//Standard generators of S4(13) are a, b where a is in class 2B, b has
//order 3 (necessarily in class 3B), ab has order 85 and ababb has order 14. 
//(My) standard generators of 2.S4(13) are inverse images A,B of a,b, where
//A, B, AB have orders 4,3,85.
_LR := rec < recformat< F: GrpFP, AI: SeqEnum, G: GrpMat > |
      F := FreeGroup(2) >;
_LR`AI := [ [a, b^-1] ] where a is (_LR`F).1 where b is (_LR`F).2;

_LR`G :=
/*
Original group: MatrixGroup(ATLASGroup("2S413"))
From DB /nb/reps/d84.2S413.si2.nfdeg4.M
Schur index: 2
Character: ( 84, -84, 0, 0, 6, 0, -6, 6, -1, -6, -6, 0, 6, 0, -7, 0, 0, 0, -7, 
-7, 0, 0, 0, 0, 1, 0, 0, 6, -6, -6, 6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 
13*zeta(13)_13^11 + 13*zeta(13)_13^8 + 13*zeta(13)_13^7 + 13*zeta(13)_13^6 + 
13*zeta(13)_13^5 + 13*zeta(13)_13^2 + 6, -13*zeta(13)_13^11 - 13*zeta(13)_13^8 -
13*zeta(13)_13^7 - 13*zeta(13)_13^6 - 13*zeta(13)_13^5 - 13*zeta(13)_13^2 - 7, 
-7, 6, -zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 - zeta(13)_13^6 - 
zeta(13)_13^5 - zeta(13)_13^2 - 1, zeta(13)_13^11 + zeta(13)_13^8 + 
zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2, 0, 7, 7, 0, 7, 0,
7, -7, -7, 7, 7, -7, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1, -1, -1, -1, -1, 0, 
0, 0, -1, -1, 0, 0, -13*zeta(13)_13^11 - 13*zeta(13)_13^8 - 13*zeta(13)_13^7 - 
13*zeta(13)_13^6 - 13*zeta(13)_13^5 - 13*zeta(13)_13^2 - 6, 13*zeta(13)_13^11 + 
13*zeta(13)_13^8 + 13*zeta(13)_13^7 + 13*zeta(13)_13^6 + 13*zeta(13)_13^5 + 
13*zeta(13)_13^2 + 7, 7, zeta(13)_13^11 + zeta(13)_13^8 + zeta(13)_13^7 + 
zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2 + 7, zeta(13)_13^11 + 
zeta(13)_13^8 + zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2 - 
6, -zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 - zeta(13)_13^6 - 
zeta(13)_13^5 - zeta(13)_13^2 + 6, -zeta(13)_13^11 - zeta(13)_13^8 - 
zeta(13)_13^7 - zeta(13)_13^6 - zeta(13)_13^5 - zeta(13)_13^2 - 7, -6, 
2*zeta(13)_13^11 + 2*zeta(13)_13^8 + 2*zeta(13)_13^7 + 2*zeta(13)_13^6 + 
2*zeta(13)_13^5 + 2*zeta(13)_13^2 + 1, 0, 0, -2*zeta(13)_13^11 - 2*zeta(13)_13^8
- 2*zeta(13)_13^7 - 2*zeta(13)_13^6 - 2*zeta(13)_13^5 - 2*zeta(13)_13^2 - 1, 
zeta(13)_13^11 + zeta(13)_13^8 + zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 +
zeta(13)_13^2 + 1, -zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 - 
zeta(13)_13^6 - zeta(13)_13^5 - zeta(13)_13^2, 0, 0, 0, -1, 1, 1, -1, -1, 1, 1, 
1, 1, 1, -zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 - zeta(13)_13^6 - 
zeta(13)_13^5 - zeta(13)_13^2 - 1, zeta(13)_13^11 + zeta(13)_13^8 + 
zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2, 0, 1, 0, 0, 1, 0,
1, 1, -1, 1, 1, -1, -1, zeta(13)_13^11 + zeta(13)_13^8 + zeta(13)_13^7 + 
zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2, zeta(13)_13^11 + zeta(13)_13^8 + 
zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2 + 1, 
-zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 - zeta(13)_13^6 - zeta(13)_13^5 
- zeta(13)_13^2 - 1, -zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 - 
zeta(13)_13^6 - zeta(13)_13^5 - zeta(13)_13^2, 0, 0, 0, 0, 0, 0, 0, 
zeta(13)_13^11 + zeta(13)_13^8 + zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 +
zeta(13)_13^2 + 1, zeta(13)_13^11 + zeta(13)_13^8 + zeta(13)_13^7 + 
zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2 + 1, -zeta(13)_13^11 - 
zeta(13)_13^8 - zeta(13)_13^7 - zeta(13)_13^6 - zeta(13)_13^5 - zeta(13)_13^2, 
zeta(13)_13^11 + zeta(13)_13^8 + zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 +
zeta(13)_13^2, -zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 - zeta(13)_13^6 -
zeta(13)_13^5 - zeta(13)_13^2, -zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 -
zeta(13)_13^6 - zeta(13)_13^5 - zeta(13)_13^2 - 1, 0, 0, 0, 0, 0, 0, 0, -1, 1, 
-1, 1, -1, 1, 1, -1, 1, -1, -1, 1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 
-1, -1, -1, -1, -1, zeta(13)_13^11 + zeta(13)_13^8 + zeta(13)_13^7 + 
zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2, -zeta(13)_13^11 - zeta(13)_13^8 -
zeta(13)_13^7 - zeta(13)_13^6 - zeta(13)_13^5 - zeta(13)_13^2 - 1, 
zeta(13)_13^11 + zeta(13)_13^8 + zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 +
zeta(13)_13^2, -zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 - zeta(13)_13^6 -
zeta(13)_13^5 - zeta(13)_13^2 - 1, zeta(13)_13^11 + zeta(13)_13^8 + 
zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2, -zeta(13)_13^11 -
zeta(13)_13^8 - zeta(13)_13^7 - zeta(13)_13^6 - zeta(13)_13^5 - zeta(13)_13^2 - 
1, 0, 0, 0, -zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 - zeta(13)_13^6 - 
zeta(13)_13^5 - zeta(13)_13^2 - 1, -zeta(13)_13^11 - zeta(13)_13^8 - 
zeta(13)_13^7 - zeta(13)_13^6 - zeta(13)_13^5 - zeta(13)_13^2 - 1, 
zeta(13)_13^11 + zeta(13)_13^8 + zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 +
zeta(13)_13^2 + 1, -zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 - 
zeta(13)_13^6 - zeta(13)_13^5 - zeta(13)_13^2, zeta(13)_13^11 + zeta(13)_13^8 + 
zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2, -zeta(13)_13^11 -
zeta(13)_13^8 - zeta(13)_13^7 - zeta(13)_13^6 - zeta(13)_13^5 - zeta(13)_13^2, 
zeta(13)_13^11 + zeta(13)_13^8 + zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 +
zeta(13)_13^2, zeta(13)_13^11 + zeta(13)_13^8 + zeta(13)_13^7 + zeta(13)_13^6 + 
zeta(13)_13^5 + zeta(13)_13^2 + 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 
1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, zeta(13)_13^11 + zeta(13)_13^8 + 
zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2 + 1, 
zeta(13)_13^11 + zeta(13)_13^8 + zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 +
zeta(13)_13^2 + 1, zeta(13)_13^11 + zeta(13)_13^8 + zeta(13)_13^7 + 
zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2 + 1, -zeta(13)_13^11 - 
