(5z2+3, z7+5){1}267375
(6z2+3, z7+6){1}667375
(z2+4, z7+1){1}667375
(2z2+4, z7+2){1}267375
(3z2+4, z7+3){1}367375
(4z2+4, z7+4){1}667375
(5z2+4, z7+5){1}167375
(6z2+4, z7+6){1}367375
(z2+5, z7+1){1}367375
(2z2+5, z7+2){1}367375
(3z2+5, z7+3){1}267375
(4z2+5, z7+4){1}167375
(5z2+5, z7+5){1}667375
(6z2+5, z7+6){1}667375
(z2+6, z7+1){1}167375
(2z2+6, z7+2){1}367375
(3z2+6, z7+3){1}667375
(4z2+6, z7+4){1}367375
(5z2+6, z7+5){1}667375
(6z2+6, z7+6){1}267375
{(1,61), (7,42), (49,0)}[ 19/6, 1 ](z+1, z42+1){1}26727436·74
(2z+1, z42+2){1}667274
(3z+1, z42+3){1}367274
(4z+1, z42+4){1}667274
(5z+1, z42+5){1}367274
(6z+1, z42+6){1,7}1673 [?]74
(z+2, z42+1){1}267274
(2z+2, z42+2){1}667274
(3z+2, z42+3){1}367274
(4z+2, z42+4){1}667274
(5z+2, z42+5){1}367274
(6z+2, z42+6){1,7}1673 [?]74
(z+3, z42+1){1}267274
(2z+3, z42+2){1}667274
(3z+3, z42+3){1}367274
(4z+3, z42+4){1}667274
(5z+3, z42+5){1}367274
(6z+3, z42+6){1,7}1673 [?]74
(z+4, z42+1){1}267274
(2z+4, z42+2){1}667274
(3z+4, z42+3){1}367274
(4z+4, z42+4){1}667274
(5z+4, z42+5){1}367274
(6z+4, z42+6){1,7}1673 [?]74
(z+5, z42+1){1}267274
(2z+5, z42+2){1}667274
(3z+5, z42+3){1}367274
(4z+5, z42+4){1}667274
(5z+5, z42+5){1}367274
(6z+5, z42+6){1,7}1673 [?]74
(z+6, z42+1){1}267274
(2z+6, z42+2){1}667274
(3z+6, z42+3){1}367274
(4z+6, z42+4){1}667274
(5z+6, z42+5){1}367274
(6z+6, z42+6){1,7}1673 [?]74
{(1,61), (7,49), (49,0)}[ 2, 7/6 ](6z6+1, z7+6){7}1673746·74
(6z6+2, z7+6){1}367274
(6z6+3, z7+6){1}667274
(6z6+4, z7+6){1}367274
(6z6+5, z7+6){1}667274
(6z6+6, z7+6){1}267274
62{(1,62), (7,14), (49,0)}[ 8, 1/3 ](z6+1, z14+1){1}23767836·786·79
(2z6+1, z14+2){1}637678
(3z6+1, z14+3){1}337678
(4z6+1, z14+4){1}637678
(5z6+1, z14+5){1}337678
(6z6+1, z14+6){7}137778
(z6+2, z14+1){1}637678
(2z6+2, z14+2){1}237678
(3z6+2, z14+3){1}337678
(4z6+2, z14+4){1}637678
(5z6+2, z14+5){7}137778
(6z6+2, z14+6){1}337678
(z6+3, z14+1){1}637678
(2z6+3, z14+2){1}637678
(3z6+3, z14+3){1}237678
(4z6+3, z14+4){7}237778
(5z6+3, z14+5){1}637678
(6z6+3, z14+6){1}637678
(z6+4, z14+1){1}637678
(2z6+4, z14+2){1}637678
(3z6+4, z14+3){7}137778
(4z6+4, z14+4){1}237678
(5z6+4, z14+5){1}337678
(6z6+4, z14+6){1}337678
(z6+5, z14+1){1}637678
(2z6+5, z14+2){7}237778
(3z6+5, z14+3){1}637678
(4z6+5, z14+4){1}637678
(5z6+5, z14+5){1}237678
(6z6+5, z14+6){1}637678
(z6+6, z14+1){7}237778
(2z6+6, z14+2){1}637678
(3z6+6, z14+3){1}637678
(4z6+6, z14+4){1}637678
(5z6+6, z14+5){1}637678
(6z6+6, z14+6){1}237678
{(1,62), (7,21), (49,0)}[ 41/6, 1/2 ](z+1, z21+1){1}16757736·77
(2z+1, z21+2){1}367577
(3z+1, z21+3){1}367577
(4z+1, z21+4){1}367577
(5z+1, z21+5){1}367577
(6z+1, z21+6){1}167577
(z+2, z21+1){1}167577
(2z+2, z21+2){1}367577
(3z+2, z21+3){1}367577
(4z+2, z21+4){1}367577
(5z+2, z21+5){1}367577
(6z+2, z21+6){1}167577
(z+3, z21+1){1}267577
(2z+3, z21+2){1}667577
(3z+3, z21+3){1}667577
(4z+3, z21+4){1}667577
(5z+3, z21+5){1}667577
(6z+3, z21+6){1}267577
(z+4, z21+1){1}167577
(2z+4, z21+2){1}367577
(3z+4, z21+3){1}367577
(4z+4, z21+4){1}367577
(5z+4, z21+5){1}367577
(6z+4, z21+6){1}167577
(z+5, z21+1){1}267577
(2z+5, z21+2){1}667577
(3z+5, z21+3){1}667577
(4z+5, z21+4){1}667577
(5z+5, z21+5){1}667577
(6z+5, z21+6){1}267577
(z+6, z21+1){1}267577
(2z+6, z21+2){1}667577
(3z+6, z21+3){1}667577
(4z+6, z21+4){1}667577
(5z+6, z21+5){1}667577
(6z+6, z21+6){1}267577
{(1,62), (7,28), (49,0)}[ 17/3, 2/3 ](z2+1, z14+1){1}23747636·76
(2z2+1, z14+2){1}637476
(3z2+1, z14+3){1}337476
(4z2+1, z14+4){1}637476
(5z2+1, z14+5){1}337476
(6z2+1, z14+6){1}137476
(z2+2, z14+1){1}637476
(2z2+2, z14+2){1}637476
(3z2+2, z14+3){1}137476
(4z2+2, z14+4){1}237476
(5z2+2, z14+5){1}337476
(6z2+2, z14+6){1}337476
(z2+3, z14+1){1}637476
(2z2+3, z14+2){1}237476
(3z2+3, z14+3){1}637476
(4z2+3, z14+4){1}637476
(5z2+3, z14+5){1}237476
(6z2+3, z14+6){1}637476
(z2+4, z14+1){1}637476
(2z2+4, z14+2){1}237476
(3z2+4, z14+3){1}337476
(4z2+4, z14+4){1}637476
(5z2+4, z14+5){1}137476
(6z2+4, z14+6){1}337476
(z2+5, z14+1){1}637476
(2z2+5, z14+2){1}637476
(3z2+5, z14+3){1}237476
(4z2+5, z14+4){1}237476
(5z2+5, z14+5){1}637476
(6z2+5, z14+6){1}637476
(z2+6, z14+1){1}237476
(2z2+6, z14+2){1}637476
(3z2+6, z14+3){1}637476
(4z2+6, z14+4){1}637476
(5z2+6, z14+5){1}637476
(6z2+6, z14+6){1}237476
{(1,62), (7,35), (49,0)}[ 9/2, 5/6 ](z3+1, z7+1){1}16737536·75
(2z3+1, z7+2){1}367375
(3z3+1, z7+3){1}367375
(4z3+1, z7+4){1}367375
(5z3+1, z7+5){1}367375
(6z3+1, z7+6){1}167375
(z3+2, z7+1){1}367375
(2z3+2, z7+2){1}167375
(3z3+2, z7+3){1}367375
(4z3+2, z7+4){1}367375
(5z3+2, z7+5){1}167375
(6z3+2, z7+6){1}367375
(z3+3, z7+1){1}667375
(2z3+3, z7+2){1}667375
(3z3+3, z7+3){1}267375
(4z3+3, z7+4){1}267375
(5z3+3, z7+5){1}667375
(6z3+3, z7+6){1}667375
(z3+4, z7+1){1}367375
(2z3+4, z7+2){1}367375
(3z3+4, z7+3){1}167375
(4z3+4, z7+4){1}167375
(5z3+4, z7+5){1}367375
(6z3+4, z7+6){1}367375
(z3+5, z7+1){1}667375
(2z3+5, z7+2){1}267375
(3z3+5, z7+3){1}667375
(4z3+5, z7+4){1}667375
(5z3+5, z7+5){1}267375
(6z3+5, z7+6){1}667375
(z3+6, z7+1){1}267375
(2z3+6, z7+2){1}667375
(3z3+6, z7+3){1}667375
(4z3+6, z7+4){1}667375
(5z3+6, z7+5){1}667375
(6z3+6, z7+6){1}267375
{(1,62), (7,42), (49,0)}[ 10/3, 1 ](z2+1, z42+1){1}23727436·74
(2z2+1, z42+2){1}637274
(3z2+1, z42+3){1}337274
(4z2+1, z42+4){1}637274
(5z2+1, z42+5){1}337274
(6z2+1, z42+6){1,7}1373 [?]74
(z2+2, z42+1){1}237274
(2z2+2, z42+2){1}637274
(3z2+2, z42+3){1}337274
(4z2+2, z42+4){1}637274
(5z2+2, z42+5){1}337274
(6z2+2, z42+6){1,7}1373 [?]74
(z2+3, z42+1){1}237274
(2z2+3, z42+2){1}637274
(3z2+3, z42+3){1}637274
(4z2+3, z42+4){1}637274
(5z2+3, z42+5){1}637274
(6z2+3, z42+6){1,7}2373 [?]74
(z2+4, z42+1){1}237274
(2z2+4, z42+2){1}637274
(3z2+4, z42+3){1}337274
(4z2+4, z42+4){1}637274
(5z2+4, z42+5){1}337274
(6z2+4, z42+6){1,7}1373 [?]74
(z2+5, z42+1){1}237274
(2z2+5, z42+2){1}637274
(3z2+5, z42+3){1}637274
(4z2+5, z42+4){1}637274
(5z2+5, z42+5){1}637274
(6z2+5, z42+6){1,7}2373 [?]74
(z2+6, z42+1){1}237274
(2z2+6, z42+2){1}637274
(3z2+6, z42+3){1}637274
(4z2+6, z42+4){1}637274
(5z2+6, z42+5){1}637274
(6z2+6, z42+6){1,7}2373 [?]74
{(1,62), (7,49), (49,0)}[ 13/6, 7/6 ](6z+1, z7+6){1}1672746·74
(6z+2, z7+6){1}367274
(6z+3, z7+6){1}667274
(6z+4, z7+6){1}367274
(6z+5, z7+6){1}667274
(6z+6, z7+6){1}267274
63{(1,63), (7,14), (49,0)}[ 49/6, 1/3 ](6z+1, z14+6){1}1677796·796·79
(5z+2, z14+5){1}367779
(4z+3, z14+4){1}667779
(3z+4, z14+3){1}367779
(2z+5, z14+2){1}667779
(z+6, z14+1){1}267779
64{(1,64), (7,21), (49,0)}[ 43/6, 1/2 ](z+1, z21+1){1}16767836·786·79
(2z+1, z21+2){1}367678
(3z+1, z21+3){1}367678
(4z+1, z21+4){1}367678
(5z+1, z21+5){1}367678
(6z+1, z21+6){1}167678
(z+2, z21+1){1}167678
(2z+2, z21+2){1}367678
(3z+2, z21+3){1}367678
(4z+2, z21+4){1}367678
(5z+2, z21+5){1}367678
(6z+2, z21+6){1}167678
(z+3, z21+1){1}267678
(2z+3, z21+2){1}667678
(3z+3, z21+3){1}667678
(4z+3, z21+4){1}667678
(5z+3, z21+5){1}667678
(6z+3, z21+6){1}267678
(z+4, z21+1){1}167678
(2z+4, z21+2){1}367678
(3z+4, z21+3){1}367678
(4z+4, z21+4){1}367678
(5z+4, z21+5){1}367678
(6z+4, z21+6){1}167678
(z+5, z21+1){1}267678
(2z+5, z21+2){1}667678
(3z+5, z21+3){1}667678
(4z+5, z21+4){1}667678
(5z+5, z21+5){1}667678
(6z+5, z21+6){1}267678
(z+6, z21+1){1}267678
(2z+6, z21+2){1}667678
(3z+6, z21+3){1}667678
(4z+6, z21+4){1}667678
(5z+6, z21+5){1}667678
(6z+6, z21+6){1}267678
{(1,64), (7,28), (49,0)}[ 6, 2/3 ](z6+1, z14+1){1}23757736·77
(2z6+1, z14+2){1}637577
(3z6+1, z14+3){1}337577
(4z6+1, z14+4){1}637577
(5z6+1, z14+5){1}337577
(6z6+1, z14+6){7}137677
(z6+2, z14+1){1}637577
(2z6+2, z14+2){1}237577
(3z6+2, z14+3){1}337577
(4z6+2, z14+4){1}637577
(5z6+2, z14+5){7}137677
(6z6+2, z14+6){1}337577
(z6+3, z14+1){1}637577
(2z6+3, z14+2){1}637577
(3z6+3, z14+3){1}237577
(4z6+3, z14+4){7}237677
(5z6+3, z14+5){1}637577
(6z6+3, z14+6){1}637577
(z6+4, z14+1){1}637577
(2z6+4, z14+2){1}637577
(3z6+4, z14+3){7}137677
(4z6+4, z14+4){1}237577
(5z6+4, z14+5){1}337577
(6z6+4, z14+6){1}337577
(z6+5, z14+1){1}637577
(2z6+5, z14+2){7}237677
(3z6+5, z14+3){1}637577
(4z6+5, z14+4){1}637577
(5z6+5, z14+5){1}237577
(6z6+5, z14+6){1}637577
(z6+6, z14+1){7}237677
(2z6+6, z14+2){1}637577
(3z6+6, z14+3){1}637577
(4z6+6, z14+4){1}637577
(5z6+6, z14+5){1}637577
(6z6+6, z14+6){1}237577
{(1,64), (7,35), (49,0)}[ 29/6, 5/6 ](z+1, z7+1){1}16747636·76