zeta(13)_13^8 - zeta(13)_13^7 - zeta(13)_13^6 - zeta(13)_13^5 - zeta(13)_13^2, 
-zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 - zeta(13)_13^6 - zeta(13)_13^5 
- zeta(13)_13^2, -zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 - zeta(13)_13^6
- zeta(13)_13^5 - zeta(13)_13^2, zeta(13)_13^11 + zeta(13)_13^8 + zeta(13)_13^7 
+ zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2 + 1, zeta(13)_13^11 + 
zeta(13)_13^8 + zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2, 
-zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 - zeta(13)_13^6 - zeta(13)_13^5 
- zeta(13)_13^2, zeta(13)_13^11 + zeta(13)_13^8 + zeta(13)_13^7 + zeta(13)_13^6 
+ zeta(13)_13^5 + zeta(13)_13^2, -zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7
- zeta(13)_13^6 - zeta(13)_13^5 - zeta(13)_13^2, zeta(13)_13^11 + zeta(13)_13^8 
+ zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2 + 1, 
-zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 - zeta(13)_13^6 - zeta(13)_13^5 
- zeta(13)_13^2 - 1, -zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 - 
zeta(13)_13^6 - zeta(13)_13^5 - zeta(13)_13^2, zeta(13)_13^11 + zeta(13)_13^8 + 
zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2, zeta(13)_13^11 + 
zeta(13)_13^8 + zeta(13)_13^7 + zeta(13)_13^6 + zeta(13)_13^5 + zeta(13)_13^2 + 
1, -zeta(13)_13^11 - zeta(13)_13^8 - zeta(13)_13^7 - zeta(13)_13^6 - 
zeta(13)_13^5 - zeta(13)_13^2 - 1, -zeta(13)_13^11 - zeta(13)_13^8 - 
zeta(13)_13^7 - zeta(13)_13^6 - zeta(13)_13^5 - zeta(13)_13^2 - 1, 0, 0, 0 )
*/

MatrixGroup<84,K | [
Matrix(K,84,84,
[[-1/13,-4/117,-1/39,5/234],[19/156,-1/26,1/78,-1/26
],[5/156,37/468,1/26,11/468],[1/12,-1/12,0,-1/12],
[-10/39,55/468,1/39,29/468],[23/156,-14/117,-7/78,
-1/117],[-5/156,-37/468,-1/26,-11/468],[-17/156,-17/234,
-7/156,1/117],[-59/78,2/3,61/156,37/156],[-11/26,2/9,
11/78,23/234],[-11/39,17/78,3/26,7/78],[47/156,-7/117,
-2/39,-23/468],[55/156,-17/117,-11/78,-43/468],[4/13,
-41/117,-11/52,-61/468],[57/26,-11/13,-2/3,-19/39],
[-25/26,37/234,11/78,19/117],[27/13,-85/117,-35/78,
-97/234],[4/13,-23/234,-1/6,-8/117],[-125/78,62/117,
5/13,77/234],[-55/78,19/78,5/39,2/13],[-45/26,31/39,
47/78,11/26],[-62/39,95/117,41/78,43/117],[157/156,
-73/234,-43/156,-47/234],[46/39,-20/39,-47/156,-41/156],
[2/3,-5/18,-1/4,-5/36],[-203/156,43/78,29/78,47/156],
[11/12,-4/9,-1/4,-2/9],[-8/39,11/117,11/156,31/468],
[31/156,0,-1/26,-1/52],[67/156,139/234,43/156,10/117],
[35/78,121/234,25/78,7/117],[-1/39,79/234,2/13,17/234],
[1/13,-101/234,-9/52,-53/468],[-19/39,-49/234,-5/52,
17/468],[-43/156,-11/78,1/52,1/39],[-17/78,-67/234,
-2/39,-17/234],[7/39,-11/234,-4/39,-1/234],[-23/78,
35/234,5/39,19/234],[4/13,-53/117,-3/26,-22/117],[
-1/13,23/117,2/13,11/234],[7/78,-79/234,-5/78,-1/9],
[1/13,11/234,-1/26,2/117],[-25/78,19/39,11/39,2/13],
[-1/52,-40/117,-9/52,-17/468],[11/78,-61/156,-3/13,
-11/78],[2/13,-85/468,-3/26,-5/117],[-11/156,21/52,
31/156,11/156],[41/156,-7/39,-7/52,-5/52],[-11/78,
79/468,5/78,7/234],[59/156,-215/468,-47/156,-35/234],
[149/156,-49/52,-43/78,-1/3],[25/26,-239/234,-47/78,
-85/234],[5/26,-17/234,-7/78,-1/18],[-4/13,61/234,
25/156,1/9],[-31/39,31/39,67/156,23/78],[-11/52,
109/468,5/39,19/234],[7/78,-2,-17/13,-19/39],[0,
82/117,43/78,37/234],[19/78,-259/117,-46/39,-127/234],
[-7/39,17/117,-1/3,5/234],[-4/13,347/234,29/39,7/18],
[-2/13,275/234,31/78,32/117],[-2/39,212/117,46/39,4/9],
[-2/3,-1/18,0,1/18],[41/78,-25/468,-4/39,-19/234],[
7/12,7/36,1/12,-1/36],[53/156,-55/468,-17/156,-29/468],
[-35/52,17/117,17/156,55/468],[5/39,5/468,-1/78,-2/117
],[-17/52,-9/52,-17/156,-1/156],[-28/39,205/468,17/52,
43/234],[-53/26,89/234,1/3,173/468],[-73/39,86/117,
35/78,95/234],[-35/78,23/234,4/39,14/117],[7/26,31/468,
-5/156,-19/468],[109/78,-235/468,-15/52,-125/468],[
55/78,-8/39,-2/13,-19/156],[-68/39,232/117,7/6,80/117],
[34/39,-80/117,-29/78,-59/234],[-193/78,304/117,3/2,
211/234],[8/39,1/117,0,-1/117],[89/78,-295/234,-29/39,
-4/9],[83/78,-257/234,-25/39,-7/18],[71/39,-83/39,
-97/78,-29/39],[11/13,-86/117,-5/13,-34/117],[-77/156,
74/117,4/13,22/117],[-107/156,295/468,16/39,113/468],
[-49/156,173/468,7/78,43/468],[7/13,-265/468,-25/78,
-83/468],[-23/156,5/78,7/78,5/78],[79/156,-107/468,
-5/26,-55/468],[-16/39,49/468,3/52,23/468],[-71/78,
53/52,31/52,25/78],[-21/26,53/78,29/78,10/39],[-7/39,
28/117,11/78,19/234],[19/39,-55/234,-2/13,-43/468],
[53/78,-121/234,-4/13,-103/468],[5/26,-19/52,-37/156,
-5/39],[109/78,58/117,1/6,1/234],[-53/78,-16/39,
-1/6,-7/78],[43/39,187/234,14/39,11/234],[14/39,0,
-5/78,2/39],[-79/78,-73/234,-4/39,11/117],[-3/13,
-77/234,-1/6,-1/234],[-38/39,-44/117,-5/39,-5/234],
[-50/39,235/234,49/78,46/117],[25/39,-137/234,-49/156,
-23/117],[121/156,-259/468,-55/156,-29/117],[31/52,
-31/52,-47/156,-7/39],[-47/52,371/468,35/78,31/117],
[29/39,-15/26,-61/156,-19/78],[-41/156,97/468,7/52,
8/117],[1/78,-23/156,-7/156,0],[11/78,-11/78,-5/78,
-3/52],[0,23/234,5/78,2/117],[0,2/117,1/39,-1/234
],[1/13,-49/468,-3/52,-23/468],[-1/26,23/468,7/156,
7/468],[-5/39,23/234,2/39,5/468],[-5/78,10/9,15/26,
61/234],[3/13,-71/117,-25/78,-16/117],[-11/78,58/39,
5/6,9/26],[1/6,-11/78,-5/39,-7/78],[-5/78,-68/117,
-23/78,-35/234],[7/39,-21/26,-16/39,-3/13],[5/78,
-287/234,-2/3,-32/117],[-137/78,59/78,41/78,11/26],
[95/78,-43/78,-29/78,-47/156],[35/26,-331/468,-73/156,
-149/468],[55/78,-109/468,-37/156,-83/468],[-18/13,
323/468,71/156,77/234],[59/78,-11/26,-5/26,-9/52],
[-47/78,113/468,25/156,61/468],[16/39,-97/468,-5/39,
-25/234],[75/52,-329/468,-77/156,-157/468],[103/78,
-173/234,-16/39,-35/117],[19/78,-41/234,-8/39,-11/117],
[-71/156,7/78,23/156,17/156],[-161/156,31/117,29/156,
95/468],[-17/52,47/468,7/52,43/468],[18/13,-745/234,
-71/39,-209/234],[-41/78,140/117,9/13,37/117],[62/39,
-769/234,-71/39,-112/117],[8/39,-47/117,-11/39,-17/234],