(2z+1, z7+2){1}367476
(3z+1, z7+3){1}367476
(4z+1, z7+4){1}367476
(5z+1, z7+5){1}367476
(6z+1, z7+6){1}167476
(z+2, z7+1){1}367476
(2z+2, z7+2){1}367476
(3z+2, z7+3){1}167476
(4z+2, z7+4){1}167476
(5z+2, z7+5){1}367476
(6z+2, z7+6){1}367476
(z+3, z7+1){1}667476
(2z+3, z7+2){1}267476
(3z+3, z7+3){1}667476
(4z+3, z7+4){1}667476
(5z+3, z7+5){1}267476
(6z+3, z7+6){1}667476
(z+4, z7+1){1}367476
(2z+4, z7+2){1}167476
(3z+4, z7+3){1}367476
(4z+4, z7+4){1}367476
(5z+4, z7+5){1}167476
(6z+4, z7+6){1}367476
(z+5, z7+1){1}667476
(2z+5, z7+2){1}667476
(3z+5, z7+3){1}267476
(4z+5, z7+4){1}267476
(5z+5, z7+5){1}667476
(6z+5, z7+6){1}667476
(z+6, z7+1){1}267476
(2z+6, z7+2){1}667476
(3z+6, z7+3){1}667476
(4z+6, z7+4){1}667476
(5z+6, z7+5){1}667476
(6z+6, z7+6){1}267476
{(1,64), (7,42), (49,0)}[ 11/3, 1 ](z2+1, z42+1){1}23737536·75
(2z2+1, z42+2){1}637375
(3z2+1, z42+3){1}337375
(4z2+1, z42+4){1}637375
(5z2+1, z42+5){1}337375
(6z2+1, z42+6){1,7}1374 [?]75
(z2+2, z42+1){1}237375
(2z2+2, z42+2){1}637375
(3z2+2, z42+3){1}337375
(4z2+2, z42+4){1}637375
(5z2+2, z42+5){1}337375
(6z2+2, z42+6){1,7}1374 [?]75
(z2+3, z42+1){1}237375
(2z2+3, z42+2){1}637375
(3z2+3, z42+3){1}637375
(4z2+3, z42+4){1}637375
(5z2+3, z42+5){1}637375
(6z2+3, z42+6){1,7}2374 [?]75
(z2+4, z42+1){1}237375
(2z2+4, z42+2){1}637375
(3z2+4, z42+3){1}337375
(4z2+4, z42+4){1}637375
(5z2+4, z42+5){1}337375
(6z2+4, z42+6){1,7}1374 [?]75
(z2+5, z42+1){1}237375
(2z2+5, z42+2){1}637375
(3z2+5, z42+3){1}637375
(4z2+5, z42+4){1}637375
(5z2+5, z42+5){1}637375
(6z2+5, z42+6){1,7}2374 [?]75
(z2+6, z42+1){1}237375
(2z2+6, z42+2){1}637375
(3z2+6, z42+3){1}637375
(4z2+6, z42+4){1}637375
(5z2+6, z42+5){1}637375
(6z2+6, z42+6){1,7}2374 [?]75
{(1,64), (7,49), (49,0)}[ 5/2, 7/6 ](6z3+1, z7+6){1}1673756·75
(6z3+2, z7+6){1}367375
(6z3+3, z7+6){1}667375
(6z3+4, z7+6){1}367375
(6z3+5, z7+6){1}667375
(6z3+6, z7+6){1}267375
65{(1,65), (7,21), (49,0)}[ 22/3, 1/2 ](z2+1, z21+1){1}26767836·786·79
(2z2+1, z21+2){1}667678
(3z2+1, z21+3){1}367678
(4z2+1, z21+4){1}667678
(5z2+1, z21+5){1}367678
(6z2+1, z21+6){1}167678
(z2+2, z21+1){1}267678
(2z2+2, z21+2){1}667678
(3z2+2, z21+3){1}367678
(4z2+2, z21+4){1}667678
(5z2+2, z21+5){1}367678
(6z2+2, z21+6){1}167678
(z2+3, z21+1){1}167678
(2z2+3, z21+2){1}367678
(3z2+3, z21+3){1}667678
(4z2+3, z21+4){1}367678
(5z2+3, z21+5){1}667678
(6z2+3, z21+6){1}267678
(z2+4, z21+1){1}267678
(2z2+4, z21+2){1}667678
(3z2+4, z21+3){1}367678
(4z2+4, z21+4){1}667678
(5z2+4, z21+5){1}367678
(6z2+4, z21+6){1}167678
(z2+5, z21+1){1}167678
(2z2+5, z21+2){1}367678
(3z2+5, z21+3){1}667678
(4z2+5, z21+4){1}367678
(5z2+5, z21+5){1}667678
(6z2+5, z21+6){1}267678
(z2+6, z21+1){1}167678
(2z2+6, z21+2){1}367678
(3z2+6, z21+3){1}667678
(4z2+6, z21+4){1}367678
(5z2+6, z21+5){1}667678
(6z2+6, z21+6){1}267678
{(1,65), (7,28), (49,0)}[ 37/6, 2/3 ](z+1, z14+1){1}26757736·77
(2z+1, z14+2){1}667577
(3z+1, z14+3){1}367577
(4z+1, z14+4){1}667577
(5z+1, z14+5){1}367577
(6z+1, z14+6){1}167577
(z+2, z14+1){1}667577
(2z+2, z14+2){1}667577
(3z+2, z14+3){1}167577
(4z+2, z14+4){1}267577
(5z+2, z14+5){1}367577
(6z+2, z14+6){1}367577
(z+3, z14+1){1}667577
(2z+3, z14+2){1}267577
(3z+3, z14+3){1}367577
(4z+3, z14+4){1}667577
(5z+3, z14+5){1}167577
(6z+3, z14+6){1}367577
(z+4, z14+1){1}667577
(2z+4, z14+2){1}267577
(3z+4, z14+3){1}367577
(4z+4, z14+4){1}667577
(5z+4, z14+5){1}167577
(6z+4, z14+6){1}367577
(z+5, z14+1){1}667577
(2z+5, z14+2){1}667577
(3z+5, z14+3){1}167577
(4z+5, z14+4){1}267577
(5z+5, z14+5){1}367577
(6z+5, z14+6){1}367577
(z+6, z14+1){1}267577
(2z+6, z14+2){1}667577
(3z+6, z14+3){1}367577
(4z+6, z14+4){1}667577
(5z+6, z14+5){1}367577
(6z+6, z14+6){1}167577
{(1,65), (7,35), (49,0)}[ 5, 5/6 ](z6+1, z7+1){1}26747636·76
(2z6+1, z7+2){1}667476
(3z6+1, z7+3){1}367476
(4z6+1, z7+4){1}667476
(5z6+1, z7+5){1}367476
(6z6+1, z7+6){7}167576
(z6+2, z7+1){1}667476
(2z6+2, z7+2){1}267476
(3z6+2, z7+3){1}367476
(4z6+2, z7+4){1}667476
(5z6+2, z7+5){7}167576
(6z6+2, z7+6){1}367476
(z6+3, z7+1){1}367476
(2z6+3, z7+2){1}367476
(3z6+3, z7+3){1}267476
(4z6+3, z7+4){7}167576
(5z6+3, z7+5){1}667476
(6z6+3, z7+6){1}667476
(z6+4, z7+1){1}667476
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(3z6+4, z7+3){7}167576
(4z6+4, z7+4){1}267476
(5z6+4, z7+5){1}367476
(6z6+4, z7+6){1}367476
(z6+5, z7+1){1}367476
(2z6+5, z7+2){7}167576
(3z6+5, z7+3){1}667476
(4z6+5, z7+4){1}367476
(5z6+5, z7+5){1}267476
(6z6+5, z7+6){1}667476
(z6+6, z7+1){7}167576
(2z6+6, z7+2){1}367476
(3z6+6, z7+3){1}667476
(4z6+6, z7+4){1}367476
(5z6+6, z7+5){1}667476
(6z6+6, z7+6){1}267476
{(1,65), (7,42), (49,0)}[ 23/6, 1 ](z+1, z42+1){1}26737536·75
(2z+1, z42+2){1}667375
(3z+1, z42+3){1}367375
(4z+1, z42+4){1}667375
(5z+1, z42+5){1}367375
(6z+1, z42+6){1,7}1674 [?]75
(z+2, z42+1){1}267375
(2z+2, z42+2){1}667375
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(4z+2, z42+4){1}667375
(5z+2, z42+5){1}367375
(6z+2, z42+6){1,7}1674 [?]75
(z+3, z42+1){1}267375
(2z+3, z42+2){1}667375
(3z+3, z42+3){1}367375
(4z+3, z42+4){1}667375
(5z+3, z42+5){1}367375
(6z+3, z42+6){1,7}1674 [?]75
(z+4, z42+1){1}267375
(2z+4, z42+2){1}667375
(3z+4, z42+3){1}367375
(4z+4, z42+4){1}667375
(5z+4, z42+5){1}367375
(6z+4, z42+6){1,7}1674 [?]75
(z+5, z42+1){1}267375
(2z+5, z42+2){1}667375
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(4z+5, z42+4){1}667375
(5z+5, z42+5){1}367375
(6z+5, z42+6){1,7}1674 [?]75
(z+6, z42+1){1}267375
(2z+6, z42+2){1}667375
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(4z+6, z42+4){1}667375
(5z+6, z42+5){1}367375
(6z+6, z42+6){1,7}1674 [?]75
{(1,65), (7,49), (49,0)}[ 8/3, 7/6 ](6z2+1, z7+6){1}1673756·75
(6z2+2, z7+6){1}367375
(6z2+3, z7+6){1}667375
(6z2+4, z7+6){1}367375
(6z2+5, z7+6){1}667375
(6z2+6, z7+6){1}267375
66{(1,66), (7,21), (49,0)}[ 15/2, 1/2 ](z3+1, z21+1){1}12767836·786·79
(2z3+1, z21+2){1}327678
(3z3+1, z21+3){1}327678
(4z3+1, z21+4){1}327678
(5z3+1, z21+5){1}327678
(6z3+1, z21+6){1}127678
(z3+2, z21+1){1}327678
(2z3+2, z21+2){1}327678
(3z3+2, z21+3){1}327678
(4z3+2, z21+4){1}327678
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(z3+3, z21+1){1}627678
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(3z3+3, z21+3){1}627678
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(z3+4, z21+1){1}327678
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(z3+5, z21+1){1}627678
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(z3+6, z21+1){1}227678
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(4z3+6, z21+4){1}627678
(5z3+6, z21+5){1}627678
(6z3+6, z21+6){1}227678
{(1,66), (7,28), (49,0)}[ 19/3, 2/3 ](z2+1, z14+1){1}23757736·77
(2z2+1, z14+2){1}237577
(3z2+1, z14+3){1}137577
(4z2+1, z14+4){1}237577
(5z2+1, z14+5){1}137577
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(z2+2, z14+1){1}637577
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(z2+3, z14+1){1}637577
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(z2+6, z14+1){1}237577
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(6z2+6, z14+6){1}237577
{(1,66), (7,35), (49,0)}[ 31/6, 5/6 ](z+1, z7+1){1}16747636·76
(2z+1, z7+2){1}167476
(3z+1, z7+3){1}167476
(4z+1, z7+4){1}167476
(5z+1, z7+5){1}167476
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(z+2, z7+1){1}367476
(2z+2, z7+2){1}367476
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(z+4, z7+1){1}367476
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(z+5, z7+1){1}667476
(2z+5, z7+2){1}667476
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(z+6, z7+1){1}267476
(2z+6, z7+2){1}267476
(3z+6, z7+3){1}267476
(4z+6, z7+4){1}267476
(5z+6, z7+5){1}267476
(6z+6, z7+6){1}267476
{(1,66), (7,42), (49,0)}[ 4, 1 ](z6+1, z42+1){1}21737536·75
(2z6+1, z42+2){1}617375
(3z6+1, z42+3){1}317375
(4z6+1, z42+4){1}617375
(5z6+1, z42+5){1}317375
(6z6+1, z42+6){7,49}1175 [?]75
(z6+2, z42+1){1}617375
(2z6+2, z42+2){1}617375
(3z6+2, z42+3){1}317375
(4z6+2, z42+4){1}617375
(5z6+2, z42+5){7}317475
(6z6+2, z42+6){1,7}3174 [?]75
(z6+3, z42+1){1}617375
(2z6+3, z42+2){1}617375
(3z6+3, z42+3){1}617375
(4z6+3, z42+4){7}617475
(5z6+3, z42+5){1}617375
(6z6+3, z42+6){1,7}6174 [?]75
(z6+4, z42+1){1}617375
(2z6+4, z42+2){1}617375
(3z6+4, z42+3){7}317475
(4z6+4, z42+4){1}617375
(5z6+4, z42+5){1}317375
(6z6+4, z42+6){1,7}3174 [?]75
(z6+5, z42+1){1}617375
(2z6+5, z42+2){7}617475
(3z6+5, z42+3){1}617375
(4z6+5, z42+4){1}617375
(5z6+5, z42+5){1}617375
(6z6+5, z42+6){1,7}6174 [?]75
(z6+6, z42+1){7}217475
(2z6+6, z42+2){1}617375
(3z6+6, z42+3){1}617375
(4z6+6, z42+4){1}617375
(5z6+6, z42+5){1}617375
(6z6+6, z42+6){1,7}2174 [?]75
{(1,66), (7,49), (49,0)}[ 17/6, 7/6 ](6z+1, z7+6){1}1673756·75
(6z+2, z7+6){1}367375
(6z+3, z7+6){1}667375
(6z+4, z7+6){1}367375
(6z+5, z7+6){1}667375
(6z+6, z7+6){1}267375
67{(1,67), (7,21), (49,0)}[ 23/3, 1/2 ](z2+1, z21+1){1}26767836·786·79
(2z2+1, z21+2){1}667678
(3z2+1, z21+3){1}367678
(4z2+1, z21+4){1}667678
(5z2+1, z21+5){1}367678
(6z2+1, z21+6){1}167678
(z2+2, z21+1){1}267678
(2z2+2, z21+2){1}667678
(3z2+2, z21+3){1}367678
(4z2+2, z21+4){1}667678
(5z2+2, z21+5){1}367678
(6z2+2, z21+6){1}167678
(z2+3, z21+1){1}167678
(2z2+3, z21+2){1}367678
(3z2+3, z21+3){1}667678
(4z2+3, z21+4){1}367678
(5z2+3, z21+5){1}667678
(6z2+3, z21+6){1}267678
(z2+4, z21+1){1}267678
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(3z2+4, z21+3){1}367678
(4z2+4, z21+4){1}667678
(5z2+4, z21+5){1}367678
(6z2+4, z21+6){1}167678
(z2+5, z21+1){1}167678
(2z2+5, z21+2){1}367678
(3z2+5, z21+3){1}667678
(4z2+5, z21+4){1}367678
(5z2+5, z21+5){1}667678
(6z2+5, z21+6){1}267678
(z2+6, z21+1){1}167678
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(4z2+6, z21+4){1}367678
(5z2+6, z21+5){1}667678
(6z2+6, z21+6){1}267678
{(1,67), (7,28), (49,0)}[ 13/2, 2/3 ](z3+1, z14+1){1}26757736·77
(2z3+1, z14+2){1}667577
(3z3+1, z14+3){1}367577
(4z3+1, z14+4){1}667577
(5z3+1, z14+5){1}367577
(6z3+1, z14+6){1}167577
(z3+2, z14+1){1}667577
(2z3+2, z14+2){1}267577
(3z3+2, z14+3){1}367577
(4z3+2, z14+4){1}667577
(5z3+2, z14+5){1}167577
(6z3+2, z14+6){1}367577
(z3+3, z14+1){1}667577
(2z3+3, z14+2){1}667577
(3z3+3, z14+3){1}167577
(4z3+3, z14+4){1}267577
(5z3+3, z14+5){1}367577
(6z3+3, z14+6){1}367577
(z3+4, z14+1){1}667577
(2z3+4, z14+2){1}667577
(3z3+4, z14+3){1}167577
(4z3+4, z14+4){1}267577
(5z3+4, z14+5){1}367577
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(z3+5, z14+1){1}667577
(2z3+5, z14+2){1}267577
(3z3+5, z14+3){1}367577
(4z3+5, z14+4){1}667577
(5z3+5, z14+5){1}167577
(6z3+5, z14+6){1}367577
(z3+6, z14+1){1}267577
(2z3+6, z14+2){1}667577
(3z3+6, z14+3){1}367577
(4z3+6, z14+4){1}667577
(5z3+6, z14+5){1}367577
(6z3+6, z14+6){1}167577
{(1,67), (7,35), (49,0)}[ 16/3, 5/6 ](z2+1, z7+1){1}26747636·76
(2z2+1, z7+2){1}667476
(3z2+1, z7+3){1}367476
(4z2+1, z7+4){1}667476
(5z2+1, z7+5){1}367476
(6z2+1, z7+6){1}167476
(z2+2, z7+1){1}667476
(2z2+2, z7+2){1}667476
(3z2+2, z7+3){1}167476
(4z2+2, z7+4){1}267476
(5z2+2, z7+5){1}367476
(6z2+2, z7+6){1}367476
(z2+3, z7+1){1}367476
(2z2+3, z7+2){1}167476
(3z2+3, z7+3){1}667476
(4z2+3, z7+4){1}367476
(5z2+3, z7+5){1}267476
(6z2+3, z7+6){1}667476
(z2+4, z7+1){1}667476
(2z2+4, z7+2){1}267476
(3z2+4, z7+3){1}367476
(4z2+4, z7+4){1}667476
(5z2+4, z7+5){1}167476
(6z2+4, z7+6){1}367476
(z2+5, z7+1){1}367476
(2z2+5, z7+2){1}367476
(3z2+5, z7+3){1}267476
(4z2+5, z7+4){1}167476
(5z2+5, z7+5){1}667476
(6z2+5, z7+6){1}667476
(z2+6, z7+1){1}167476
(2z2+6, z7+2){1}367476
(3z2+6, z7+3){1}667476
(4z2+6, z7+4){1}367476
(5z2+6, z7+5){1}667476
(6z2+6, z7+6){1}267476
{(1,67), (7,42), (49,0)}[ 25/6, 1 ](z+1, z42+1){1}26737536·75
(2z+1, z42+2){1}667375
(3z+1, z42+3){1}367375
(4z+1, z42+4){1}667375
(5z+1, z42+5){1}367375
(6z+1, z42+6){1,7}1674 [?]75
(z+2, z42+1){1}267375
(2z+2, z42+2){1}667375
(3z+2, z42+3){1}367375
(4z+2, z42+4){1}667375
(5z+2, z42+5){1}367375
(6z+2, z42+6){1,7}1674 [?]75
(z+3, z42+1){1}267375
(2z+3, z42+2){1}667375
(3z+3, z42+3){1}367375
(4z+3, z42+4){1}667375
(5z+3, z42+5){1}367375
(6z+3, z42+6){1,7}1674 [?]75
(z+4, z42+1){1}267375
(2z+4, z42+2){1}667375
(3z+4, z42+3){1}367375
(4z+4, z42+4){1}667375
(5z+4, z42+5){1}367375
(6z+4, z42+6){1,7}1674 [?]75
(z+5, z42+1){1}267375
(2z+5, z42+2){1}667375
(3z+5, z42+3){1}367375
(4z+5, z42+4){1}667375
(5z+5, z42+5){1}367375
(6z+5, z42+6){1,7}1674 [?]75
(z+6, z42+1){1}267375
(2z+6, z42+2){1}667375
(3z+6, z42+3){1}367375
(4z+6, z42+4){1}667375
(5z+6, z42+5){1}367375
(6z+6, z42+6){1,7}1674 [?]75
{(1,67), (7,49), (49,0)}[ 3, 7/6 ](6z6+1, z7+6){7}1674756·75
(6z6+2, z7+6){1}367375
(6z6+3, z7+6){1}667375
(6z6+4, z7+6){1}367375
(6z6+5, z7+6){1}667375
(6z6+6, z7+6){1}267375
68{(1,68), (7,21), (49,0)}[ 47/6, 1/2 ](z+1, z21+1){1}16767836·786·79
(2z+1, z21+2){1}367678
(3z+1, z21+3){1}367678
(4z+1, z21+4){1}367678
(5z+1, z21+5){1}367678
(6z+1, z21+6){1}167678
(z+2, z21+1){1}167678
(2z+2, z21+2){1}367678
(3z+2, z21+3){1}367678
(4z+2, z21+4){1}367678
(5z+2, z21+5){1}367678
(6z+2, z21+6){1}167678
(z+3, z21+1){1}267678
(2z+3, z21+2){1}667678
(3z+3, z21+3){1}667678
(4z+3, z21+4){1}667678
(5z+3, z21+5){1}667678
(6z+3, z21+6){1}267678
(z+4, z21+1){1}167678
(2z+4, z21+2){1}367678
(3z+4, z21+3){1}367678
(4z+4, z21+4){1}367678
(5z+4, z21+5){1}367678
(6z+4, z21+6){1}167678
(z+5, z21+1){1}267678
(2z+5, z21+2){1}667678
(3z+5, z21+3){1}667678
(4z+5, z21+4){1}667678
(5z+5, z21+5){1}667678
(6z+5, z21+6){1}267678
(z+6, z21+1){1}267678
(2z+6, z21+2){1}667678
(3z+6, z21+3){1}667678
(4z+6, z21+4){1}667678
(5z+6, z21+5){1}667678
(6z+6, z21+6){1}267678
{(1,68), (7,28), (49,0)}[ 20/3, 2/3 ](z2+1, z14+1){1}23757736·77
(2z2+1, z14+2){1}637577
(3z2+1, z14+3){1}337577
(4z2+1, z14+4){1}637577
(5z2+1, z14+5){1}337577
(6z2+1, z14+6){1}137577
(z2+2, z14+1){1}637577
(2z2+2, z14+2){1}637577
(3z2+2, z14+3){1}137577
(4z2+2, z14+4){1}237577
(5z2+2, z14+5){1}337577
(6z2+2, z14+6){1}337577
(z2+3, z14+1){1}637577
(2z2+3, z14+2){1}237577
(3z2+3, z14+3){1}637577
(4z2+3, z14+4){1}637577
(5z2+3, z14+5){1}237577
(6z2+3, z14+6){1}637577
(z2+4, z14+1){1}637577
(2z2+4, z14+2){1}237577
(3z2+4, z14+3){1}337577
(4z2+4, z14+4){1}637577
(5z2+4, z14+5){1}137577
(6z2+4, z14+6){1}337577
(z2+5, z14+1){1}637577
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(3z2+5, z14+3){1}237577
(4z2+5, z14+4){1}237577
(5z2+5, z14+5){1}637577
(6z2+5, z14+6){1}637577
(z2+6, z14+1){1}237577
(2z2+6, z14+2){1}637577
(3z2+6, z14+3){1}637577
(4z2+6, z14+4){1}637577
(5z2+6, z14+5){1}637577
(6z2+6, z14+6){1}237577
{(1,68), (7,35), (49,0)}[ 11/2, 5/6 ](z3+1, z7+1){1}16747636·76
(2z3+1, z7+2){1}367476
(3z3+1, z7+3){1}367476
(4z3+1, z7+4){1}367476
(5z3+1, z7+5){1}367476
(6z3+1, z7+6){1}167476
(z3+2, z7+1){1}367476
(2z3+2, z7+2){1}167476
(3z3+2, z7+3){1}367476
(4z3+2, z7+4){1}367476
(5z3+2, z7+5){1}167476
(6z3+2, z7+6){1}367476
(z3+3, z7+1){1}667476
(2z3+3, z7+2){1}667476
(3z3+3, z7+3){1}267476
(4z3+3, z7+4){1}267476
(5z3+3, z7+5){1}667476
(6z3+3, z7+6){1}667476
(z3+4, z7+1){1}367476
(2z3+4, z7+2){1}367476
(3z3+4, z7+3){1}167476
(4z3+4, z7+4){1}167476
(5z3+4, z7+5){1}367476
(6z3+4, z7+6){1}367476
(z3+5, z7+1){1}667476
(2z3+5, z7+2){1}267476
(3z3+5, z7+3){1}667476
(4z3+5, z7+4){1}667476
(5z3+5, z7+5){1}267476
(6z3+5, z7+6){1}667476
(z3+6, z7+1){1}267476
(2z3+6, z7+2){1}667476
(3z3+6, z7+3){1}667476
(4z3+6, z7+4){1}667476
(5z3+6, z7+5){1}667476
(6z3+6, z7+6){1}267476
{(1,68), (7,42), (49,0)}[ 13/3, 1 ](z2+1, z42+1){1}23737536·75
(2z2+1, z42+2){1}637375
(3z2+1, z42+3){1}337375
(4z2+1, z42+4){1}637375
(5z2+1, z42+5){1}337375
(6z2+1, z42+6){1,7}1374 [?]75
(z2+2, z42+1){1}237375
(2z2+2, z42+2){1}637375
(3z2+2, z42+3){1}337375
(4z2+2, z42+4){1}637375
(5z2+2, z42+5){1}337375
(6z2+2, z42+6){1,7}1374 [?]75
(z2+3, z42+1){1}237375
(2z2+3, z42+2){1}637375
(3z2+3, z42+3){1}637375
(4z2+3, z42+4){1}637375
(5z2+3, z42+5){1}637375
(6z2+3, z42+6){1,7}2374 [?]75
(z2+4, z42+1){1}237375
(2z2+4, z42+2){1}637375
(3z2+4, z42+3){1}337375
(4z2+4, z42+4){1}637375
(5z2+4, z42+5){1}337375
(6z2+4, z42+6){1,7}1374 [?]75
(z2+5, z42+1){1}237375
(2z2+5, z42+2){1}637375
(3z2+5, z42+3){1}637375
(4z2+5, z42+4){1}637375
(5z2+5, z42+5){1}637375
(6z2+5, z42+6){1,7}2374 [?]75
(z2+6, z42+1){1}237375
(2z2+6, z42+2){1}637375
(3z2+6, z42+3){1}637375
(4z2+6, z42+4){1}637375
(5z2+6, z42+5){1}637375
(6z2+6, z42+6){1,7}2374 [?]75
{(1,68), (7,49), (49,0)}[ 19/6, 7/6 ](6z+1, z7+6){1}1673756·75
(6z+2, z7+6){1}367375
(6z+3, z7+6){1}667375
(6z+4, z7+6){1}367375
(6z+5, z7+6){1}667375
(6z+6, z7+6){1}267375
69{(1,69), (7,21), (49,0)}[ 8, 1/2 ](z6+1, z21+1){1}22767836·786·79
(2z6+1, z21+2){1}627678
(3z6+1, z21+3){1}327678
(4z6+1, z21+4){1}627678