[-41/39,239/117,31/26,149/234],[-20/39,283/234,53/78,
89/234],[-33/26,17/6,62/39,31/39],[-14/39,-11/78,
-5/78,1/39],[19/52,-3/26,-7/156,-5/156],[9/26,-19/468,
-2/39,-8/117],[10/39,-29/468,-1/39,-4/117],[-23/52,
43/156,29/156,17/156],[3/52,16/117,1/52,-1/468],[
-2/13,-5/52,-2/39,-1/78],[-31/156,6/13,49/156,2/13],
[-9/13,29/39,67/156,41/156],[-47/78,241/234,43/78,
77/234],[-1/6,61/234,11/78,7/117],[-19/156,-2/39,
-5/78,1/52],[19/52,-179/234,-17/39,-95/468],[7/26,
-73/234,-35/156,-43/468],[-12/13,53/39,53/78,31/78],
[35/78,-49/78,-3/13,-2/13],[-59/39,137/78,1,15/26],
[1/26,5/39,-2/13,-1/26],[19/26,-85/117,-1/2,-32/117],[
20/39,-67/117,-37/78,-29/117],[43/39,-3/2,-59/78,-6/13],
[5/13,-2/39,-1/26,-2/39],[-1/2,1/9,1/12,1/18],[-1/4,
1/36,1/12,1/18],[-37/156,11/156,5/156,-1/78],[53/156,
-29/468,-1/39,-4/117],[-4/39,-1/117,-1/156,11/234],[
-25/156,23/468,3/52,5/234],[-5/39,11/234,-1/39,11/468],
[-14/39,61/156,43/156,19/156],[-11/78,1/6,4/39,2/39],
[-7/39,28/117,11/78,19/234],[1/39,25/468,3/52,2/117],[
1/6,-5/52,-1/52,-1/26],[10/39,-41/156,-25/156,-17/156],
[61/78,50/117,7/26,29/234],[-1/3,-17/78,-19/78,-2/13],
[55/78,80/117,9/26,17/234],[7/26,-5/26,1/26,5/39],
[-7/13,-50/117,-5/39,7/234],[-17/78,-1/3,-1/26,5/78],
[-55/78,-41/117,-7/39,-17/234],[-31/39,95/234,9/26,
43/234],[23/52,-19/234,-29/156,-25/468],[59/78,-185/468,
-5/26,-47/234],[8/39,-5/468,-2/13,2/117],[-115/156,
163/468,31/156,59/468],[71/156,-8/39,-11/156,-19/156],
[-17/78,7/52,1/26,2/39],[-7/78,7/78,17/156,7/78],
[-3/52,505/468,31/52,61/234],[-7/26,112/117,41/78,
2/9],[-5/39,101/234,17/78,11/117],[19/156,-59/156,
-8/39,-11/78],[7/52,-239/468,-7/26,-29/234],[-17/156,
-131/468,-23/156,-10/117],[-23/26,9/26,3/13,4/39],[
19/39,-1/3,-17/78,-1/39],[-61/78,67/117,31/78,49/234],
[-5/39,-7/78,-5/78,-5/26],[37/78,-11/78,-5/78,-11/78],
[1/6,-85/234,-5/39,-47/234],[2/3,-107/234,-7/26,-11/117
],[37/78,5/26,4/39,1/39],[-16/39,-55/468,-17/156,
5/234],[-31/78,-7/26,-1/13,-1/52],[-1/6,-1/18,
-1/6,-1/36],[14/39,131/468,23/156,1/468],[-1/78,
-85/468,-5/156,-5/117],[7/26,-11/234,-1/13,-35/468],
[25/156,-38/117,-7/39,-23/234],[53/52,-121/156,-6/13,
-15/52],[5/6,-34/39,-37/78,-11/39],[29/78,-8/117,
-3/26,-17/234],[-11/39,67/468,5/39,41/468],[-35/78,
295/468,14/39,101/468],[-11/52,35/156,3/26,1/12],[
55/78,-17/13,-21/26,-9/26],[-9/26,43/78,14/39,5/39],
[61/78,-160/117,-59/78,-50/117],[0,-1/18,-1/6,1/18],[
-31/78,209/234,1/2,32/117],[-11/39,71/117,11/39,47/234],
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Matrix(SparseMatrix(K,84,84,[<1,1,1/3*(w^3 - w - 12)>,<1,
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3/2>,<1,5,1/6*(w^3 - w - 15)>,<1,6,1/6*(-w^3 + w + 6)>,<1,
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15)>,<2,3,1/6*(-w^3 + w + 9)>,<2,4,1/6*(-w^3 + w + 3)>,<2,5,
1/6*(w^3 - w - 12)>,<2,6,1/2>,<2,7,1/6*(-w^3 + w + 3)>,<3,
1,1/3*(w^3 - w - 6)>,<3,2,1>,<3,3,1/3*(-w^3 + w + 6)>,<3,
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- w - 18)>,<4,6,1/6*(-2*w^3 + 2*w + 9)>,<4,7,1/6*(w^3 - w -
9)>,<5,1,1/3*(w^3 - w - 12)>,<5,2,1/6*(-w^3 + w + 21)>,<5,3,
1/2*(-w^3 + w + 8)>,<5,4,1/6*(w^3 - w + 6)>,<5,5,1/6*(2*w^3 -
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<6,1,1/3*(w^3 - w - 9)>,<6,2,1/6*(-w^3 + w + 18)>,<6,3,
1/6*(-2*w^3 + 2*w + 15)>,<6,4,3/2>,<6,5,1/6*(w^3 - w - 15)>,
<6,6,1/6*(-w^3 + w)>,<6,7,-1/2>,<7,1,1/3*(-w^3 + w + 9)>,
<7,2,1/6*(w^3 - w - 18)>,<7,3,1/6*(2*w^3 - 2*w - 9)>,<7,4,
-3/2>,<7,5,1/6*(-w^3 + w + 15)>,<7,6,1/6*(w^3 - w - 6)>,<7,
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1>,<11,13,1/3*(-w^3 + w + 9)>,<11,14,1>,<12,9,1>,<12,10,
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2*w + 15)>,<13,10,1/3*(-w^3 + w + 6)>,<13,12,1/6*(w^3 - w -
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w - 12)>,<14,14,1/6*(w^3 - w - 9)>,<15,15,1/3*(2*w^3 - 2*w -
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<15,18,1/3*(w^3 - w - 3)>,<15,19,1/3*(-w^3 + w + 12)>,<15,20,
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<16,21,1>,<17,15,1/3*(-2*w^3 + 2*w + 12)>,<17,16,1/3*(w^3 -
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<17,19,1/3*(w^3 - w - 9)>,<17,20,-1>,<17,21,1/3*(w^3 - w -
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<18,19,1/3*(w^3 - w - 12)>,<18,20,-2>,<18,21,1/3*(2*w^3 -
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21,1/3*(2*w^3 - 2*w - 18)>,<21,15,1/3*(w^3 - w - 12)>,<21,16,
1>,<21,17,1/3*(w^3 - w - 12)>,<21,18,-1>,<21,19,1/3*(-w^3
+ w + 6)>,<21,20,1/3*(-w^3 + w + 6)>,<21,21,1/3*(-w^3 + w +
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<22,28,1/6*(2*w^3 - 2*w - 15)>,<23,22,1/3*(w^3 - w - 9)>,
<23,23,1/6*(-w^3 + w + 15)>,<23,24,1/6*(-w^3 + w + 6)>,<23,
25,1/6*(-w^3 + w + 12)>,<23,26,1/6*(2*w^3 - 2*w - 15)>,<23,27,
1/6*(-w^3 + w + 9)>,<23,28,1/6*(w^3 - w - 6)>,<24,22,1/3*(w^3
- w - 12)>,<24,23,1/6*(-w^3 + w + 18)>,<24,24,1/6*(-2*w^3 +
2*w + 21)>,<24,25,3/2>,<24,26,1/2*(w^3 - w - 7)>,<24,27,
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1/3*(w^3 - w - 9)>,<25,23,1/6*(-w^3 + w + 9)>,<25,24,1/6*(-w^3
+ w + 18)>,<25,25,1/6*(-w^3 + w + 6)>,<25,26,1/6*(2*w^3 -
2*w - 15)>,<25,27,1/6*(-w^3 + w + 9)>,<25,28,1/6*(w^3 - w -
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<26,24,1/6*(-w^3 + w + 12)>,<26,25,1/6*(-w^3 + w + 12)>,<26,
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1/6*(w^3 - w - 6)>,<27,22,1/3*(w^3 - w - 9)>,<27,23,1/6*(-w^3
+ w + 15)>,<27,24,1/6*(-w^3 + w + 12)>,<27,25,1/6*(-w^3 + w +
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<27,28,1/6*(w^3 - w - 6)>,<28,22,1/3*(-w^3 + w + 9)>,<28,23,
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w - 12)>,<28,26,1/6*(-2*w^3 + 2*w + 15)>,<28,27,1/6*(w^3 - w -
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+ w + 9)>,<29,31,1>,<29,33,1/6*(w^3 - w)>,<29,34,1/6*(w^3 -
w - 6)>,<29,35,1/6*(w^3 - w - 3)>,<30,29,1/6*(-w^3 + w + 6)>,
<30,30,1/6*(-2*w^3 + 2*w + 15)>,<30,31,1/3*(-w^3 + w + 9)>,<30,
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<31,29,-1>,<31,30,1/3*(w^3 - w - 9)>,<31,31,1/3*(w^3 - w -
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<35,31,1>,<35,33,1>,<36,38,-1>,<37,36,1/3*(2*w^3 - 2*w -
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<37,39,1/3*(w^3 - w - 3)>,<37,40,1/3*(-w^3 + w + 12)>,<37,41,
2>,<37,42,1/3*(-2*w^3 + 2*w + 15)>,<38,36,-1>,<38,39,-1>,
<38,42,1>,<39,36,-1>,<39,38,1>,<39,39,-1>,<40,40,-1>,
<41,36,3>,<41,37,-2>,<41,38,1/3*(-w^3 + w + 9)>,<41,39,
1/3*(w^3 - w + 3)>,<41,40,1/3*(w^3 - w - 6)>,<41,41,1/3*(w^3
- w - 3)>,<41,42,-2>,<42,39,-1>,<43,43,1/117*(-23*w^3 -
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1/78*(-w^2 - 7*w - 9)>,<43,52,1/39*(-w^2 - 7*w - 9)>,<43,54,
1/26*(2*w^2 + w + 5)>,<43,55,1/78*(8*w^2 + 17*w + 33)>,<43,56,
1/78*(-w^2 - 7*w - 9)>,<43,57,1/39*(2*w^3 + 6*w^2 + w + 6)>,<43,
58,1/39*(-2*w^3 - 6*w^2 - w - 6)>,<43,59,1/117*(8*w^3 + 24*w^2 +
43*w + 24)>,<43,60,1/117*(4*w^3 + 12*w^2 - 37*w + 12)>,<43,61,
1/117*(-w^3 - 3*w^2 - 20*w - 3)>,<43,62,1/39*(-w^3 - 3*w^2 - 20*w
- 3)>,<43,63,1/117*(-7*w^3 - 21*w^2 - 23*w - 21)>,<43,68,1/3>,
<43,71,1/234*(-8*w^3 - 31*w - 3)>,<43,72,1/26*(-4*w^3 - 13*w^2
- 22*w - 8)>,<43,73,1/39*(-4*w^3 - 13*w^2 - 22*w - 8)>,<43,74,
1/117*(-4*w^3 - 39*w^2 - 35*w - 21)>,<43,75,1/234*(4*w^3 + 39*w^2 +
35*w + 21)>,<43,76,1/234*(20*w^3 + 39*w^2 + 97*w + 27)>,<43,77,
1/78*(4*w^3 + 13*w^2 + 22*w + 8)>,<43,82,1/39*(-3*w^3 - 4*w^2 -
12*w + 23)>,<43,83,1/39*(-3*w^3 - 4*w^2 - 12*w + 23)>,<44,44,
1/117*(-23*w^3 - 27*w^2 - 49*w + 75)>,<44,53,1/39*(-w^2 - 7*w -
9)>,<44,57,1/117*(-w^3 - 3*w^2 - 20*w - 3)>,<44,60,1/117*(-w^3 -
3*w^2 - 20*w - 3)>,<44,62,1/117*(-w^3 - 3*w^2 - 20*w - 3)>,<44,
63,1/117*(w^3 + 3*w^2 + 20*w + 3)>,<44,64,1/3>,<44,65,-1/6>,
<44,66,1/18*(w^3 - w - 9)>,<44,67,1/18*(-w^3 + w + 3)>,<44,68,
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<44,71,1/234*(4*w^3 - 39*w^2 - 4*w - 18)>,<44,72,1/234*(-20*w^3 -
39*w^2 - 97*w - 27)>,<44,73,1/117*(-8*w^3 - 31*w - 3)>,<44,74,
1/117*(-8*w^3 - 31*w - 3)>,<44,75,1/234*(-8*w^3 - 31*w - 3)>,
<44,76,1/234*(8*w^3 + 31*w + 3)>,<44,77,1/234*(4*w^3 + 39*w^2
+ 35*w + 21)>,<44,80,1/39*(-3*w^3 - 4*w^2 - 12*w + 23)>,<44,
83,1/39*(-3*w^3 - 4*w^2 - 12*w + 23)>,<45,45,1/117*(-23*w^3 -
27*w^2 - 49*w + 75)>,<45,50,1/78*(-7*w^2 - 10*w - 24)>,<45,51,
1/78*(-17*w^2 - 41*w - 75)>,<45,52,1/39*(-8*w^2 - 17*w - 33)>,<45,
53,1/39*(-w^2 - 7*w - 9)>,<45,54,1/78*(8*w^2 + 17*w + 33)>,<45,
55,1/78*(10*w^2 + 31*w + 51)>,<45,56,1/78*(w^2 + 7*w + 9)>,<45,
57,1/117*(-w^3 - 3*w^2 - 20*w - 3)>,<45,62,1/117*(-w^3 - 3*w^2 -
20*w - 3)>,<45,64,1/9*(w^3 - w - 9)>,<45,65,1/18*(-w^3 + w +
18)>,<45,66,1/18*(-2*w^3 + 2*w + 15)>,<45,67,1/2>,<45,68,
1/18*(w^3 - w - 15)>,<45,69,1/18*(-w^3 + w + 6)>,<45,70,-1/6>,
<45,72,1/117*(-8*w^3 - 31*w - 3)>,<45,73,1/117*(-8*w^3 - 31*w -
3)>,<45,74,1/117*(-8*w^3 - 31*w - 3)>,<45,78,1/117*(-101*w^3 -
126*w^2 - 196*w + 471)>,<45,79,1/117*(46*w^3 + 57*w^2 + 80*w -
201)>,<45,80,1/117*(-101*w^3 - 126*w^2 - 196*w + 471)>,<45,81,
1/39*(-3*w^3 - 4*w^2 - 12*w + 23)>,<45,82,1/117*(55*w^3 + 69*w^2 +
116*w - 270)>,<45,83,1/117*(37*w^3 + 45*w^2 + 44*w - 132)>,<45,
84,1/117*(92*w^3 + 114*w^2 + 160*w - 402)>,<46,46,1/117*(-23*w^3
- 27*w^2 - 49*w + 75)>,<46,51,1/39*(-w^2 - 7*w - 9)>,<46,62,
1/117*(-w^3 - 3*w^2 - 20*w - 3)>,<46,63,1/117*(-w^3 - 3*w^2 -
20*w - 3)>,<46,64,-1/3>,<46,65,1/2>,<46,66,1/18*(-w^3 + w +
9)>,<46,67,1/18*(w^3 - w + 3)>,<46,68,1/18*(w^3 - w - 6)>,<46,
69,-1/6>,<46,70,1/18*(w^3 - w - 3)>,<46,71,1/234*(-4*w^3 +
39*w^2 + 4*w + 18)>,<46,72,1/234*(4*w^3 + 39*w^2 + 35*w + 21)>,
<46,73,1/117*(8*w^3 + 31*w + 3)>,<46,75,1/234*(8*w^3 + 31*w +
3)>,<46,76,1/234*(-8*w^3 - 31*w - 3)>,<46,77,1/234*(-4*w^3 -
39*w^2 - 35*w - 21)>,<46,78,1/39*(-3*w^3 - 4*w^2 - 12*w + 23)>,
<46,80,1/39*(3*w^3 + 4*w^2 + 12*w - 23)>,<46,81,1/39*(-3*w^3
- 4*w^2 - 12*w + 23)>,<46,83,1/39*(-3*w^3 - 4*w^2 - 12*w +
23)>,<47,47,1/117*(-23*w^3 - 27*w^2 - 49*w + 75)>,<47,50,
1/78*(-w^2 - 7*w - 9)>,<47,51,1/26*(-8*w^2 - 17*w - 33)>,<47,52,
1/39*(-8*w^2 - 17*w - 33)>,<47,53,1/39*(-7*w^2 - 10*w - 24)>,<47,
54,1/78*(7*w^2 + 10*w + 24)>,<47,55,1/26*(3*w^2 + 8*w + 14)>,<47,
56,1/78*(8*w^2 + 17*w + 33)>,<47,61,1/117*(-w^3 - 3*w^2 - 20*w -
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65,1/18*(-w^3 + w + 12)>,<47,66,1/6>,<47,67,1/2>,<47,68,
1/18*(w^3 - w - 9)>,<47,69,1/18*(-w^3 + w + 6)>,<47,70,1/6>,
<47,71,1/234*(-8*w^3 - 31*w - 3)>,<47,72,1/78*(4*w^3 + 13*w^2 +
22*w + 8)>,<47,73,1/117*(8*w^3 + 31*w + 3)>,<47,75,1/234*(-4*w^3
- 39*w^2 - 35*w - 21)>,<47,76,1/234*(-4*w^3 - 39*w^2 - 35*w - 21)>,
<47,77,1/234*(4*w^3 - 39*w^2 - 4*w - 18)>,<47,78,1/117*(-92*w^3
- 114*w^2 - 160*w + 402)>,<47,79,1/117*(37*w^3 + 45*w^2 + 44*w -
132)>,<47,80,1/117*(-92*w^3 - 114*w^2 - 160*w + 402)>,<47,81,
1/117*(-28*w^3 - 33*w^2 - 8*w + 63)>,<47,82,1/117*(55*w^3 + 69*w^2
+ 116*w - 270)>,<47,83,1/39*(3*w^3 + 4*w^2 + 12*w - 23)>,<47,84,
1/117*(83*w^3 + 102*w^2 + 124*w - 333)>,<48,48,1/117*(-23*w^3 -
27*w^2 - 49*w + 75)>,<48,50,1/78*(-8*w^2 - 17*w - 33)>,<48,51,
1/78*(-11*w^2 - 38*w - 60)>,<48,52,1/39*(-8*w^2 - 17*w - 33)>,
<48,53,1/39*(-w^2 - 7*w - 9)>,<48,54,1/78*(w^2 + 7*w + 9)>,<48,
55,1/26*(5*w^2 + 9*w + 19)>,<48,56,1/78*(7*w^2 + 10*w + 24)>,
<48,62,1/117*(-w^3 - 3*w^2 - 20*w - 3)>,<48,69,1/3>,<48,71,
1/78*(-4*w^3 - 13*w^2 - 22*w - 8)>,<48,72,1/78*(-12*w^3 - 13*w^2 -
53*w - 11)>,<48,73,1/39*(-4*w^3 - 13*w^2 - 22*w - 8)>,<48,74,
1/117*(-8*w^3 - 31*w - 3)>,<48,75,1/234*(8*w^3 + 31*w + 3)>,<48,
76,1/234*(16*w^3 + 78*w^2 + 101*w + 45)>,<48,77,1/234*(4*w^3 +
39*w^2 + 35*w + 21)>,<48,83,1/39*(-3*w^3 - 4*w^2 - 12*w + 23)>,
<49,49,1/117*(-23*w^3 - 27*w^2 - 49*w + 75)>,<49,55,1/39*(-w^2 -