(5z6+1, z21+5){1}327678
(6z6+1, z21+6){7}127778
(z6+2, z21+1){1}627678
(2z6+2, z21+2){1}627678
(3z6+2, z21+3){1}327678
(4z6+2, z21+4){1}627678
(5z6+2, z21+5){7}327778
(6z6+2, z21+6){1}327678
(z6+3, z21+1){1}327678
(2z6+3, z21+2){1}327678
(3z6+3, z21+3){1}627678
(4z6+3, z21+4){7}327778
(5z6+3, z21+5){1}627678
(6z6+3, z21+6){1}627678
(z6+4, z21+1){1}627678
(2z6+4, z21+2){1}627678
(3z6+4, z21+3){7}327778
(4z6+4, z21+4){1}627678
(5z6+4, z21+5){1}327678
(6z6+4, z21+6){1}327678
(z6+5, z21+1){1}327678
(2z6+5, z21+2){7}327778
(3z6+5, z21+3){1}627678
(4z6+5, z21+4){1}327678
(5z6+5, z21+5){1}627678
(6z6+5, z21+6){1}627678
(z6+6, z21+1){7}127778
(2z6+6, z21+2){1}327678
(3z6+6, z21+3){1}627678
(4z6+6, z21+4){1}327678
(5z6+6, z21+5){1}627678
(6z6+6, z21+6){1}227678
{(1,69), (7,28), (49,0)}[ 41/6, 2/3 ](z+1, z14+1){1}26757736·77
(2z+1, z14+2){1}267577
(3z+1, z14+3){1}167577
(4z+1, z14+4){1}267577
(5z+1, z14+5){1}167577
(6z+1, z14+6){1}167577
(z+2, z14+1){1}667577
(2z+2, z14+2){1}667577
(3z+2, z14+3){1}367577
(4z+2, z14+4){1}667577
(5z+2, z14+5){1}367577
(6z+2, z14+6){1}367577
(z+3, z14+1){1}667577
(2z+3, z14+2){1}667577
(3z+3, z14+3){1}367577
(4z+3, z14+4){1}667577
(5z+3, z14+5){1}367577
(6z+3, z14+6){1}367577
(z+4, z14+1){1}667577
(2z+4, z14+2){1}667577
(3z+4, z14+3){1}367577
(4z+4, z14+4){1}667577
(5z+4, z14+5){1}367577
(6z+4, z14+6){1}367577
(z+5, z14+1){1}667577
(2z+5, z14+2){1}667577
(3z+5, z14+3){1}367577
(4z+5, z14+4){1}667577
(5z+5, z14+5){1}367577
(6z+5, z14+6){1}367577
(z+6, z14+1){1}267577
(2z+6, z14+2){1}267577
(3z+6, z14+3){1}167577
(4z+6, z14+4){1}267577
(5z+6, z14+5){1}167577
(6z+6, z14+6){1}167577
{(1,69), (7,35), (49,0)}[ 17/3, 5/6 ](z2+1, z7+1){1}26747636·76
(2z2+1, z7+2){1}267476
(3z2+1, z7+3){1}167476
(4z2+1, z7+4){1}267476
(5z2+1, z7+5){1}167476
(6z2+1, z7+6){1}167476
(z2+2, z7+1){1}667476
(2z2+2, z7+2){1}667476
(3z2+2, z7+3){1}367476
(4z2+2, z7+4){1}667476
(5z2+2, z7+5){1}367476
(6z2+2, z7+6){1}367476
(z2+3, z7+1){1}367476
(2z2+3, z7+2){1}367476
(3z2+3, z7+3){1}667476
(4z2+3, z7+4){1}367476
(5z2+3, z7+5){1}667476
(6z2+3, z7+6){1}667476
(z2+4, z7+1){1}667476
(2z2+4, z7+2){1}667476
(3z2+4, z7+3){1}367476
(4z2+4, z7+4){1}667476
(5z2+4, z7+5){1}367476
(6z2+4, z7+6){1}367476
(z2+5, z7+1){1}367476
(2z2+5, z7+2){1}367476
(3z2+5, z7+3){1}667476
(4z2+5, z7+4){1}367476
(5z2+5, z7+5){1}667476
(6z2+5, z7+6){1}667476
(z2+6, z7+1){1}167476
(2z2+6, z7+2){1}167476
(3z2+6, z7+3){1}267476
(4z2+6, z7+4){1}167476
(5z2+6, z7+5){1}267476
(6z2+6, z7+6){1}267476
{(1,69), (7,42), (49,0)}[ 9/2, 1 ](z3+1, z42+1){1}22737536·75
(2z3+1, z42+2){1}627375
(3z3+1, z42+3){1}327375
(4z3+1, z42+4){1}627375
(5z3+1, z42+5){1}327375
(6z3+1, z42+6){1,7}1274 [?]75
(z3+2, z42+1){1}627375
(2z3+2, z42+2){1}627375
(3z3+2, z42+3){1}327375
(4z3+2, z42+4){1}627375
(5z3+2, z42+5){1}327375
(6z3+2, z42+6){1,7}3274 [?]75
(z3+3, z42+1){1}627375
(2z3+3, z42+2){1}627375
(3z3+3, z42+3){1}327375
(4z3+3, z42+4){1}627375
(5z3+3, z42+5){1}327375
(6z3+3, z42+6){1,7}3274 [?]75
(z3+4, z42+1){1}627375
(2z3+4, z42+2){1}627375
(3z3+4, z42+3){1}327375
(4z3+4, z42+4){1}627375
(5z3+4, z42+5){1}327375
(6z3+4, z42+6){1,7}3274 [?]75
(z3+5, z42+1){1}627375
(2z3+5, z42+2){1}627375
(3z3+5, z42+3){1}327375
(4z3+5, z42+4){1}627375
(5z3+5, z42+5){1}327375
(6z3+5, z42+6){1,7}3274 [?]75
(z3+6, z42+1){1}227375
(2z3+6, z42+2){1}627375
(3z3+6, z42+3){1}327375
(4z3+6, z42+4){1}627375
(5z3+6, z42+5){1}327375
(6z3+6, z42+6){1,7}1274 [?]75
{(1,69), (7,49), (49,0)}[ 10/3, 7/6 ](6z2+1, z7+6){1}1673756·75
(6z2+2, z7+6){1}367375
(6z2+3, z7+6){1}667375
(6z2+4, z7+6){1}367375
(6z2+5, z7+6){1}667375
(6z2+6, z7+6){1}267375
70{(1,70), (7,21), (49,0)}[ 49/6, 1/2 ](6z+1, z21+6){1}1677796·796·79
(5z+2, z21+5){1}367779
(4z+3, z21+4){1}667779
(3z+4, z21+3){1}367779
(2z+5, z21+2){1}667779
(z+6, z21+1){1}267779
71{(1,71), (7,28), (49,0)}[ 43/6, 2/3 ](z+1, z14+1){1}26767836·786·79
(2z+1, z14+2){1}667678
(3z+1, z14+3){1}367678
(4z+1, z14+4){1}667678
(5z+1, z14+5){1}367678
(6z+1, z14+6){1}167678
(z+2, z14+1){1}667678
(2z+2, z14+2){1}667678
(3z+2, z14+3){1}167678
(4z+2, z14+4){1}267678
(5z+2, z14+5){1}367678
(6z+2, z14+6){1}367678
(z+3, z14+1){1}667678
(2z+3, z14+2){1}267678
(3z+3, z14+3){1}367678
(4z+3, z14+4){1}667678
(5z+3, z14+5){1}167678
(6z+3, z14+6){1}367678
(z+4, z14+1){1}667678
(2z+4, z14+2){1}267678
(3z+4, z14+3){1}367678
(4z+4, z14+4){1}667678
(5z+4, z14+5){1}167678
(6z+4, z14+6){1}367678
(z+5, z14+1){1}667678
(2z+5, z14+2){1}667678
(3z+5, z14+3){1}167678
(4z+5, z14+4){1}267678
(5z+5, z14+5){1}367678
(6z+5, z14+6){1}367678
(z+6, z14+1){1}267678
(2z+6, z14+2){1}667678
(3z+6, z14+3){1}367678
(4z+6, z14+4){1}667678
(5z+6, z14+5){1}367678
(6z+6, z14+6){1}167678
{(1,71), (7,35), (49,0)}[ 6, 5/6 ](z6+1, z7+1){1}26757736·77
(2z6+1, z7+2){1}667577
(3z6+1, z7+3){1}367577
(4z6+1, z7+4){1}667577
(5z6+1, z7+5){1}367577
(6z6+1, z7+6){7}167677
(z6+2, z7+1){1}667577
(2z6+2, z7+2){1}267577
(3z6+2, z7+3){1}367577
(4z6+2, z7+4){1}667577
(5z6+2, z7+5){7}167677
(6z6+2, z7+6){1}367577
(z6+3, z7+1){1}367577
(2z6+3, z7+2){1}367577
(3z6+3, z7+3){1}267577
(4z6+3, z7+4){7}167677
(5z6+3, z7+5){1}667577
(6z6+3, z7+6){1}667577
(z6+4, z7+1){1}667577
(2z6+4, z7+2){1}667577
(3z6+4, z7+3){7}167677
(4z6+4, z7+4){1}267577
(5z6+4, z7+5){1}367577
(6z6+4, z7+6){1}367577
(z6+5, z7+1){1}367577
(2z6+5, z7+2){7}167677
(3z6+5, z7+3){1}667577
(4z6+5, z7+4){1}367577
(5z6+5, z7+5){1}267577
(6z6+5, z7+6){1}667577
(z6+6, z7+1){7}167677
(2z6+6, z7+2){1}367577
(3z6+6, z7+3){1}667577
(4z6+6, z7+4){1}367577
(5z6+6, z7+5){1}667577
(6z6+6, z7+6){1}267577
{(1,71), (7,42), (49,0)}[ 29/6, 1 ](z+1, z42+1){1}26747636·76
(2z+1, z42+2){1}667476
(3z+1, z42+3){1}367476
(4z+1, z42+4){1}667476
(5z+1, z42+5){1}367476
(6z+1, z42+6){1,7}1675 [?]76
(z+2, z42+1){1}267476
(2z+2, z42+2){1}667476
(3z+2, z42+3){1}367476
(4z+2, z42+4){1}667476
(5z+2, z42+5){1}367476
(6z+2, z42+6){1,7}1675 [?]76
(z+3, z42+1){1}267476
(2z+3, z42+2){1}667476
(3z+3, z42+3){1}367476
(4z+3, z42+4){1}667476
(5z+3, z42+5){1}367476
(6z+3, z42+6){1,7}1675 [?]76
(z+4, z42+1){1}267476
(2z+4, z42+2){1}667476
(3z+4, z42+3){1}367476
(4z+4, z42+4){1}667476
(5z+4, z42+5){1}367476
(6z+4, z42+6){1,7}1675 [?]76
(z+5, z42+1){1}267476
(2z+5, z42+2){1}667476
(3z+5, z42+3){1}367476
(4z+5, z42+4){1}667476
(5z+5, z42+5){1}367476
(6z+5, z42+6){1,7}1675 [?]76
(z+6, z42+1){1}267476
(2z+6, z42+2){1}667476
(3z+6, z42+3){1}367476
(4z+6, z42+4){1}667476
(5z+6, z42+5){1}367476
(6z+6, z42+6){1,7}1675 [?]76
{(1,71), (7,49), (49,0)}[ 11/3, 7/6 ](6z2+1, z7+6){1}1674766·76
(6z2+2, z7+6){1}367476
(6z2+3, z7+6){1}667476
(6z2+4, z7+6){1}367476
(6z2+5, z7+6){1}667476
(6z2+6, z7+6){1}267476
72{(1,72), (7,28), (49,0)}[ 22/3, 2/3 ](z2+1, z14+1){1}23767836·786·79
(2z2+1, z14+2){1}237678
(3z2+1, z14+3){1}137678
(4z2+1, z14+4){1}237678
(5z2+1, z14+5){1}137678
(6z2+1, z14+6){1}137678
(z2+2, z14+1){1}637678
(2z2+2, z14+2){1}637678
(3z2+2, z14+3){1}337678
(4z2+2, z14+4){1}637678
(5z2+2, z14+5){1}337678
(6z2+2, z14+6){1}337678
(z2+3, z14+1){1}637678
(2z2+3, z14+2){1}637678
(3z2+3, z14+3){1}637678
(4z2+3, z14+4){1}637678
(5z2+3, z14+5){1}637678
(6z2+3, z14+6){1}637678
(z2+4, z14+1){1}637678
(2z2+4, z14+2){1}637678
(3z2+4, z14+3){1}337678
(4z2+4, z14+4){1}637678
(5z2+4, z14+5){1}337678
(6z2+4, z14+6){1}337678
(z2+5, z14+1){1}637678
(2z2+5, z14+2){1}637678
(3z2+5, z14+3){1}637678
(4z2+5, z14+4){1}637678
(5z2+5, z14+5){1}637678
(6z2+5, z14+6){1}637678
(z2+6, z14+1){1}237678
(2z2+6, z14+2){1}237678
(3z2+6, z14+3){1}237678
(4z2+6, z14+4){1}237678
(5z2+6, z14+5){1}237678
(6z2+6, z14+6){1}237678
{(1,72), (7,35), (49,0)}[ 37/6, 5/6 ](z+1, z7+1){1}16757736·77
(2z+1, z7+2){1}167577
(3z+1, z7+3){1}167577
(4z+1, z7+4){1}167577
(5z+1, z7+5){1}167577
(6z+1, z7+6){1}167577
(z+2, z7+1){1}367577
(2z+2, z7+2){1}367577
(3z+2, z7+3){1}367577
(4z+2, z7+4){1}367577
(5z+2, z7+5){1}367577
(6z+2, z7+6){1}367577
(z+3, z7+1){1}667577
(2z+3, z7+2){1}667577
(3z+3, z7+3){1}667577
(4z+3, z7+4){1}667577
(5z+3, z7+5){1}667577
(6z+3, z7+6){1}667577
(z+4, z7+1){1}367577
(2z+4, z7+2){1}367577
(3z+4, z7+3){1}367577
(4z+4, z7+4){1}367577
(5z+4, z7+5){1}367577
(6z+4, z7+6){1}367577
(z+5, z7+1){1}667577
(2z+5, z7+2){1}667577
(3z+5, z7+3){1}667577
(4z+5, z7+4){1}667577
(5z+5, z7+5){1}667577