7*w - 9)>,<49,57,1/117*(-10*w^3 - 30*w^2 - 83*w - 30)>,<49,58,
1/117*(2*w^3 + 6*w^2 + 40*w + 6)>,<49,59,1/117*(-16*w^3 - 48*w^2 -
86*w - 48)>,<49,60,1/117*(5*w^3 + 15*w^2 - 17*w + 15)>,<49,61,
1/117*(8*w^3 + 24*w^2 + 43*w + 24)>,<49,62,1/117*(8*w^3 + 24*w^2 +
43*w + 24)>,<49,63,1/117*(10*w^3 + 30*w^2 + 83*w + 30)>,<49,64,
1/9*(w^3 - w - 9)>,<49,65,1/9*(-w^3 + w + 6)>,<49,66,1/9*(-w^3
+ w + 9)>,<49,67,1/9*(-w^3 + w + 3)>,<49,68,1/9*(w^3 - w -
9)>,<49,69,1/3>,<49,70,-1/3>,<49,72,1/117*(8*w^3 + 31*w +
3)>,<49,74,1/117*(8*w^3 + 31*w + 3)>,<49,77,1/117*(-8*w^3 -
31*w - 3)>,<49,78,1/117*(-74*w^3 - 90*w^2 - 88*w + 264)>,<49,
79,1/117*(37*w^3 + 45*w^2 + 44*w - 132)>,<49,80,1/117*(-55*w^3
- 69*w^2 - 116*w + 270)>,<49,81,1/117*(-19*w^3 - 21*w^2 + 28*w
- 6)>,<49,82,1/117*(46*w^3 + 57*w^2 + 80*w - 201)>,<49,83,
1/39*(6*w^3 + 8*w^2 + 24*w - 46)>,<49,84,1/117*(46*w^3 + 57*w^2
+ 80*w - 201)>,<50,43,1/117*(-11*w^3 - 18*w^2 - 37*w + 24)>,
<50,44,1/18*(w^3 + 5*w - 3)>,<50,45,1/234*(17*w^3 + 42*w^2 +
43*w - 30)>,<50,46,1/234*(5*w^3 - 6*w^2 + 31*w - 18)>,<50,47,
1/234*(-14*w^3 - 30*w^2 - 40*w + 27)>,<50,48,1/78*(w^3 + 4*w^2 +
w - 1)>,<50,49,1/234*(-11*w^3 - 18*w^2 - 37*w + 24)>,<50,50,
1/117*(-8*w^3 + 12*w^2 - 25*w - 12)>,<50,58,1/117*(4*w^3 + 36*w^2
+ 14*w + 72)>,<50,62,1/117*(4*w^3 + 36*w^2 + 14*w + 72)>,<50,
66,1/117*(10*w^3 - 12*w^2 + 23*w - 36)>,<50,71,1/234*(8*w^3 +
27*w^2 + 64*w + 51)>,<50,72,1/234*(25*w^3 + 99*w^2 + 200*w +
174)>,<50,73,1/117*(11*w^3 + 42*w^2 + 88*w + 75)>,<50,74,
1/39*(w^3 + 5*w^2 + 8*w + 8)>,<50,75,1/234*(-11*w^3 - 42*w^2 -
88*w - 75)>,<50,76,1/234*(-17*w^3 - 72*w^2 - 136*w - 123)>,<50,
77,1/78*(-w^3 - 5*w^2 - 8*w - 8)>,<50,78,1/117*(7*w^3 + 27*w^2 +
26*w - 3)>,<50,83,1/117*(7*w^3 + 27*w^2 + 26*w - 3)>,<51,46,
1/39*(-w^3 - 4*w^2 - w + 1)>,<51,51,1/117*(-8*w^3 + 12*w^2 -
25*w - 12)>,<51,62,1/117*(4*w^3 + 36*w^2 + 14*w + 72)>,<51,
63,1/117*(4*w^3 + 36*w^2 + 14*w + 72)>,<51,64,1/117*(-10*w^3 +
12*w^2 - 23*w + 36)>,<51,65,1/78*(10*w^3 - 12*w^2 + 23*w - 36)>,
<51,66,1/78*(5*w^3 + 7*w^2 + 5*w - 31)>,<51,67,1/234*(25*w^3 -
69*w^2 + 77*w - 51)>,<51,68,1/234*(-5*w^3 - 33*w^2 + 8*w + 57)>,
<51,69,1/234*(-10*w^3 + 12*w^2 - 23*w + 36)>,<51,70,1/234*(5*w^3
- 45*w^2 + 31*w + 21)>,<51,71,1/234*(-5*w^3 - 12*w^2 - 40*w - 27)>,
<51,72,1/234*(-8*w^3 - 27*w^2 - 64*w - 51)>,<51,73,1/39*(-w^3
- 5*w^2 - 8*w - 8)>,<51,75,1/78*(-w^3 - 5*w^2 - 8*w - 8)>,<51,
76,1/78*(w^3 + 5*w^2 + 8*w + 8)>,<51,77,1/234*(8*w^3 + 27*w^2 +
64*w + 51)>,<51,78,1/117*(7*w^3 + 27*w^2 + 26*w - 3)>,<51,80,
1/117*(-7*w^3 - 27*w^2 - 26*w + 3)>,<51,81,1/117*(7*w^3 + 27*w^2 +
26*w - 3)>,<51,83,1/117*(7*w^3 + 27*w^2 + 26*w - 3)>,<52,43,
1/117*(11*w^3 + 18*w^2 + 37*w - 24)>,<52,44,1/234*(-14*w^3 -
30*w^2 - 40*w + 27)>,<52,45,1/234*(-19*w^3 - 24*w^2 - 71*w +
45)>,<52,46,1/78*(-w^3 - 4*w^2 - w + 1)>,<52,47,1/234*(17*w^3 +
42*w^2 + 43*w - 30)>,<52,48,1/234*(-8*w^3 - 6*w^2 - 34*w + 21)>,
<52,49,1/78*(w^3 + 4*w^2 + w - 1)>,<52,52,1/117*(-8*w^3 + 12*w^2
- 25*w - 12)>,<52,57,1/39*(4*w^3 + 36*w^2 + 92*w + 124)>,<52,
58,1/39*(-2*w^3 - 18*w^2 - 46*w - 62)>,<52,59,1/117*(16*w^3 +
144*w^2 + 290*w + 444)>,<52,61,1/117*(-10*w^3 - 90*w^2 - 152*w
- 258)>,<52,62,1/117*(-10*w^3 - 90*w^2 - 152*w - 258)>,<52,
63,1/39*(-4*w^3 - 36*w^2 - 92*w - 124)>,<52,64,1/39*(-5*w^3 -
7*w^2 - 5*w + 31)>,<52,65,1/78*(5*w^3 + 7*w^2 + 5*w - 31)>,<52,
66,1/234*(25*w^3 + 9*w^2 + 38*w - 129)>,<52,67,1/234*(5*w^3 +
33*w^2 - 8*w - 57)>,<52,68,1/234*(-20*w^3 - 54*w^2 - 7*w + 150)>,
<52,69,1/78*(5*w^3 + 7*w^2 + 5*w - 31)>,<52,70,1/234*(-5*w^3 -
33*w^2 + 8*w + 57)>,<52,72,1/39*(-w^3 - 5*w^2 - 8*w - 8)>,<52,
74,1/39*(-w^3 - 5*w^2 - 8*w - 8)>,<52,75,1/39*(w^3 + 5*w^2 +
8*w + 8)>,<52,78,1/117*(14*w^3 + 54*w^2 + 52*w - 6)>,<52,79,
1/117*(-14*w^3 - 54*w^2 - 52*w + 6)>,<52,80,1/39*(10*w^3 + 20*w^2
+ 39*w - 8)>,<52,81,1/39*(-3*w^3 + 7*w^2 - 13*w + 5)>,<52,82,
1/117*(-23*w^3 - 33*w^2 - 91*w + 21)>,<52,83,1/117*(-23*w^3 -
33*w^2 - 91*w + 21)>,<52,84,1/117*(-14*w^3 - 54*w^2 - 52*w +
6)>,<53,44,1/39*(-w^3 - 4*w^2 - w + 1)>,<53,53,1/117*(-8*w^3 +
12*w^2 - 25*w - 12)>,<53,57,1/117*(4*w^3 + 36*w^2 + 14*w + 72)>,
<53,60,1/117*(4*w^3 + 36*w^2 + 14*w + 72)>,<53,62,1/117*(4*w^3 +
36*w^2 + 14*w + 72)>,<53,63,1/117*(-4*w^3 - 36*w^2 - 14*w - 72)>,
<53,64,1/117*(10*w^3 - 12*w^2 + 23*w - 36)>,<53,65,1/234*(-10*w^3
+ 12*w^2 - 23*w + 36)>,<53,66,1/78*(-5*w^3 - 7*w^2 - 5*w + 31)>,
<53,67,1/234*(-5*w^3 + 45*w^2 - 31*w - 21)>,<53,68,1/234*(5*w^3 +
33*w^2 - 8*w - 57)>,<53,69,1/234*(10*w^3 - 12*w^2 + 23*w - 36)>,
<53,70,1/234*(-5*w^3 + 45*w^2 - 31*w - 21)>,<53,71,1/234*(5*w^3
+ 12*w^2 + 40*w + 27)>,<53,72,1/234*(14*w^3 + 57*w^2 + 112*w +
99)>,<53,73,1/39*(w^3 + 5*w^2 + 8*w + 8)>,<53,74,1/39*(w^3 +
5*w^2 + 8*w + 8)>,<53,75,1/78*(w^3 + 5*w^2 + 8*w + 8)>,<53,76,
1/78*(-w^3 - 5*w^2 - 8*w - 8)>,<53,77,1/234*(-8*w^3 - 27*w^2 -
64*w - 51)>,<53,80,1/117*(7*w^3 + 27*w^2 + 26*w - 3)>,<53,83,
1/117*(7*w^3 + 27*w^2 + 26*w - 3)>,<54,43,1/117*(11*w^3 + 18*w^2
+ 37*w - 24)>,<54,44,1/234*(-17*w^3 - 42*w^2 - 43*w + 30)>,<54,
45,1/234*(-14*w^3 - 30*w^2 - 40*w + 27)>,<54,46,1/234*(-14*w^3
- 30*w^2 - 40*w + 27)>,<54,47,1/234*(19*w^3 + 24*w^2 + 71*w -
45)>,<54,48,1/234*(-11*w^3 - 18*w^2 - 37*w + 24)>,<54,49,
1/234*(8*w^3 + 6*w^2 + 34*w - 21)>,<54,54,1/117*(-8*w^3 + 12*w^2 -
25*w - 12)>,<54,57,1/39*(4*w^3 + 36*w^2 + 14*w + 72)>,<54,58,
1/117*(-8*w^3 - 72*w^2 - 28*w - 144)>,<54,59,1/39*(2*w^3 + 18*w^2
+ 46*w + 62)>,<54,60,1/117*(10*w^3 + 90*w^2 - 82*w + 102)>,<54,
61,1/117*(-2*w^3 - 18*w^2 - 124*w - 114)>,<54,62,1/39*(2*w^3 +
18*w^2 - 32*w + 10)>,<54,63,1/117*(-8*w^3 - 72*w^2 - 28*w - 144)>,
<54,70,1/117*(-10*w^3 + 12*w^2 - 23*w + 36)>,<54,76,1/39*(-w^3 -
5*w^2 - 8*w - 8)>,<54,78,1/117*(-44*w^3 - 114*w^2 - 169*w + 30)>,
<54,79,1/117*(14*w^3 + 54*w^2 + 52*w - 6)>,<54,80,1/39*(-20*w^3
- 40*w^2 - 78*w + 16)>,<54,81,1/39*(3*w^3 - 7*w^2 + 13*w - 5)>,
<54,82,1/39*(10*w^3 + 20*w^2 + 39*w - 8)>,<54,83,1/39*(10*w^3 +
20*w^2 + 39*w - 8)>,<54,84,1/117*(44*w^3 + 114*w^2 + 169*w - 30)>,
<55,49,1/39*(-w^3 - 4*w^2 - w + 1)>,<55,55,1/117*(-8*w^3 +
12*w^2 - 25*w - 12)>,<55,57,1/117*(14*w^3 + 126*w^2 + 166*w +
330)>,<55,58,1/117*(-8*w^3 - 72*w^2 - 28*w - 144)>,<55,59,
1/39*(4*w^3 + 36*w^2 + 92*w + 124)>,<55,60,1/39*(2*w^3 + 18*w^2 -
32*w + 10)>,<55,61,1/39*(-2*w^3 - 18*w^2 - 46*w - 62)>,<55,62,
1/39*(-2*w^3 - 18*w^2 - 46*w - 62)>,<55,63,1/117*(-14*w^3 - 126*w^2
- 166*w - 330)>,<55,64,1/39*(-5*w^3 - 7*w^2 - 5*w + 31)>,<55,65,
1/117*(5*w^3 + 33*w^2 - 8*w - 57)>,<55,66,1/39*(5*w^3 + 7*w^2 +
5*w - 31)>,<55,67,1/117*(-5*w^3 + 45*w^2 - 31*w - 21)>,<55,68,
1/39*(-5*w^3 - 7*w^2 - 5*w + 31)>,<55,69,1/117*(10*w^3 - 12*w^2 +
23*w - 36)>,<55,70,1/117*(-10*w^3 + 12*w^2 - 23*w + 36)>,<55,72,
1/39*(-w^3 - 5*w^2 - 8*w - 8)>,<55,74,1/39*(-w^3 - 5*w^2 - 8*w -
8)>,<55,77,1/39*(w^3 + 5*w^2 + 8*w + 8)>,<55,78,1/117*(46*w^3
+ 66*w^2 + 182*w - 42)>,<55,79,1/117*(-23*w^3 - 33*w^2 - 91*w
+ 21)>,<55,80,1/117*(37*w^3 + 87*w^2 + 143*w - 27)>,<55,81,
1/39*(3*w^3 - 7*w^2 + 13*w - 5)>,<55,82,1/39*(-10*w^3 - 20*w^2 -
39*w + 8)>,<55,83,1/117*(-14*w^3 - 54*w^2 - 52*w + 6)>,<55,84,
1/39*(-10*w^3 - 20*w^2 - 39*w + 8)>,<56,43,1/117*(11*w^3 + 18*w^2
+ 37*w - 24)>,<56,44,1/117*(-11*w^3 - 18*w^2 - 37*w + 24)>,<56,
45,1/117*(-11*w^3 - 18*w^2 - 37*w + 24)>,<56,46,1/117*(-8*w^3 -
6*w^2 - 34*w + 21)>,<56,47,1/117*(11*w^3 + 18*w^2 + 37*w - 24)>,
<56,48,1/39*(-w^3 - 4*w^2 - w + 1)>,<56,49,1/39*(w^3 + 4*w^2 +
w - 1)>,<56,56,1/117*(-8*w^3 + 12*w^2 - 25*w - 12)>,<56,57,
1/117*(8*w^3 + 72*w^2 + 262*w + 300)>,<56,58,1/117*(-2*w^3 -
18*w^2 - 124*w - 114)>,<56,59,1/117*(10*w^3 + 90*w^2 + 152*w +
258)>,<56,60,1/117*(-2*w^3 - 18*w^2 + 110*w + 42)>,<56,61,
1/39*(-2*w^3 - 18*w^2 - 46*w - 62)>,<56,63,1/39*(-2*w^3 - 18*w^2
- 46*w - 62)>,<56,64,1/39*(-5*w^3 - 7*w^2 - 5*w + 31)>,<56,65,
1/234*(20*w^3 + 54*w^2 + 7*w - 150)>,<56,66,1/234*(35*w^3 - 3*w^2
+ 61*w - 165)>,<56,67,1/78*(5*w^3 + 7*w^2 + 5*w - 31)>,<56,68,
1/234*(-25*w^3 - 9*w^2 - 38*w + 129)>,<56,69,1/234*(10*w^3 - 12*w^2
+ 23*w - 36)>,<56,70,1/78*(-5*w^3 - 7*w^2 - 5*w + 31)>,<56,71,
1/39*(-w^3 - 5*w^2 - 8*w - 8)>,<56,72,1/39*(w^3 + 5*w^2 + 8*w +
8)>,<56,74,1/39*(w^3 + 5*w^2 + 8*w + 8)>,<56,78,1/117*(7*w^3 +
27*w^2 + 26*w - 3)>,<56,79,1/117*(-7*w^3 - 27*w^2 - 26*w + 3)>,
<56,81,1/117*(7*w^3 + 27*w^2 + 26*w - 3)>,<56,83,1/117*(7*w^3 +
27*w^2 + 26*w - 3)>,<57,45,1/39*(-3*w^3 + w^2 - 3*w + 16)>,<57,
48,1/39*(3*w^3 - w^2 + 3*w - 16)>,<57,50,1/234*(8*w^3 + 30*w^2 +
85*w - 78)>,<57,51,1/234*(-61*w^3 - 63*w^2 - 29*w + 39)>,<57,
54,1/78*(23*w^3 + 31*w^2 + 38*w - 39)>,<57,55,1/234*(-53*w^3 -
33*w^2 + 56*w - 39)>,<57,56,1/234*(-61*w^3 - 63*w^2 - 29*w + 39)>,
<57,57,1/117*(-2*w^3 - 39*w^2 - 37*w + 9)>,<57,64,1/117*(7*w^3 +
15*w^2 + 20*w - 33)>,<57,65,1/234*(-34*w^3 - 6*w^2 - 47*w + 60)>,
<57,66,1/234*(-5*w^3 - 33*w^2 - 31*w + 57)>,<57,67,1/26*(-3*w^3 +
w^2 - 3*w + 3)>,<57,68,1/234*(25*w^3 + 9*w^2 + 38*w - 51)>,<57,
69,1/234*(20*w^3 - 24*w^2 + 7*w + 6)>,<57,70,1/78*(3*w^3 - w^2 +
3*w - 3)>,<57,71,1/78*(-21*w^3 - 30*w^2 - 46*w + 78)>,<57,72,
1/234*(-79*w^3 - 111*w^2 - 191*w + 312)>,<57,73,1/117*(-47*w^3
- 69*w^2 - 85*w + 156)>,<57,75,1/234*(16*w^3 + 21*w^2 + 53*w -
78)>,<57,76,1/234*(110*w^3 + 159*w^2 + 223*w - 390)>,<57,77,
1/234*(47*w^3 + 69*w^2 + 85*w - 156)>,<57,78,1/117*(w^3 - 99*w^2 -
226*w - 447)>,<57,79,1/117*(-2*w^3 + 42*w^2 + 101*w + 192)>,<57,
80,1/117*(w^3 - 99*w^2 - 226*w - 447)>,<57,81,1/39*(-w^3 - 5*w^2 -
8*w - 21)>,<57,82,1/117*(w^3 + 57*w^2 + 125*w + 255)>,<57,83,
1/117*(-2*w^3 + 42*w^2 + 101*w + 192)>,<57,84,1/117*(-4*w^3 +
84*w^2 + 202*w + 384)>,<58,43,1/117*(-20*w^3 - 15*w^2 - 7*w +
150)>,<58,44,1/18*(w^3 + 3*w^2 - w - 12)>,<58,45,1/234*(38*w^3
+ 9*w^2 + 25*w - 246)>,<58,46,1/234*(2*w^3 + 21*w^2 - 11*w -
54)>,<58,47,1/234*(-29*w^3 - 12*w^2 - 16*w + 198)>,<58,48,
1/26*(3*w^3 - w^2 + 3*w - 16)>,<58,49,1/234*(-20*w^3 - 15*w^2 -
7*w + 150)>,<58,50,1/234*(61*w^3 + 63*w^2 + 29*w - 39)>,<58,51,
1/234*(101*w^3 + 213*w^2 + 454*w - 429)>,<58,52,1/117*(77*w^3
+ 123*w^2 + 199*w - 195)>,<58,53,1/117*(8*w^3 + 30*w^2 + 85*w
- 78)>,<58,54,1/234*(-8*w^3 - 30*w^2 - 85*w + 78)>,<58,55,
1/234*(-146*w^3 - 216*w^2 - 313*w + 312)>,<58,56,1/78*(-23*w^3 -
31*w^2 - 38*w + 39)>,<58,58,1/117*(-2*w^3 - 39*w^2 - 37*w + 9)>,
<58,66,1/39*(-3*w^3 + w^2 - 3*w + 3)>,<58,69,1/39*(3*w^3 - w^2
+ 3*w - 3)>,<58,71,1/234*(-16*w^3 - 21*w^2 - 53*w + 78)>,<58,
72,1/234*(31*w^3 + 48*w^2 + 32*w - 78)>,<58,75,1/234*(-47*w^3 -
69*w^2 - 85*w + 156)>,<58,76,1/78*(5*w^3 + 9*w^2 - 7*w)>,<58,
77,1/234*(31*w^3 + 48*w^2 + 32*w - 78)>,<58,78,1/39*(-w^3 -
5*w^2 - 8*w - 21)>,<59,43,1/39*(-3*w^3 + w^2 - 3*w + 16)>,<59,
44,1/78*(3*w^3 - w^2 + 3*w - 16)>,<59,45,1/234*(20*w^3 + 15*w^2 +
7*w - 150)>,<59,46,1/234*(-2*w^3 - 21*w^2 + 11*w + 54)>,<59,47,
1/234*(-11*w^3 - 18*w^2 + 2*w + 102)>,<59,48,1/78*(3*w^3 - w^2 +
3*w - 16)>,<59,49,1/234*(-2*w^3 - 21*w^2 + 11*w + 54)>,<59,50,
1/117*(8*w^3 + 30*w^2 + 85*w - 78)>,<59,51,1/117*(8*w^3 + 30*w^2
+ 85*w - 78)>,<59,52,1/39*(23*w^3 + 31*w^2 + 38*w - 39)>,<59,
54,1/117*(-8*w^3 - 30*w^2 - 85*w + 78)>,<59,55,1/39*(-23*w^3 -
31*w^2 - 38*w + 39)>,<59,59,1/117*(-2*w^3 - 39*w^2 - 37*w + 9)>,
<59,64,1/39*(-3*w^3 + w^2 - 3*w + 3)>,<59,69,1/39*(3*w^3 - w^2 +
3*w - 3)>,<59,71,1/234*(-16*w^3 - 21*w^2 - 53*w + 78)>,<59,72,
1/234*(-95*w^3 - 132*w^2 - 244*w + 390)>,<59,73,1/117*(-47*w^3
- 69*w^2 - 85*w + 156)>,<59,74,1/117*(-16*w^3 - 21*w^2 - 53*w +
78)>,<59,75,1/78*(-5*w^3 - 9*w^2 + 7*w)>,<59,76,1/234*(47*w^3 +
69*w^2 + 85*w - 156)>,<59,77,1/78*(21*w^3 + 30*w^2 + 46*w - 78)>,
<59,78,1/117*(-8*w^3 + 12*w^2 + 53*w + 66)>,<59,79,1/117*(8*w^3 -
12*w^2 - 53*w - 66)>,<59,80,1/117*(-2*w^3 + 42*w^2 + 101*w + 192)>,
<59,81,1/117*(-14*w^3 - 18*w^2 + 5*w - 60)>,<59,82,1/39*(-w^3 -