(6z+5, z7+6){1}667577
(z+6, z7+1){1}267577
(2z+6, z7+2){1}267577
(3z+6, z7+3){1}267577
(4z+6, z7+4){1}267577
(5z+6, z7+5){1}267577
(6z+6, z7+6){1}267577
{(1,72), (7,42), (49,0)}[ 5, 1 ](z6+1, z42+1){1}21747636·76
(2z6+1, z42+2){1}617476
(3z6+1, z42+3){1}317476
(4z6+1, z42+4){1}617476
(5z6+1, z42+5){1}317476
(6z6+1, z42+6){7,49}1176 [?]76
(z6+2, z42+1){1}617476
(2z6+2, z42+2){1}617476
(3z6+2, z42+3){1}317476
(4z6+2, z42+4){1}617476
(5z6+2, z42+5){7}317576
(6z6+2, z42+6){1,7}3175 [?]76
(z6+3, z42+1){1}617476
(2z6+3, z42+2){1}617476
(3z6+3, z42+3){1}617476
(4z6+3, z42+4){7}617576
(5z6+3, z42+5){1}617476
(6z6+3, z42+6){1,7}6175 [?]76
(z6+4, z42+1){1}617476
(2z6+4, z42+2){1}617476
(3z6+4, z42+3){7}317576
(4z6+4, z42+4){1}617476
(5z6+4, z42+5){1}317476
(6z6+4, z42+6){1,7}3175 [?]76
(z6+5, z42+1){1}617476
(2z6+5, z42+2){7}617576
(3z6+5, z42+3){1}617476
(4z6+5, z42+4){1}617476
(5z6+5, z42+5){1}617476
(6z6+5, z42+6){1,7}6175 [?]76
(z6+6, z42+1){7}217576
(2z6+6, z42+2){1}617476
(3z6+6, z42+3){1}617476
(4z6+6, z42+4){1}617476
(5z6+6, z42+5){1}617476
(6z6+6, z42+6){1,7}2175 [?]76
{(1,72), (7,49), (49,0)}[ 23/6, 7/6 ](6z+1, z7+6){1}1674766·76
(6z+2, z7+6){1}367476
(6z+3, z7+6){1}667476
(6z+4, z7+6){1}367476
(6z+5, z7+6){1}667476
(6z+6, z7+6){1}267476
73{(1,73), (7,28), (49,0)}[ 15/2, 2/3 ](z3+1, z14+1){1}26767836·786·79
(2z3+1, z14+2){1}667678
(3z3+1, z14+3){1}367678
(4z3+1, z14+4){1}667678
(5z3+1, z14+5){1}367678
(6z3+1, z14+6){1}167678
(z3+2, z14+1){1}667678
(2z3+2, z14+2){1}267678
(3z3+2, z14+3){1}367678
(4z3+2, z14+4){1}667678
(5z3+2, z14+5){1}167678
(6z3+2, z14+6){1}367678
(z3+3, z14+1){1}667678
(2z3+3, z14+2){1}667678
(3z3+3, z14+3){1}167678
(4z3+3, z14+4){1}267678
(5z3+3, z14+5){1}367678
(6z3+3, z14+6){1}367678
(z3+4, z14+1){1}667678
(2z3+4, z14+2){1}667678
(3z3+4, z14+3){1}167678
(4z3+4, z14+4){1}267678
(5z3+4, z14+5){1}367678
(6z3+4, z14+6){1}367678
(z3+5, z14+1){1}667678
(2z3+5, z14+2){1}267678
(3z3+5, z14+3){1}367678
(4z3+5, z14+4){1}667678
(5z3+5, z14+5){1}167678
(6z3+5, z14+6){1}367678
(z3+6, z14+1){1}267678
(2z3+6, z14+2){1}667678
(3z3+6, z14+3){1}367678
(4z3+6, z14+4){1}667678
(5z3+6, z14+5){1}367678
(6z3+6, z14+6){1}167678
{(1,73), (7,35), (49,0)}[ 19/3, 5/6 ](z2+1, z7+1){1}26757736·77
(2z2+1, z7+2){1}667577
(3z2+1, z7+3){1}367577
(4z2+1, z7+4){1}667577
(5z2+1, z7+5){1}367577
(6z2+1, z7+6){1}167577
(z2+2, z7+1){1}667577
(2z2+2, z7+2){1}667577
(3z2+2, z7+3){1}167577
(4z2+2, z7+4){1}267577
(5z2+2, z7+5){1}367577
(6z2+2, z7+6){1}367577
(z2+3, z7+1){1}367577
(2z2+3, z7+2){1}167577
(3z2+3, z7+3){1}667577
(4z2+3, z7+4){1}367577
(5z2+3, z7+5){1}267577
(6z2+3, z7+6){1}667577
(z2+4, z7+1){1}667577
(2z2+4, z7+2){1}267577
(3z2+4, z7+3){1}367577
(4z2+4, z7+4){1}667577
(5z2+4, z7+5){1}167577
(6z2+4, z7+6){1}367577
(z2+5, z7+1){1}367577
(2z2+5, z7+2){1}367577
(3z2+5, z7+3){1}267577
(4z2+5, z7+4){1}167577
(5z2+5, z7+5){1}667577
(6z2+5, z7+6){1}667577
(z2+6, z7+1){1}167577
(2z2+6, z7+2){1}367577
(3z2+6, z7+3){1}667577
(4z2+6, z7+4){1}367577
(5z2+6, z7+5){1}667577
(6z2+6, z7+6){1}267577
{(1,73), (7,42), (49,0)}[ 31/6, 1 ](z+1, z42+1){1}26747636·76
(2z+1, z42+2){1}667476
(3z+1, z42+3){1}367476
(4z+1, z42+4){1}667476
(5z+1, z42+5){1}367476
(6z+1, z42+6){1,7}1675 [?]76
(z+2, z42+1){1}267476
(2z+2, z42+2){1}667476
(3z+2, z42+3){1}367476
(4z+2, z42+4){1}667476
(5z+2, z42+5){1}367476
(6z+2, z42+6){1,7}1675 [?]76
(z+3, z42+1){1}267476
(2z+3, z42+2){1}667476
(3z+3, z42+3){1}367476
(4z+3, z42+4){1}667476
(5z+3, z42+5){1}367476
(6z+3, z42+6){1,7}1675 [?]76
(z+4, z42+1){1}267476
(2z+4, z42+2){1}667476
(3z+4, z42+3){1}367476
(4z+4, z42+4){1}667476
(5z+4, z42+5){1}367476
(6z+4, z42+6){1,7}1675 [?]76
(z+5, z42+1){1}267476
(2z+5, z42+2){1}667476
(3z+5, z42+3){1}367476
(4z+5, z42+4){1}667476
(5z+5, z42+5){1}367476
(6z+5, z42+6){1,7}1675 [?]76
(z+6, z42+1){1}267476
(2z+6, z42+2){1}667476
(3z+6, z42+3){1}367476
(4z+6, z42+4){1}667476
(5z+6, z42+5){1}367476
(6z+6, z42+6){1,7}1675 [?]76
{(1,73), (7,49), (49,0)}[ 4, 7/6 ](6z6+1, z7+6){7}1675766·76
(6z6+2, z7+6){1}367476
(6z6+3, z7+6){1}667476
(6z6+4, z7+6){1}367476
(6z6+5, z7+6){1}667476
(6z6+6, z7+6){1}267476
74{(1,74), (7,28), (49,0)}[ 23/3, 2/3 ](z2+1, z14+1){1}23767836·786·79
(2z2+1, z14+2){1}637678
(3z2+1, z14+3){1}337678
(4z2+1, z14+4){1}637678
(5z2+1, z14+5){1}337678
(6z2+1, z14+6){1}137678
(z2+2, z14+1){1}637678
(2z2+2, z14+2){1}637678
(3z2+2, z14+3){1}137678
(4z2+2, z14+4){1}237678
(5z2+2, z14+5){1}337678
(6z2+2, z14+6){1}337678
(z2+3, z14+1){1}637678
(2z2+3, z14+2){1}237678
(3z2+3, z14+3){1}637678
(4z2+3, z14+4){1}637678
(5z2+3, z14+5){1}237678
(6z2+3, z14+6){1}637678
(z2+4, z14+1){1}637678
(2z2+4, z14+2){1}237678
(3z2+4, z14+3){1}337678
(4z2+4, z14+4){1}637678
(5z2+4, z14+5){1}137678
(6z2+4, z14+6){1}337678
(z2+5, z14+1){1}637678
(2z2+5, z14+2){1}637678
(3z2+5, z14+3){1}237678
(4z2+5, z14+4){1}237678
(5z2+5, z14+5){1}637678
(6z2+5, z14+6){1}637678
(z2+6, z14+1){1}237678
(2z2+6, z14+2){1}637678
(3z2+6, z14+3){1}637678
(4z2+6, z14+4){1}637678
(5z2+6, z14+5){1}637678
(6z2+6, z14+6){1}237678
{(1,74), (7,35), (49,0)}[ 13/2, 5/6 ](z3+1, z7+1){1}16757736·77
(2z3+1, z7+2){1}367577
(3z3+1, z7+3){1}367577
(4z3+1, z7+4){1}367577
(5z3+1, z7+5){1}367577
(6z3+1, z7+6){1}167577
(z3+2, z7+1){1}367577
(2z3+2, z7+2){1}167577
(3z3+2, z7+3){1}367577
(4z3+2, z7+4){1}367577
(5z3+2, z7+5){1}167577
(6z3+2, z7+6){1}367577
(z3+3, z7+1){1}667577
(2z3+3, z7+2){1}667577
(3z3+3, z7+3){1}267577
(4z3+3, z7+4){1}267577
(5z3+3, z7+5){1}667577
(6z3+3, z7+6){1}667577
(z3+4, z7+1){1}367577
(2z3+4, z7+2){1}367577
(3z3+4, z7+3){1}167577
(4z3+4, z7+4){1}167577
(5z3+4, z7+5){1}367577
(6z3+4, z7+6){1}367577
(z3+5, z7+1){1}667577
(2z3+5, z7+2){1}267577
(3z3+5, z7+3){1}667577
(4z3+5, z7+4){1}667577
(5z3+5, z7+5){1}267577
(6z3+5, z7+6){1}667577
(z3+6, z7+1){1}267577
(2z3+6, z7+2){1}667577
(3z3+6, z7+3){1}667577
(4z3+6, z7+4){1}667577
(5z3+6, z7+5){1}667577
(6z3+6, z7+6){1}267577
{(1,74), (7,42), (49,0)}[ 16/3, 1 ](z2+1, z42+1){1}23747636·76
(2z2+1, z42+2){1}637476
(3z2+1, z42+3){1}337476
(4z2+1, z42+4){1}637476
(5z2+1, z42+5){1}337476
(6z2+1, z42+6){1,7}1375 [?]76
(z2+2, z42+1){1}237476
(2z2+2, z42+2){1}637476
(3z2+2, z42+3){1}337476
(4z2+2, z42+4){1}637476
(5z2+2, z42+5){1}337476
(6z2+2, z42+6){1,7}1375 [?]76
(z2+3, z42+1){1}237476
(2z2+3, z42+2){1}637476
(3z2+3, z42+3){1}637476
(4z2+3, z42+4){1}637476
(5z2+3, z42+5){1}637476
(6z2+3, z42+6){1,7}2375 [?]76
(z2+4, z42+1){1}237476
(2z2+4, z42+2){1}637476
(3z2+4, z42+3){1}337476
(4z2+4, z42+4){1}637476
(5z2+4, z42+5){1}337476
(6z2+4, z42+6){1,7}1375 [?]76
(z2+5, z42+1){1}237476
(2z2+5, z42+2){1}637476
(3z2+5, z42+3){1}637476
(4z2+5, z42+4){1}637476
(5z2+5, z42+5){1}637476
(6z2+5, z42+6){1,7}2375 [?]76
(z2+6, z42+1){1}237476
(2z2+6, z42+2){1}637476
(3z2+6, z42+3){1}637476
(4z2+6, z42+4){1}637476
(5z2+6, z42+5){1}637476
(6z2+6, z42+6){1,7}2375 [?]76
{(1,74), (7,49), (49,0)}[ 25/6, 7/6 ](6z+1, z7+6){1}1674766·76
(6z+2, z7+6){1}367476
(6z+3, z7+6){1}667476
(6z+4, z7+6){1}367476
(6z+5, z7+6){1}667476
(6z+6, z7+6){1}267476
75{(1,75), (7,28), (49,0)}[ 47/6, 2/3 ](z+1, z14+1){1}26767836·786·79
(2z+1, z14+2){1}267678
(3z+1, z14+3){1}167678
(4z+1, z14+4){1}267678
(5z+1, z14+5){1}167678
(6z+1, z14+6){1}167678
(z+2, z14+1){1}667678
(2z+2, z14+2){1}667678
(3z+2, z14+3){1}367678
(4z+2, z14+4){1}667678
(5z+2, z14+5){1}367678
(6z+2, z14+6){1}367678
(z+3, z14+1){1}667678
(2z+3, z14+2){1}667678
(3z+3, z14+3){1}367678
(4z+3, z14+4){1}667678
(5z+3, z14+5){1}367678
(6z+3, z14+6){1}367678
(z+4, z14+1){1}667678
(2z+4, z14+2){1}667678
(3z+4, z14+3){1}367678
(4z+4, z14+4){1}667678
(5z+4, z14+5){1}367678
(6z+4, z14+6){1}367678
(z+5, z14+1){1}667678
(2z+5, z14+2){1}667678
(3z+5, z14+3){1}367678
(4z+5, z14+4){1}667678
(5z+5, z14+5){1}367678
(6z+5, z14+6){1}367678
(z+6, z14+1){1}267678
(2z+6, z14+2){1}267678
(3z+6, z14+3){1}167678
(4z+6, z14+4){1}267678
(5z+6, z14+5){1}167678
(6z+6, z14+6){1}167678
{(1,75), (7,35), (49,0)}[ 20/3, 5/6 ](z2+1, z7+1){1}26757736·77
(2z2+1, z7+2){1}267577
(3z2+1, z7+3){1}167577
(4z2+1, z7+4){1}267577
(5z2+1, z7+5){1}167577
(6z2+1, z7+6){1}167577
(z2+2, z7+1){1}667577
(2z2+2, z7+2){1}667577
(3z2+2, z7+3){1}367577
(4z2+2, z7+4){1}667577
(5z2+2, z7+5){1}367577
(6z2+2, z7+6){1}367577
(z2+3, z7+1){1}367577