5*w^2 - 8*w - 21)>,<59,83,1/39*(-2*w^3 - 10*w^2 - 16*w - 42)>,<59,
84,1/117*(5*w^3 - 27*w^2 - 77*w - 129)>,<60,44,1/39*(-3*w^3 +
w^2 - 3*w + 16)>,<60,45,1/39*(3*w^3 - w^2 + 3*w - 16)>,<60,
46,1/39*(-3*w^3 + w^2 - 3*w + 16)>,<60,48,1/39*(3*w^3 - w^2 +
3*w - 16)>,<60,50,1/234*(146*w^3 + 216*w^2 + 313*w - 312)>,<60,
51,1/18*(19*w^3 + 33*w^2 + 59*w - 57)>,<60,52,1/117*(154*w^3 +
246*w^2 + 398*w - 390)>,<60,53,1/117*(8*w^3 + 30*w^2 + 85*w -
78)>,<60,54,1/234*(-85*w^3 - 153*w^2 - 284*w + 273)>,<60,55,
1/234*(-239*w^3 - 399*w^2 - 682*w + 663)>,<60,56,1/234*(-77*w^3 -
123*w^2 - 199*w + 195)>,<60,60,1/117*(-2*w^3 - 39*w^2 - 37*w +
9)>,<60,64,1/117*(-7*w^3 - 15*w^2 - 20*w + 33)>,<60,65,
1/234*(16*w^3 + 12*w^2 + 29*w - 42)>,<60,66,1/234*(5*w^3 +
33*w^2 + 31*w - 57)>,<60,67,1/78*(3*w^3 - w^2 + 3*w - 3)>,<60,
68,1/234*(-25*w^3 - 9*w^2 - 38*w + 51)>,<60,69,1/234*(16*w^3 +
12*w^2 + 29*w - 42)>,<60,70,1/78*(-3*w^3 + w^2 - 3*w + 3)>,<60,
71,1/78*(-21*w^3 - 30*w^2 - 46*w + 78)>,<60,72,1/78*(-37*w^3 -
51*w^2 - 99*w + 156)>,<60,73,1/117*(-79*w^3 - 111*w^2 - 191*w +
312)>,<60,74,1/117*(-16*w^3 - 21*w^2 - 53*w + 78)>,<60,75,
1/234*(16*w^3 + 21*w^2 + 53*w - 78)>,<60,76,1/234*(110*w^3 +
159*w^2 + 223*w - 390)>,<60,77,1/234*(47*w^3 + 69*w^2 + 85*w -
156)>,<60,78,1/117*(-4*w^3 + 84*w^2 + 202*w + 384)>,<60,79,
1/117*(2*w^3 - 42*w^2 - 101*w - 192)>,<60,80,1/117*(-w^3 + 99*w^2 +
226*w + 447)>,<60,82,1/117*(-w^3 - 57*w^2 - 125*w - 255)>,<60,
83,1/117*(2*w^3 - 42*w^2 - 101*w - 192)>,<60,84,1/117*(4*w^3 -
84*w^2 - 202*w - 384)>,<61,47,1/39*(-3*w^3 + w^2 - 3*w + 16)>,
<61,48,1/39*(3*w^3 - w^2 + 3*w - 16)>,<61,50,1/78*(23*w^3 +
31*w^2 + 38*w - 39)>,<61,51,1/18*(-10*w^3 - 12*w^2 - 11*w +
12)>,<61,53,1/117*(-61*w^3 - 63*w^2 - 29*w + 39)>,<61,54,
1/234*(61*w^3 + 63*w^2 + 29*w - 39)>,<61,55,1/234*(-61*w^3 -
63*w^2 - 29*w + 39)>,<61,56,1/234*(8*w^3 + 30*w^2 + 85*w - 78)>,
<61,61,1/117*(-2*w^3 - 39*w^2 - 37*w + 9)>,<61,64,1/39*(3*w^3 -
w^2 + 3*w - 3)>,<61,65,1/234*(-16*w^3 - 12*w^2 - 29*w + 42)>,<61,
66,1/78*(-3*w^3 + w^2 - 3*w + 3)>,<61,67,1/26*(-3*w^3 + w^2 -
3*w + 3)>,<61,68,1/234*(7*w^3 + 15*w^2 + 20*w - 33)>,<61,69,
1/234*(20*w^3 - 24*w^2 + 7*w + 6)>,<61,70,1/78*(-3*w^3 + w^2 -
3*w + 3)>,<61,71,1/234*(-47*w^3 - 69*w^2 - 85*w + 156)>,<61,72,
1/78*(-58*w^3 - 81*w^2 - 145*w + 234)>,<61,73,1/117*(-79*w^3 -
111*w^2 - 191*w + 312)>,<61,74,1/117*(-16*w^3 - 21*w^2 - 53*w
+ 78)>,<61,75,1/78*(21*w^3 + 30*w^2 + 46*w - 78)>,<61,76,
1/234*(157*w^3 + 228*w^2 + 308*w - 546)>,<61,77,1/6*(2*w^3 + 3*w^2
+ 3*w - 6)>,<61,78,1/117*(4*w^3 - 84*w^2 - 202*w - 384)>,<61,
79,1/117*(-5*w^3 + 27*w^2 + 77*w + 129)>,<61,80,1/117*(4*w^3 -
84*w^2 - 202*w - 384)>,<61,81,1/117*(8*w^3 - 12*w^2 - 53*w - 66)>,
<61,82,1/117*(w^3 + 57*w^2 + 125*w + 255)>,<61,83,1/39*(2*w^3 +
10*w^2 + 16*w + 42)>,<61,84,1/117*(-7*w^3 + 69*w^2 + 178*w + 321)>,
<62,48,1/39*(-3*w^3 + w^2 - 3*w + 16)>,<62,50,1/234*(-77*w^3 -
123*w^2 - 199*w + 195)>,<62,51,1/234*(-101*w^3 - 213*w^2 - 454*w +
429)>,<62,52,1/117*(-77*w^3 - 123*w^2 - 199*w + 195)>,<62,53,
1/117*(-8*w^3 - 30*w^2 - 85*w + 78)>,<62,54,1/234*(8*w^3 + 30*w^2 +
85*w - 78)>,<62,55,1/234*(146*w^3 + 216*w^2 + 313*w - 312)>,<62,
56,1/78*(23*w^3 + 31*w^2 + 38*w - 39)>,<62,62,1/117*(-2*w^3 -
39*w^2 - 37*w + 9)>,<62,69,1/39*(-3*w^3 + w^2 - 3*w + 3)>,<62,
71,1/78*(21*w^3 + 30*w^2 + 46*w - 78)>,<62,72,1/78*(37*w^3 +
51*w^2 + 99*w - 156)>,<62,73,1/39*(21*w^3 + 30*w^2 + 46*w -
78)>,<62,74,1/117*(16*w^3 + 21*w^2 + 53*w - 78)>,<62,75,
1/234*(-16*w^3 - 21*w^2 - 53*w + 78)>,<62,76,1/234*(-110*w^3
- 159*w^2 - 223*w + 390)>,<62,77,1/234*(-47*w^3 - 69*w^2 -
85*w + 156)>,<62,83,1/39*(-w^3 - 5*w^2 - 8*w - 21)>,<63,46,
1/39*(-3*w^3 + w^2 - 3*w + 16)>,<63,48,1/39*(3*w^3 - w^2 + 3*w -
16)>,<63,50,1/234*(77*w^3 + 123*w^2 + 199*w - 195)>,<63,51,
1/234*(85*w^3 + 153*w^2 + 284*w - 273)>,<63,52,1/117*(77*w^3 +
123*w^2 + 199*w - 195)>,<63,53,1/117*(8*w^3 + 30*w^2 + 85*w
- 78)>,<63,54,1/234*(-8*w^3 - 30*w^2 - 85*w + 78)>,<63,55,
1/234*(-146*w^3 - 216*w^2 - 313*w + 312)>,<63,56,1/78*(-23*w^3 -
31*w^2 - 38*w + 39)>,<63,63,1/117*(-2*w^3 - 39*w^2 - 37*w + 9)>,
<63,64,1/39*(3*w^3 - w^2 + 3*w - 3)>,<63,65,1/26*(-3*w^3 +
w^2 - 3*w + 3)>,<63,66,1/234*(-7*w^3 - 15*w^2 - 20*w + 33)>,<63,
67,1/234*(-29*w^3 + 27*w^2 - 16*w + 3)>,<63,68,1/234*(-2*w^3 +
18*w^2 + 11*w - 24)>,<63,69,1/26*(3*w^3 - w^2 + 3*w - 3)>,<63,
70,1/234*(-11*w^3 + 21*w^2 + 2*w - 15)>,<63,71,1/117*(-47*w^3 -
69*w^2 - 85*w + 156)>,<63,72,1/117*(-79*w^3 - 111*w^2 - 191*w +
312)>,<63,73,1/117*(-79*w^3 - 111*w^2 - 191*w + 312)>,<63,74,
1/117*(-16*w^3 - 21*w^2 - 53*w + 78)>,<63,76,1/39*(21*w^3 + 30*w^2
+ 46*w - 78)>,<63,77,1/117*(47*w^3 + 69*w^2 + 85*w - 156)>,<63,
78,1/39*(-w^3 - 5*w^2 - 8*w - 21)>,<63,80,1/39*(w^3 + 5*w^2 +
8*w + 21)>,<63,81,1/39*(-w^3 - 5*w^2 - 8*w - 21)>,<64,43,
1/117*(8*w^3 + 6*w^2 + 34*w - 21)>,<64,44,1/234*(-8*w^3 - 6*w^2 -
34*w + 21)>,<64,45,1/234*(-25*w^3 - 48*w^2 - 77*w + 51)>,<64,
46,1/26*(w^3 + 4*w^2 + w - 1)>,<64,47,1/234*(17*w^3 + 42*w^2 +
43*w - 30)>,<64,48,1/234*(8*w^3 + 6*w^2 + 34*w - 21)>,<64,49,
1/26*(w^3 + 4*w^2 + w - 1)>,<64,50,1/78*(w^3 + 6*w^2 + 2*w - 9)>,
<64,51,1/78*(8*w^3 + 9*w^2 + 16*w - 33)>,<64,52,1/117*(7*w^3 +
3*w^2 + 14*w - 24)>,<64,53,1/117*(7*w^3 + 3*w^2 + 14*w - 24)>,
<64,54,1/234*(7*w^3 + 3*w^2 + 14*w - 24)>,<64,55,1/234*(-7*w^3 -
3*w^2 - 14*w + 24)>,<64,56,1/234*(-10*w^3 - 21*w^2 - 20*w + 51)>,
<64,59,1/39*(w^3 + w^2 + 6*w - 15)>,<64,62,1/39*(w^3 + w^2 +
6*w - 15)>,<64,64,1/117*(19*w^3 + 24*w^2 + 71*w - 45)>,<64,71,
1/234*(-w^3 + 21*w^2 + 31*w + 96)>,<64,72,1/234*(-2*w^3 + 3*w^2
+ 23*w + 36)>,<64,73,1/117*(-2*w^3 + 3*w^2 + 23*w + 36)>,<64,
75,1/234*(-w^3 - 18*w^2 - 8*w - 60)>,<64,76,1/78*(w^3 - 8*w^2 -
18*w - 44)>,<64,77,1/234*(-2*w^3 + 3*w^2 + 23*w + 36)>,<64,78,
1/117*(13*w^3 + 9*w^2 + 50*w - 75)>,<64,79,1/117*(-13*w^3 - 9*w^2