(2z2+3, z7+2){1}367577
(3z2+3, z7+3){1}667577
(4z2+3, z7+4){1}367577
(5z2+3, z7+5){1}667577
(6z2+3, z7+6){1}667577
(z2+4, z7+1){1}667577
(2z2+4, z7+2){1}667577
(3z2+4, z7+3){1}367577
(4z2+4, z7+4){1}667577
(5z2+4, z7+5){1}367577
(6z2+4, z7+6){1}367577
(z2+5, z7+1){1}367577
(2z2+5, z7+2){1}367577
(3z2+5, z7+3){1}667577
(4z2+5, z7+4){1}367577
(5z2+5, z7+5){1}667577
(6z2+5, z7+6){1}667577
(z2+6, z7+1){1}167577
(2z2+6, z7+2){1}167577
(3z2+6, z7+3){1}267577
(4z2+6, z7+4){1}167577
(5z2+6, z7+5){1}267577
(6z2+6, z7+6){1}267577
{(1,75), (7,42), (49,0)}[ 11/2, 1 ](z3+1, z42+1){1}22747636·76
(2z3+1, z42+2){1}627476
(3z3+1, z42+3){1}327476
(4z3+1, z42+4){1}627476
(5z3+1, z42+5){1}327476
(6z3+1, z42+6){1,7}1275 [?]76
(z3+2, z42+1){1}627476
(2z3+2, z42+2){1}627476
(3z3+2, z42+3){1}327476
(4z3+2, z42+4){1}627476
(5z3+2, z42+5){1}327476
(6z3+2, z42+6){1,7}3275 [?]76
(z3+3, z42+1){1}627476
(2z3+3, z42+2){1}627476
(3z3+3, z42+3){1}327476
(4z3+3, z42+4){1}627476
(5z3+3, z42+5){1}327476
(6z3+3, z42+6){1,7}3275 [?]76
(z3+4, z42+1){1}627476
(2z3+4, z42+2){1}627476
(3z3+4, z42+3){1}327476
(4z3+4, z42+4){1}627476
(5z3+4, z42+5){1}327476
(6z3+4, z42+6){1,7}3275 [?]76
(z3+5, z42+1){1}627476
(2z3+5, z42+2){1}627476
(3z3+5, z42+3){1}327476
(4z3+5, z42+4){1}627476
(5z3+5, z42+5){1}327476
(6z3+5, z42+6){1,7}3275 [?]76
(z3+6, z42+1){1}227476
(2z3+6, z42+2){1}627476
(3z3+6, z42+3){1}327476
(4z3+6, z42+4){1}627476
(5z3+6, z42+5){1}327476
(6z3+6, z42+6){1,7}1275 [?]76
{(1,75), (7,49), (49,0)}[ 13/3, 7/6 ](6z2+1, z7+6){1}1674766·76
(6z2+2, z7+6){1}367476
(6z2+3, z7+6){1}667476
(6z2+4, z7+6){1}367476
(6z2+5, z7+6){1}667476
(6z2+6, z7+6){1}267476
76{(1,76), (7,28), (49,0)}[ 8, 2/3 ](z6+1, z14+1){1}23767836·786·79
(2z6+1, z14+2){1}637678
(3z6+1, z14+3){1}337678
(4z6+1, z14+4){1}637678
(5z6+1, z14+5){1}337678
(6z6+1, z14+6){7}137778
(z6+2, z14+1){1}637678
(2z6+2, z14+2){1}237678
(3z6+2, z14+3){1}337678
(4z6+2, z14+4){1}637678
(5z6+2, z14+5){7}137778
(6z6+2, z14+6){1}337678
(z6+3, z14+1){1}637678
(2z6+3, z14+2){1}637678
(3z6+3, z14+3){1}237678
(4z6+3, z14+4){7}237778
(5z6+3, z14+5){1}637678
(6z6+3, z14+6){1}637678
(z6+4, z14+1){1}637678
(2z6+4, z14+2){1}637678
(3z6+4, z14+3){7}137778
(4z6+4, z14+4){1}237678
(5z6+4, z14+5){1}337678
(6z6+4, z14+6){1}337678
(z6+5, z14+1){1}637678
(2z6+5, z14+2){7}237778
(3z6+5, z14+3){1}637678
(4z6+5, z14+4){1}637678
(5z6+5, z14+5){1}237678
(6z6+5, z14+6){1}637678
(z6+6, z14+1){7}237778
(2z6+6, z14+2){1}637678
(3z6+6, z14+3){1}637678
(4z6+6, z14+4){1}637678
(5z6+6, z14+5){1}637678
(6z6+6, z14+6){1}237678
{(1,76), (7,35), (49,0)}[ 41/6, 5/6 ](z+1, z7+1){1}16757736·77
(2z+1, z7+2){1}367577
(3z+1, z7+3){1}367577
(4z+1, z7+4){1}367577
(5z+1, z7+5){1}367577
(6z+1, z7+6){1}167577
(z+2, z7+1){1}367577
(2z+2, z7+2){1}367577
(3z+2, z7+3){1}167577
(4z+2, z7+4){1}167577
(5z+2, z7+5){1}367577
(6z+2, z7+6){1}367577
(z+3, z7+1){1}667577
(2z+3, z7+2){1}267577
(3z+3, z7+3){1}667577
(4z+3, z7+4){1}667577
(5z+3, z7+5){1}267577
(6z+3, z7+6){1}667577
(z+4, z7+1){1}367577
(2z+4, z7+2){1}167577
(3z+4, z7+3){1}367577
(4z+4, z7+4){1}367577
(5z+4, z7+5){1}167577
(6z+4, z7+6){1}367577
(z+5, z7+1){1}667577
(2z+5, z7+2){1}667577
(3z+5, z7+3){1}267577
(4z+5, z7+4){1}267577
(5z+5, z7+5){1}667577
(6z+5, z7+6){1}667577
(z+6, z7+1){1}267577
(2z+6, z7+2){1}667577
(3z+6, z7+3){1}667577
(4z+6, z7+4){1}667577
(5z+6, z7+5){1}667577
(6z+6, z7+6){1}267577
{(1,76), (7,42), (49,0)}[ 17/3, 1 ](z2+1, z42+1){1}23747636·76
(2z2+1, z42+2){1}637476
(3z2+1, z42+3){1}337476
(4z2+1, z42+4){1}637476
(5z2+1, z42+5){1}337476
(6z2+1, z42+6){1,7}1375 [?]76
(z2+2, z42+1){1}237476
(2z2+2, z42+2){1}637476
(3z2+2, z42+3){1}337476
(4z2+2, z42+4){1}637476
(5z2+2, z42+5){1}337476
(6z2+2, z42+6){1,7}1375 [?]76
(z2+3, z42+1){1}237476
(2z2+3, z42+2){1}637476
(3z2+3, z42+3){1}637476
(4z2+3, z42+4){1}637476
(5z2+3, z42+5){1}637476
(6z2+3, z42+6){1,7}2375 [?]76
(z2+4, z42+1){1}237476
(2z2+4, z42+2){1}637476
(3z2+4, z42+3){1}337476
(4z2+4, z42+4){1}637476
(5z2+4, z42+5){1}337476
(6z2+4, z42+6){1,7}1375 [?]76
(z2+5, z42+1){1}237476
(2z2+5, z42+2){1}637476
(3z2+5, z42+3){1}637476
(4z2+5, z42+4){1}637476
(5z2+5, z42+5){1}637476
(6z2+5, z42+6){1,7}2375 [?]76
(z2+6, z42+1){1}237476
(2z2+6, z42+2){1}637476
(3z2+6, z42+3){1}637476
(4z2+6, z42+4){1}637476
(5z2+6, z42+5){1}637476
(6z2+6, z42+6){1,7}2375 [?]76
{(1,76), (7,49), (49,0)}[ 9/2, 7/6 ](6z3+1, z7+6){1}1674766·76
(6z3+2, z7+6){1}367476
(6z3+3, z7+6){1}667476
(6z3+4, z7+6){1}367476
(6z3+5, z7+6){1}667476
(6z3+6, z7+6){1}267476
77{(1,77), (7,28), (49,0)}[ 49/6, 2/3 ](6z+1, z14+6){1}1677796·796·79
(5z+2, z14+5){1}367779
(4z+3, z14+4){1}667779
(3z+4, z14+3){1}367779
(2z+5, z14+2){1}667779
(z+6, z14+1){1}267779
78{(1,78), (7,35), (49,0)}[ 43/6, 5/6 ](z+1, z7+1){1}16767836·786·79
(2z+1, z7+2){1}167678
(3z+1, z7+3){1}167678
(4z+1, z7+4){1}167678
(5z+1, z7+5){1}167678
(6z+1, z7+6){1}167678
(z+2, z7+1){1}367678
(2z+2, z7+2){1}367678
(3z+2, z7+3){1}367678
(4z+2, z7+4){1}367678
(5z+2, z7+5){1}367678
(6z+2, z7+6){1}367678
(z+3, z7+1){1}667678
(2z+3, z7+2){1}667678
(3z+3, z7+3){1}667678
(4z+3, z7+4){1}667678
(5z+3, z7+5){1}667678
(6z+3, z7+6){1}667678
(z+4, z7+1){1}367678
(2z+4, z7+2){1}367678
(3z+4, z7+3){1}367678
(4z+4, z7+4){1}367678
(5z+4, z7+5){1}367678
(6z+4, z7+6){1}367678
(z+5, z7+1){1}667678
(2z+5, z7+2){1}667678
(3z+5, z7+3){1}667678
(4z+5, z7+4){1}667678
(5z+5, z7+5){1}667678
(6z+5, z7+6){1}667678
(z+6, z7+1){1}267678
(2z+6, z7+2){1}267678
(3z+6, z7+3){1}267678
(4z+6, z7+4){1}267678
(5z+6, z7+5){1}267678
(6z+6, z7+6){1}267678
{(1,78), (7,42), (49,0)}[ 6, 1 ](z6+1, z42+1){1}21757736·77
(2z6+1, z42+2){1}617577
(3z6+1, z42+3){1}317577
(4z6+1, z42+4){1}617577
(5z6+1, z42+5){1}317577
(6z6+1, z42+6){7,49}1177 [?]77
(z6+2, z42+1){1}617577
(2z6+2, z42+2){1}617577
(3z6+2, z42+3){1}317577
(4z6+2, z42+4){1}617577
(5z6+2, z42+5){7}317677
(6z6+2, z42+6){1,7}3176 [?]77
(z6+3, z42+1){1}617577
(2z6+3, z42+2){1}617577
(3z6+3, z42+3){1}617577
(4z6+3, z42+4){7}617677
(5z6+3, z42+5){1}617577
(6z6+3, z42+6){1,7}6176 [?]77
(z6+4, z42+1){1}617577
(2z6+4, z42+2){1}617577
(3z6+4, z42+3){7}317677
(4z6+4, z42+4){1}617577
(5z6+4, z42+5){1}317577
(6z6+4, z42+6){1,7}3176 [?]77
(z6+5, z42+1){1}617577
(2z6+5, z42+2){7}617677
(3z6+5, z42+3){1}617577
(4z6+5, z42+4){1}617577
(5z6+5, z42+5){1}617577
(6z6+5, z42+6){1,7}6176 [?]77
(z6+6, z42+1){7}217677
(2z6+6, z42+2){1}617577
(3z6+6, z42+3){1}617577
(4z6+6, z42+4){1}617577
(5z6+6, z42+5){1}617577
(6z6+6, z42+6){1,7}2176 [?]77
{(1,78), (7,49), (49,0)}[ 29/6, 7/6 ](6z+1, z7+6){1}1675776·77
(6z+2, z7+6){1}367577
(6z+3, z7+6){1}667577
(6z+4, z7+6){1}367577
(6z+5, z7+6){1}667577
(6z+6, z7+6){1}267577
79{(1,79), (7,35), (49,0)}[ 22/3, 5/6 ](z2+1, z7+1){1}26767836·786·79
(2z2+1, z7+2){1}667678
(3z2+1, z7+3){1}367678
(4z2+1, z7+4){1}667678
(5z2+1, z7+5){1}367678
(6z2+1, z7+6){1}167678
(z2+2, z7+1){1}667678
(2z2+2, z7+2){1}667678
(3z2+2, z7+3){1}167678
(4z2+2, z7+4){1}267678
(5z2+2, z7+5){1}367678
(6z2+2, z7+6){1}367678
(z2+3, z7+1){1}367678
(2z2+3, z7+2){1}167678
(3z2+3, z7+3){1}667678
(4z2+3, z7+4){1}367678
(5z2+3, z7+5){1}267678
(6z2+3, z7+6){1}667678
(z2+4, z7+1){1}667678
(2z2+4, z7+2){1}267678
(3z2+4, z7+3){1}367678
(4z2+4, z7+4){1}667678
(5z2+4, z7+5){1}167678
(6z2+4, z7+6){1}367678
(z2+5, z7+1){1}367678
(2z2+5, z7+2){1}367678
(3z2+5, z7+3){1}267678
(4z2+5, z7+4){1}167678
(5z2+5, z7+5){1}667678
(6z2+5, z7+6){1}667678
(z2+6, z7+1){1}167678
(2z2+6, z7+2){1}367678
(3z2+6, z7+3){1}667678
(4z2+6, z7+4){1}367678
(5z2+6, z7+5){1}667678
(6z2+6, z7+6){1}267678
{(1,79), (7,42), (49,0)}[ 37/6, 1 ](z+1, z42+1){1}26757736·77
(2z+1, z42+2){1}667577
(3z+1, z42+3){1}367577
(4z+1, z42+4){1}667577
(5z+1, z42+5){1}367577
(6z+1, z42+6){1,7}1676 [?]77
(z+2, z42+1){1}267577
(2z+2, z42+2){1}667577
(3z+2, z42+3){1}367577
(4z+2, z42+4){1}667577
(5z+2, z42+5){1}367577
(6z+2, z42+6){1,7}1676 [?]77
(z+3, z42+1){1}267577
(2z+3, z42+2){1}667577
(3z+3, z42+3){1}367577
(4z+3, z42+4){1}667577
(5z+3, z42+5){1}367577
(6z+3, z42+6){1,7}1676 [?]77
(z+4, z42+1){1}267577
(2z+4, z42+2){1}667577
(3z+4, z42+3){1}367577
(4z+4, z42+4){1}667577
(5z+4, z42+5){1}367577
(6z+4, z42+6){1,7}1676 [?]77
(z+5, z42+1){1}267577
(2z+5, z42+2){1}667577
(3z+5, z42+3){1}367577
(4z+5, z42+4){1}667577
(5z+5, z42+5){1}367577
(6z+5, z42+6){1,7}1676 [?]77
(z+6, z42+1){1}267577
(2z+6, z42+2){1}667577
(3z+6, z42+3){1}367577
(4z+6, z42+4){1}667577
(5z+6, z42+5){1}367577
(6z+6, z42+6){1,7}1676 [?]77
{(1,79), (7,49), (49,0)}[ 5, 7/6 ](6z6+1, z7+6){7}1676776·77
(6z6+2, z7+6){1}367577
(6z6+3, z7+6){1}667577
(6z6+4, z7+6){1}367577
(6z6+5, z7+6){1}667577
(6z6+6, z7+6){1}267577
80{(1,80), (7,35), (49,0)}[ 15/2, 5/6 ](z3+1, z7+1){1}16767836·786·79
(2z3+1, z7+2){1}367678
(3z3+1, z7+3){1}367678
(4z3+1, z7+4){1}367678
(5z3+1, z7+5){1}367678
(6z3+1, z7+6){1}167678
(z3+2, z7+1){1}367678
(2z3+2, z7+2){1}167678
(3z3+2, z7+3){1}367678
(4z3+2, z7+4){1}367678
(5z3+2, z7+5){1}167678
(6z3+2, z7+6){1}367678
(z3+3, z7+1){1}667678
(2z3+3, z7+2){1}667678
(3z3+3, z7+3){1}267678
(4z3+3, z7+4){1}267678
(5z3+3, z7+5){1}667678
(6z3+3, z7+6){1}667678
(z3+4, z7+1){1}367678
(2z3+4, z7+2){1}367678
(3z3+4, z7+3){1}167678
(4z3+4, z7+4){1}167678
(5z3+4, z7+5){1}367678
(6z3+4, z7+6){1}367678
(z3+5, z7+1){1}667678
(2z3+5, z7+2){1}267678
(3z3+5, z7+3){1}667678
(4z3+5, z7+4){1}667678
(5z3+5, z7+5){1}267678
(6z3+5, z7+6){1}667678
(z3+6, z7+1){1}267678
(2z3+6, z7+2){1}667678
(3z3+6, z7+3){1}667678
(4z3+6, z7+4){1}667678
(5z3+6, z7+5){1}667678
(6z3+6, z7+6){1}267678
{(1,80), (7,42), (49,0)}[ 19/3, 1 ](z2+1, z42+1){1}23757736·77
(2z2+1, z42+2){1}637577
(3z2+1, z42+3){1}337577
(4z2+1, z42+4){1}637577
(5z2+1, z42+5){1}337577
(6z2+1, z42+6){1,7}1376 [?]77
(z2+2, z42+1){1}237577
(2z2+2, z42+2){1}637577
(3z2+2, z42+3){1}337577
(4z2+2, z42+4){1}637577
(5z2+2, z42+5){1}337577
(6z2+2, z42+6){1,7}1376 [?]77
(z2+3, z42+1){1}237577
(2z2+3, z42+2){1}637577
(3z2+3, z42+3){1}637577
(4z2+3, z42+4){1}637577
(5z2+3, z42+5){1}637577
(6z2+3, z42+6){1,7}2376 [?]77
(z2+4, z42+1){1}237577
(2z2+4, z42+2){1}637577
(3z2+4, z42+3){1}337577
(4z2+4, z42+4){1}637577
(5z2+4, z42+5){1}337577
(6z2+4, z42+6){1,7}1376 [?]77
(z2+5, z42+1){1}237577
(2z2+5, z42+2){1}637577
(3z2+5, z42+3){1}637577
(4z2+5, z42+4){1}637577
(5z2+5, z42+5){1}637577
(6z2+5, z42+6){1,7}2376 [?]77
(z2+6, z42+1){1}237577
(2z2+6, z42+2){1}637577
(3z2+6, z42+3){1}637577
(4z2+6, z42+4){1}637577
(5z2+6, z42+5){1}637577
(6z2+6, z42+6){1,7}2376 [?]77
{(1,80), (7,49), (49,0)}[ 31/6, 7/6 ](6z+1, z7+6){1}1675776·77
(6z+2, z7+6){1}367577
(6z+3, z7+6){1}667577
(6z+4, z7+6){1}367577
(6z+5, z7+6){1}667577
(6z+6, z7+6){1}267577
81{(1,81), (7,35), (49,0)}[ 23/3, 5/6 ](z2+1, z7+1){1}26767836·786·79
(2z2+1, z7+2){1}267678
(3z2+1, z7+3){1}167678
(4z2+1, z7+4){1}267678
(5z2+1, z7+5){1}167678
(6z2+1, z7+6){1}167678
(z2+2, z7+1){1}667678
(2z2+2, z7+2){1}667678
(3z2+2, z7+3){1}367678
(4z2+2, z7+4){1}667678
(5z2+2, z7+5){1}367678
(6z2+2, z7+6){1}367678
(z2+3, z7+1){1}367678
(2z2+3, z7+2){1}367678
(3z2+3, z7+3){1}667678
(4z2+3, z7+4){1}367678
(5z2+3, z7+5){1}667678
(6z2+3, z7+6){1}667678
(z2+4, z7+1){1}667678
(2z2+4, z7+2){1}667678
(3z2+4, z7+3){1}367678
(4z2+4, z7+4){1}667678
(5z2+4, z7+5){1}367678
(6z2+4, z7+6){1}367678
(z2+5, z7+1){1}367678
(2z2+5, z7+2){1}367678
(3z2+5, z7+3){1}667678
(4z2+5, z7+4){1}367678
(5z2+5, z7+5){1}667678
(6z2+5, z7+6){1}667678
(z2+6, z7+1){1}167678
(2z2+6, z7+2){1}167678
(3z2+6, z7+3){1}267678
(4z2+6, z7+4){1}167678
(5z2+6, z7+5){1}267678
(6z2+6, z7+6){1}267678
{(1,81), (7,42), (49,0)}[ 13/2, 1 ](z3+1, z42+1){1}22757736·77
(2z3+1, z42+2){1}627577
(3z3+1, z42+3){1}327577
(4z3+1, z42+4){1}627577
(5z3+1, z42+5){1}327577
(6z3+1, z42+6){1,7}1276 [?]77
(z3+2, z42+1){1}627577
(2z3+2, z42+2){1}627577
(3z3+2, z42+3){1}327577
(4z3+2, z42+4){1}627577
(5z3+2, z42+5){1}327577
(6z3+2, z42+6){1,7}3276 [?]77
(z3+3, z42+1){1}627577
(2z3+3, z42+2){1}627577
(3z3+3, z42+3){1}327577
(4z3+3, z42+4){1}627577
(5z3+3, z42+5){1}327577
(6z3+3, z42+6){1,7}3276 [?]77
(z3+4, z42+1){1}627577
(2z3+4, z42+2){1}627577
(3z3+4, z42+3){1}327577
(4z3+4, z42+4){1}627577
(5z3+4, z42+5){1}327577
(6z3+4, z42+6){1,7}3276 [?]77
(z3+5, z42+1){1}627577
(2z3+5, z42+2){1}627577
(3z3+5, z42+3){1}327577
(4z3+5, z42+4){1}627577
(5z3+5, z42+5){1}327577
(6z3+5, z42+6){1,7}3276 [?]77
(z3+6, z42+1){1}227577
(2z3+6, z42+2){1}627577
(3z3+6, z42+3){1}327577
(4z3+6, z42+4){1}627577
(5z3+6, z42+5){1}327577
(6z3+6, z42+6){1,7}1276 [?]77
{(1,81), (7,49), (49,0)}[ 16/3, 7/6 ](6z2+1, z7+6){1}1675776·77
(6z2+2, z7+6){1}367577
(6z2+3, z7+6){1}667577
(6z2+4, z7+6){1}367577
(6z2+5, z7+6){1}667577
(6z2+6, z7+6){1}267577
82{(1,82), (7,35), (49,0)}[ 47/6, 5/6 ](z+1, z7+1){1}16767836·786·79
(2z+1, z7+2){1}367678
(3z+1, z7+3){1}367678
(4z+1, z7+4){1}367678
(5z+1, z7+5){1}367678
(6z+1, z7+6){1}167678
(z+2, z7+1){1}367678
(2z+2, z7+2){1}367678
(3z+2, z7+3){1}167678
(4z+2, z7+4){1}167678
(5z+2, z7+5){1}367678
(6z+2, z7+6){1}367678
(z+3, z7+1){1}667678
(2z+3, z7+2){1}267678
(3z+3, z7+3){1}667678
(4z+3, z7+4){1}667678
(5z+3, z7+5){1}267678
(6z+3, z7+6){1}667678
(z+4, z7+1){1}367678
(2z+4, z7+2){1}167678
(3z+4, z7+3){1}367678
(4z+4, z7+4){1}367678
(5z+4, z7+5){1}167678
(6z+4, z7+6){1}367678
(z+5, z7+1){1}667678
(2z+5, z7+2){1}667678
(3z+5, z7+3){1}267678
(4z+5, z7+4){1}267678
(5z+5, z7+5){1}667678
(6z+5, z7+6){1}667678
(z+6, z7+1){1}267678
(2z+6, z7+2){1}667678
(3z+6, z7+3){1}667678
(4z+6, z7+4){1}667678
(5z+6, z7+5){1}667678
(6z+6, z7+6){1}267678
{(1,82), (7,42), (49,0)}[ 20/3, 1 ](z2+1, z42+1){1}23757736·77
(2z2+1, z42+2){1}637577
(3z2+1, z42+3){1}337577
(4z2+1, z42+4){1}637577
(5z2+1, z42+5){1}337577
(6z2+1, z42+6){1,7}1376 [?]77
(z2+2, z42+1){1}237577
(2z2+2, z42+2){1}637577
(3z2+2, z42+3){1}337577
(4z2+2, z42+4){1}637577
(5z2+2, z42+5){1}337577
(6z2+2, z42+6){1,7}1376 [?]77
(z2+3, z42+1){1}237577
(2z2+3, z42+2){1}637577
(3z2+3, z42+3){1}637577
(4z2+3, z42+4){1}637577
(5z2+3, z42+5){1}637577
(6z2+3, z42+6){1,7}2376 [?]77
(z2+4, z42+1){1}237577
(2z2+4, z42+2){1}637577
(3z2+4, z42+3){1}337577
(4z2+4, z42+4){1}637577
(5z2+4, z42+5){1}337577
(6z2+4, z42+6){1,7}1376 [?]77
(z2+5, z42+1){1}237577
(2z2+5, z42+2){1}637577
(3z2+5, z42+3){1}637577
(4z2+5, z42+4){1}637577
(5z2+5, z42+5){1}637577
(6z2+5, z42+6){1,7}2376 [?]77
(z2+6, z42+1){1}237577
(2z2+6, z42+2){1}637577
(3z2+6, z42+3){1}637577
(4z2+6, z42+4){1}637577
(5z2+6, z42+5){1}637577
(6z2+6, z42+6){1,7}2376 [?]77
{(1,82), (7,49), (49,0)}[ 11/2, 7/6 ](6z3+1, z7+6){1}1675776·77
(6z3+2, z7+6){1}367577
(6z3+3, z7+6){1}667577
(6z3+4, z7+6){1}367577
(6z3+5, z7+6){1}667577
(6z3+6, z7+6){1}267577
83{(1,83), (7,35), (49,0)}[ 8, 5/6 ](z6+1, z7+1){1}26767836·786·79
(2z6+1, z7+2){1}667678
(3z6+1, z7+3){1}367678
(4z6+1, z7+4){1}667678
(5z6+1, z7+5){1}367678
(6z6+1, z7+6){7}167778
(z6+2, z7+1){1}667678
(2z6+2, z7+2){1}267678
(3z6+2, z7+3){1}367678
(4z6+2, z7+4){1}667678
(5z6+2, z7+5){7}167778
(6z6+2, z7+6){1}367678
(z6+3, z7+1){1}367678
(2z6+3, z7+2){1}367678
(3z6+3, z7+3){1}267678
(4z6+3, z7+4){7}167778
(5z6+3, z7+5){1}667678
(6z6+3, z7+6){1}667678
(z6+4, z7+1){1}667678
(2z6+4, z7+2){1}667678
(3z6+4, z7+3){7}167778
(4z6+4, z7+4){1}267678
(5z6+4, z7+5){1}367678
(6z6+4, z7+6){1}367678
(z6+5, z7+1){1}367678
(2z6+5, z7+2){7}167778
(3z6+5, z7+3){1}667678
(4z6+5, z7+4){1}367678
(5z6+5, z7+5){1}267678
(6z6+5, z7+6){1}667678
(z6+6, z7+1){7}167778
(2z6+6, z7+2){1}367678
(3z6+6, z7+3){1}667678
(4z6+6, z7+4){1}367678
(5z6+6, z7+5){1}667678
(6z6+6, z7+6){1}267678
{(1,83), (7,42), (49,0)}[ 41/6, 1 ](z+1, z42+1){1}26757736·77
(2z+1, z42+2){1}667577
(3z+1, z42+3){1}367577
(4z+1, z42+4){1}667577
(5z+1, z42+5){1}367577
(6z+1, z42+6){1,7}1676 [?]77
(z+2, z42+1){1}267577
(2z+2, z42+2){1}667577
(3z+2, z42+3){1}367577
(4z+2, z42+4){1}667577
(5z+2, z42+5){1}367577
(6z+2, z42+6){1,7}1676 [?]77
(z+3, z42+1){1}267577
(2z+3, z42+2){1}667577
(3z+3, z42+3){1}367577
(4z+3, z42+4){1}667577
(5z+3, z42+5){1}367577
(6z+3, z42+6){1,7}1676 [?]77
(z+4, z42+1){1}267577
(2z+4, z42+2){1}667577
(3z+4, z42+3){1}367577
(4z+4, z42+4){1}667577
(5z+4, z42+5){1}367577
(6z+4, z42+6){1,7}1676 [?]77
(z+5, z42+1){1}267577
(2z+5, z42+2){1}667577
(3z+5, z42+3){1}367577
(4z+5, z42+4){1}667577
(5z+5, z42+5){1}367577
(6z+5, z42+6){1,7}1676 [?]77
(z+6, z42+1){1}267577
(2z+6, z42+2){1}667577
(3z+6, z42+3){1}367577
(4z+6, z42+4){1}667577
(5z+6, z42+5){1}367577
(6z+6, z42+6){1,7}1676 [?]77
{(1,83), (7,49), (49,0)}[ 17/3, 7/6 ](6z2+1, z7+6){1}1675776·77
(6z2+2, z7+6){1}367577
(6z2+3, z7+6){1}667577
(6z2+4, z7+6){1}367577
(6z2+5, z7+6){1}667577
(6z2+6, z7+6){1}267577
84{(1,84), (7,35), (49,0)}[ 49/6, 5/6 ](6z+1, z7+6){1}1677796·796·79
(5z+2, z7+5){1}367779
(4z+3, z7+4){1}667779
(3z+4, z7+3){1}367779
(2z+5, z7+2){1}667779
(z+6, z7+1){1}267779
85{(1,85), (7,42), (49,0)}[ 43/6, 1 ](z+1, z42+1){1}26767836·786·79
(2z+1, z42+2){1}667678
(3z+1, z42+3){1}367678
(4z+1, z42+4){1}667678
(5z+1, z42+5){1}367678
(6z+1, z42+6){1,7}1677 [?]78
(z+2, z42+1){1}267678
(2z+2, z42+2){1}667678
(3z+2, z42+3){1}367678
(4z+2, z42+4){1}667678
(5z+2, z42+5){1}367678
(6z+2, z42+6){1,7}1677 [?]78
(z+3, z42+1){1}267678
(2z+3, z42+2){1}667678
(3z+3, z42+3){1}367678
(4z+3, z42+4){1}667678
(5z+3, z42+5){1}367678
(6z+3, z42+6){1,7}1677 [?]78
(z+4, z42+1){1}267678
(2z+4, z42+2){1}667678
(3z+4, z42+3){1}367678
(4z+4, z42+4){1}667678
(5z+4, z42+5){1}367678
(6z+4, z42+6){1,7}1677 [?]78
(z+5, z42+1){1}267678
(2z+5, z42+2){1}667678
(3z+5, z42+3){1}367678
(4z+5, z42+4){1}667678
(5z+5, z42+5){1}367678
(6z+5, z42+6){1,7}1677 [?]78
(z+6, z42+1){1}267678
(2z+6, z42+2){1}667678
(3z+6, z42+3){1}367678
(4z+6, z42+4){1}667678
(5z+6, z42+5){1}367678
(6z+6, z42+6){1,7}1677 [?]78
{(1,85), (7,49), (49,0)}[ 6, 7/6 ](6z6+1, z7+6){7}1677786·78
(6z6+2, z7+6){1}367678
(6z6+3, z7+6){1}667678
(6z6+4, z7+6){1}367678
(6z6+5, z7+6){1}667678
(6z6+6, z7+6){1}267678
86{(1,86), (7,42), (49,0)}[ 22/3, 1 ](z2+1, z42+1){1}23767836·786·79
(2z2+1, z42+2){1}637678
(3z2+1, z42+3){1}337678
(4z2+1, z42+4){1}637678
(5z2+1, z42+5){1}337678
(6z2+1, z42+6){1,7}1377 [?]78
(z2+2, z42+1){1}237678
(2z2+2, z42+2){1}637678
(3z2+2, z42+3){1}337678
(4z2+2, z42+4){1}637678
(5z2+2, z42+5){1}337678
(6z2+2, z42+6){1,7}1377 [?]78
(z2+3, z42+1){1}237678
(2z2+3, z42+2){1}637678
(3z2+3, z42+3){1}637678
(4z2+3, z42+4){1}637678
(5z2+3, z42+5){1}637678
(6z2+3, z42+6){1,7}2377 [?]78
(z2+4, z42+1){1}237678
(2z2+4, z42+2){1}637678
(3z2+4, z42+3){1}337678
(4z2+4, z42+4){1}637678
(5z2+4, z42+5){1}337678
(6z2+4, z42+6){1,7}1377 [?]78
(z2+5, z42+1){1}237678
(2z2+5, z42+2){1}637678
(3z2+5, z42+3){1}637678
(4z2+5, z42+4){1}637678
(5z2+5, z42+5){1}637678
(6z2+5, z42+6){1,7}2377 [?]78
(z2+6, z42+1){1}237678
(2z2+6, z42+2){1}637678
(3z2+6, z42+3){1}637678
(4z2+6, z42+4){1}637678
(5z2+6, z42+5){1}637678
(6z2+6, z42+6){1,7}2377 [?]78
{(1,86), (7,49), (49,0)}[ 37/6, 7/6 ](6z+1, z7+6){1}1676786·78
(6z+2, z7+6){1}367678
(6z+3, z7+6){1}667678
(6z+4, z7+6){1}367678
(6z+5, z7+6){1}667678
(6z+6, z7+6){1}267678
87{(1,87), (7,42), (49,0)}[ 15/2, 1 ](z3+1, z42+1){1}22767836·786·79
(2z3+1, z42+2){1}627678
(3z3+1, z42+3){1}327678
(4z3+1, z42+4){1}627678
(5z3+1, z42+5){1}327678
(6z3+1, z42+6){1,7}1277 [?]78
(z3+2, z42+1){1}627678
(2z3+2, z42+2){1}627678
(3z3+2, z42+3){1}327678
(4z3+2, z42+4){1}627678
(5z3+2, z42+5){1}327678
(6z3+2, z42+6){1,7}3277 [?]78
(z3+3, z42+1){1}627678
(2z3+3, z42+2){1}627678
(3z3+3, z42+3){1}327678
(4z3+3, z42+4){1}627678
(5z3+3, z42+5){1}327678
(6z3+3, z42+6){1,7}3277 [?]78
(z3+4, z42+1){1}627678
(2z3+4, z42+2){1}627678
(3z3+4, z42+3){1}327678
(4z3+4, z42+4){1}627678
(5z3+4, z42+5){1}327678
(6z3+4, z42+6){1,7}3277 [?]78
(z3+5, z42+1){1}627678
(2z3+5, z42+2){1}627678
(3z3+5, z42+3){1}327678
(4z3+5, z42+4){1}627678
(5z3+5, z42+5){1}327678
(6z3+5, z42+6){1,7}3277 [?]78
(z3+6, z42+1){1}227678
(2z3+6, z42+2){1}627678
(3z3+6, z42+3){1}327678
(4z3+6, z42+4){1}627678
(5z3+6, z42+5){1}327678
(6z3+6, z42+6){1,7}1277 [?]78
{(1,87), (7,49), (49,0)}[ 19/3, 7/6 ](6z2+1, z7+6){1}1676786·78
(6z2+2, z7+6){1}367678
(6z2+3, z7+6){1}667678
(6z2+4, z7+6){1}367678
(6z2+5, z7+6){1}667678
(6z2+6, z7+6){1}267678
88{(1,88), (7,42), (49,0)}[ 23/3, 1 ](z2+1, z42+1){1}23767836·786·79
(2z2+1, z42+2){1}637678
(3z2+1, z42+3){1}337678
(4z2+1, z42+4){1}637678
(5z2+1, z42+5){1}337678
(6z2+1, z42+6){1,7}1377 [?]78
(z2+2, z42+1){1}237678
(2z2+2, z42+2){1}637678
(3z2+2, z42+3){1}337678
(4z2+2, z42+4){1}637678
(5z2+2, z42+5){1}337678
(6z2+2, z42+6){1,7}1377 [?]78
(z2+3, z42+1){1}237678
(2z2+3, z42+2){1}637678
(3z2+3, z42+3){1}637678
(4z2+3, z42+4){1}637678
(5z2+3, z42+5){1}637678
(6z2+3, z42+6){1,7}2377 [?]78
(z2+4, z42+1){1}237678
(2z2+4, z42+2){1}637678
(3z2+4, z42+3){1}337678
(4z2+4, z42+4){1}637678
(5z2+4, z42+5){1}337678
(6z2+4, z42+6){1,7}1377 [?]78
(z2+5, z42+1){1}237678
(2z2+5, z42+2){1}637678
(3z2+5, z42+3){1}637678
(4z2+5, z42+4){1}637678
(5z2+5, z42+5){1}637678
(6z2+5, z42+6){1,7}2377 [?]78
(z2+6, z42+1){1}237678
(2z2+6, z42+2){1}637678
(3z2+6, z42+3){1}637678
(4z2+6, z42+4){1}637678
(5z2+6, z42+5){1}637678
(6z2+6, z42+6){1,7}2377 [?]78
{(1,88), (7,49), (49,0)}[ 13/2, 7/6 ](6z3+1, z7+6){1}1676786·78
(6z3+2, z7+6){1}367678
(6z3+3, z7+6){1}667678
(6z3+4, z7+6){1}367678
(6z3+5, z7+6){1}667678
(6z3+6, z7+6){1}267678
89{(1,89), (7,42), (49,0)}[ 47/6, 1 ](z+1, z42+1){1}26767836·786·79
(2z+1, z42+2){1}667678
(3z+1, z42+3){1}367678
(4z+1, z42+4){1}667678
(5z+1, z42+5){1}367678
(6z+1, z42+6){1,7}1677 [?]78
(z+2, z42+1){1}267678
(2z+2, z42+2){1}667678
(3z+2, z42+3){1}367678
(4z+2, z42+4){1}667678
(5z+2, z42+5){1}367678
(6z+2, z42+6){1,7}1677 [?]78
(z+3, z42+1){1}267678
(2z+3, z42+2){1}667678
(3z+3, z42+3){1}367678
(4z+3, z42+4){1}667678
(5z+3, z42+5){1}367678
(6z+3, z42+6){1,7}1677 [?]78
(z+4, z42+1){1}267678
(2z+4, z42+2){1}667678
(3z+4, z42+3){1}367678
(4z+4, z42+4){1}667678
(5z+4, z42+5){1}367678
(6z+4, z42+6){1,7}1677 [?]78
(z+5, z42+1){1}267678
(2z+5, z42+2){1}667678
(3z+5, z42+3){1}367678
(4z+5, z42+4){1}667678
(5z+5, z42+5){1}367678
(6z+5, z42+6){1,7}1677 [?]78
(z+6, z42+1){1}267678
(2z+6, z42+2){1}667678
(3z+6, z42+3){1}367678
(4z+6, z42+4){1}667678
(5z+6, z42+5){1}367678
(6z+6, z42+6){1,7}1677 [?]78
{(1,89), (7,49), (49,0)}[ 20/3, 7/6 ](6z2+1, z7+6){1}1676786·78
(6z2+2, z7+6){1}367678
(6z2+3, z7+6){1}667678
(6z2+4, z7+6){1}367678
(6z2+5, z7+6){1}667678
(6z2+6, z7+6){1}267678
90{(1,90), (7,42), (49,0)}[ 8, 1 ](z6+1, z42+1){1}21767836·786·79
(2z6+1, z42+2){1}617678
(3z6+1, z42+3){1}317678
(4z6+1, z42+4){1}617678
(5z6+1, z42+5){1}317678
(6z6+1, z42+6){7,49}1178 [?]78
(z6+2, z42+1){1}617678
(2z6+2, z42+2){1}617678
(3z6+2, z42+3){1}317678
(4z6+2, z42+4){1}617678
(5z6+2, z42+5){7}3177 [.]78
(6z6+2, z42+6){1,7}3177 [?]78
(z6+3, z42+1){1}617678
(2z6+3, z42+2){1}617678
(3z6+3, z42+3){1}617678
(4z6+3, z42+4){7}6177 [.]78
(5z6+3, z42+5){1}617678
(6z6+3, z42+6){1,7}6177 [?]78
(z6+4, z42+1){1}617678
(2z6+4, z42+2){1}617678
(3z6+4, z42+3){7}3177 [.]78
(4z6+4, z42+4){1}617678
(5z6+4, z42+5){1}317678
(6z6+4, z42+6){1,7}3177 [?]78
(z6+5, z42+1){1}617678
(2z6+5, z42+2){7}6177 [.]78
(3z6+5, z42+3){1}617678
(4z6+5, z42+4){1}617678
(5z6+5, z42+5){1}617678
(6z6+5, z42+6){1,7}6177 [?]78
(z6+6, z42+1){7}2177 [.]78
(2z6+6, z42+2){1}617678
(3z6+6, z42+3){1}617678
(4z6+6, z42+4){1}617678
(5z6+6, z42+5){1}617678
(6z6+6, z42+6){1,7}2177 [?]78
{(1,90), (7,49), (49,0)}[ 41/6, 7/6 ](6z+1, z7+6){1}1676786·78
(6z+2, z7+6){1}367678
(6z+3, z7+6){1}667678
(6z+4, z7+6){1}367678
(6z+5, z7+6){1}667678
(6z+6, z7+6){1}267678
91{(1,91), (7,42), (49,0)}[ 49/6, 1 ](6z+1, z42+6){1,7}1678 [?]796·796·79
(5z+2, z42+5){1}367779
(4z+3, z42+4){1}667779
(3z+4, z42+3){1}367779
(2z+5, z42+2){1}667779
(z+6, z42+1){1}267779
92{(1,92), (7,49), (49,0)}[ 43/6, 7/6 ](6z+1, z7+6){1}1677796·796·79
(6z+2, z7+6){1}367779
(6z+3, z7+6){1}667779
(6z+4, z7+6){1}367779
(6z+5, z7+6){1}667779
(6z+6, z7+6){1}267779
93{(1,93), (7,49), (49,0)}[ 22/3, 7/6 ](6z2+1, z7+6){1}1677796·796·79
(6z2+2, z7+6){1}367779
(6z2+3, z7+6){1}667779
(6z2+4, z7+6){1}367779
(6z2+5, z7+6){1}667779
(6z2+6, z7+6){1}267779
94{(1,94), (7,49), (49,0)}[ 15/2, 7/6 ](6z3+1, z7+6){1}1677796·796·79
(6z3+2, z7+6){1}367779
(6z3+3, z7+6){1}667779
(6z3+4, z7+6){1}367779
(6z3+5, z7+6){1}667779
(6z3+6, z7+6){1}267779
95{(1,95), (7,49), (49,0)}[ 23/3, 7/6 ](6z2+1, z7+6){1}1677796·796·79
(6z2+2, z7+6){1}367779
(6z2+3, z7+6){1}667779
(6z2+4, z7+6){1}367779
(6z2+5, z7+6){1}667779
(6z2+6, z7+6){1}267779
96{(1,96), (7,49), (49,0)}[ 47/6, 7/6 ](6z+1, z7+6){1}1677796·796·79
(6z+2, z7+6){1}367779
(6z+3, z7+6){1}667779
(6z+4, z7+6){1}367779
(6z+5, z7+6){1}667779
(6z+6, z7+6){1}267779
97{(1,97), (7,49), (49,0)}[ 8, 7/6 ](6z6+1, z7+6){7}1678796·796·79
(6z6+2, z7+6){1}367779
(6z6+3, z7+6){1}667779
(6z6+4, z7+6){1}367779
(6z6+5, z7+6){1}667779
(6z6+6, z7+6){1}267779
98{(1,98), (7,49), (49,0)}[ 49/6, 7/6 ](6z+1, z7+6){1}1678710710710