- 50*w + 75)>,<64,80,1/39*(13*w^3 + 17*w^2 + 28*w - 55)>,<64,
81,1/117*(-13*w^3 - 33*w^2 + 16*w + 15)>,<64,82,1/117*(-13*w^3
- 21*w^2 - 17*w + 45)>,<64,83,1/39*(-13*w^3 - 21*w^2 - 17*w +
45)>,<64,84,1/117*(-26*w^3 - 30*w^2 - 67*w + 120)>,<65,43,
1/117*(-8*w^3 - 6*w^2 - 34*w + 21)>,<65,44,1/234*(7*w^3 - 24*w^2
+ 59*w - 33)>,<65,45,1/234*(17*w^3 + 42*w^2 + 43*w - 30)>,<65,
46,1/78*(5*w^3 - 6*w^2 + 31*w - 18)>,<65,47,1/234*(-8*w^3 -
6*w^2 - 34*w + 21)>,<65,48,1/26*(w^3 + 4*w^2 + w - 1)>,<65,49,
1/234*(-17*w^3 - 42*w^2 - 43*w + 30)>,<65,50,1/117*(7*w^3 + 3*w^2
+ 14*w - 24)>,<65,51,1/39*(8*w^3 + 9*w^2 + 16*w - 33)>,<65,52,
1/117*(17*w^3 + 24*w^2 + 34*w - 75)>,<65,53,1/117*(7*w^3 + 3*w^2
+ 14*w - 24)>,<65,54,1/117*(-7*w^3 - 3*w^2 - 14*w + 24)>,<65,
55,1/117*(-17*w^3 - 24*w^2 - 34*w + 75)>,<65,56,1/117*(-7*w^3 -
3*w^2 - 14*w + 24)>,<65,57,1/39*(-8*w^3 - 8*w^2 - 9*w + 42)>,<65,
58,1/39*(w^3 + w^2 + 6*w - 15)>,<65,59,1/13*(-3*w^3 - 3*w^2 -
5*w + 19)>,<65,61,1/39*(7*w^3 + 7*w^2 + 3*w - 27)>,<65,62,
1/39*(8*w^3 + 8*w^2 + 9*w - 42)>,<65,63,1/13*(3*w^3 + 3*w^2 +
5*w - 19)>,<65,65,1/117*(19*w^3 + 24*w^2 + 71*w - 45)>,<65,
74,1/117*(-2*w^3 + 3*w^2 + 23*w + 36)>,<65,78,1/117*(-13*w^3 -
21*w^2 - 17*w + 45)>,<65,81,1/117*(-13*w^3 - 21*w^2 - 17*w +
45)>,<65,83,1/117*(-13*w^3 - 21*w^2 - 17*w + 45)>,<65,84,
1/117*(13*w^3 + 21*w^2 + 17*w - 45)>,<66,43,1/117*(25*w^3 +
48*w^2 + 77*w - 51)>,<66,44,1/18*(-2*w^3 - 6*w^2 - 4*w + 3)>,<66,
45,1/234*(-41*w^3 - 60*w^2 - 145*w + 93)>,<66,46,1/26*(-w^3 -
4*w^2 - w + 1)>,<66,47,1/78*(11*w^3 + 18*w^2 + 37*w - 24)>,<66,
48,1/234*(-8*w^3 - 6*w^2 - 34*w + 21)>,<66,49,1/234*(25*w^3 +
48*w^2 + 77*w - 51)>,<66,50,1/117*(7*w^3 + 3*w^2 + 14*w - 24)>,
<66,58,1/39*(w^3 + w^2 + 6*w - 15)>,<66,62,1/39*(w^3 + w^2 +
6*w - 15)>,<66,66,1/117*(19*w^3 + 24*w^2 + 71*w - 45)>,<66,71,
1/234*(-w^3 + 21*w^2 + 31*w + 96)>,<66,72,1/234*(-8*w^3 + 51*w^2 +
131*w + 300)>,<66,73,1/39*(-w^3 + 8*w^2 + 18*w + 44)>,<66,74,
1/117*(-2*w^3 + 3*w^2 + 23*w + 36)>,<66,75,1/78*(w^3 - 8*w^2 -
18*w - 44)>,<66,76,1/234*(7*w^3 - 30*w^2 - 100*w - 204)>,<66,
77,1/234*(2*w^3 - 3*w^2 - 23*w - 36)>,<66,78,1/117*(-13*w^3 -
21*w^2 - 17*w + 45)>,<66,83,1/117*(-13*w^3 - 21*w^2 - 17*w + 45)>,
<67,43,1/117*(8*w^3 + 6*w^2 + 34*w - 21)>,<67,44,1/26*(w^3 +
4*w^2 + w - 1)>,<67,45,1/234*(-17*w^3 - 42*w^2 - 43*w + 30)>,
<67,46,1/234*(w^3 + 30*w^2 - 25*w + 12)>,<67,47,1/234*(8*w^3 +
6*w^2 + 34*w - 21)>,<67,48,1/26*(-w^3 - 4*w^2 - w + 1)>,<67,49,
1/234*(17*w^3 + 42*w^2 + 43*w - 30)>,<67,50,1/117*(-7*w^3 - 3*w^2
- 14*w + 24)>,<67,51,1/117*(-17*w^3 - 24*w^2 - 34*w + 75)>,<67,
52,1/117*(-17*w^3 - 24*w^2 - 34*w + 75)>,<67,54,1/117*(7*w^3 +
3*w^2 + 14*w - 24)>,<67,55,1/117*(17*w^3 + 24*w^2 + 34*w - 75)>,
<67,56,1/117*(7*w^3 + 3*w^2 + 14*w - 24)>,<67,57,1/13*(3*w^3 +
3*w^2 + 5*w - 19)>,<67,58,1/39*(-w^3 - w^2 - 6*w + 15)>,<67,
59,1/13*(3*w^3 + 3*w^2 + 5*w - 19)>,<67,60,1/39*(w^3 + w^2 +
6*w - 15)>,<67,61,1/39*(-7*w^3 - 7*w^2 - 3*w + 27)>,<67,62,
1/13*(-2*w^3 - 2*w^2 + w + 4)>,<67,63,1/13*(-3*w^3 - 3*w^2 -
5*w + 19)>,<67,67,1/117*(19*w^3 + 24*w^2 + 71*w - 45)>,<67,
72,1/117*(-2*w^3 + 3*w^2 + 23*w + 36)>,<67,83,1/117*(-13*w^3 -
21*w^2 - 17*w + 45)>,<67,84,1/117*(-13*w^3 - 21*w^2 - 17*w + 45)>,
<68,43,1/117*(8*w^3 + 6*w^2 + 34*w - 21)>,<68,50,1/234*(10*w^3 +
21*w^2 + 20*w - 51)>,<68,51,1/234*(7*w^3 + 3*w^2 + 14*w - 24)>,
<68,52,1/117*(7*w^3 + 3*w^2 + 14*w - 24)>,<68,54,1/78*(-w^3 -
6*w^2 - 2*w + 9)>,<68,55,1/234*(-17*w^3 - 24*w^2 - 34*w + 75)>,
<68,56,1/234*(7*w^3 + 3*w^2 + 14*w - 24)>,<68,57,1/13*(-2*w^3
- 2*w^2 + w + 4)>,<68,58,1/13*(2*w^3 + 2*w^2 - w - 4)>,<68,
59,1/39*(-8*w^3 - 8*w^2 - 9*w + 42)>,<68,60,1/39*(-4*w^3 -
4*w^2 + 15*w - 18)>,<68,61,1/39*(w^3 + w^2 + 6*w - 15)>,<68,
62,1/13*(w^3 + w^2 + 6*w - 15)>,<68,63,1/39*(7*w^3 + 7*w^2 +
3*w - 27)>,<68,68,1/117*(19*w^3 + 24*w^2 + 71*w - 45)>,<68,71,
1/234*(-2*w^3 + 3*w^2 + 23*w + 36)>,<68,72,1/26*(-w^3 + 8*w^2 +
18*w + 44)>,<68,73,1/39*(-w^3 + 8*w^2 + 18*w + 44)>,<68,74,
1/117*(-w^3 + 21*w^2 + 31*w + 96)>,<68,75,1/234*(w^3 - 21*w^2 -
31*w - 96)>,<68,76,1/234*(5*w^3 - 27*w^2 - 77*w - 168)>,<68,77,
1/78*(w^3 - 8*w^2 - 18*w - 44)>,<68,82,1/117*(-13*w^3 - 21*w^2 -
17*w + 45)>,<68,83,1/117*(-13*w^3 - 21*w^2 - 17*w + 45)>,<69,
48,1/117*(8*w^3 + 6*w^2 + 34*w - 21)>,<69,50,1/234*(17*w^3 +
24*w^2 + 34*w - 75)>,<69,51,1/234*(38*w^3 + 33*w^2 + 76*w - 147)>,
<69,52,1/117*(17*w^3 + 24*w^2 + 34*w - 75)>,<69,53,1/117*(7*w^3
+ 3*w^2 + 14*w - 24)>,<69,54,1/234*(-7*w^3 - 3*w^2 - 14*w + 24)>,
<69,55,1/26*(-3*w^3 - 5*w^2 - 6*w + 14)>,<69,56,1/234*(-10*w^3 -
21*w^2 - 20*w + 51)>,<69,62,1/39*(w^3 + w^2 + 6*w - 15)>,<69,69,
1/117*(19*w^3 + 24*w^2 + 71*w - 45)>,<69,71,1/78*(-w^3 + 8*w^2 +
18*w + 44)>,<69,72,1/78*(-3*w^3 + 11*w^2 + 41*w + 80)>,<69,73,
1/39*(-w^3 + 8*w^2 + 18*w + 44)>,<69,74,1/117*(-2*w^3 + 3*w^2 +
23*w + 36)>,<69,75,1/234*(2*w^3 - 3*w^2 - 23*w - 36)>,<69,76,
1/234*(4*w^3 - 45*w^2 - 85*w - 228)>,<69,77,1/234*(w^3 - 21*w^2 -
31*w - 96)>,<69,83,1/117*(-13*w^3 - 21*w^2 - 17*w + 45)>,<70,
43,1/117*(25*w^3 + 48*w^2 + 77*w - 51)>,<70,44,1/234*(-41*w^3 -
60*w^2 - 145*w + 93)>,<70,45,1/78*(-11*w^3 - 18*w^2 - 37*w + 24)>,
<70,46,1/78*(-11*w^3 - 18*w^2 - 37*w + 24)>,<70,47,1/78*(14*w^3
+ 30*w^2 + 40*w - 27)>,<70,48,1/234*(-25*w^3 - 48*w^2 - 77*w
+ 51)>,<70,49,1/234*(17*w^3 + 42*w^2 + 43*w - 30)>,<70,54,
1/117*(-7*w^3 - 3*w^2 - 14*w + 24)>,<70,57,1/13*(-w^3 - w^2 -
6*w + 15)>,<70,58,1/39*(2*w^3 + 2*w^2 + 12*w - 30)>,<70,59,
1/39*(-8*w^3 - 8*w^2 - 9*w + 42)>,<70,60,1/39*(4*w^3 + 4*w^2 -
15*w + 18)>,<70,61,1/39*(7*w^3 + 7*w^2 + 3*w - 27)>,<70,62,
1/39*(5*w^3 + 5*w^2 - 9*w + 3)>,<70,63,1/39*(2*w^3 + 2*w^2 +
12*w - 30)>,<70,70,1/117*(19*w^3 + 24*w^2 + 71*w - 45)>,<70,76,
1/117*(-2*w^3 + 3*w^2 + 23*w + 36)>,<70,78,1/117*(-65*w^3 - 93*w^2
- 118*w + 255)>,<70,79,1/117*(26*w^3 + 42*w^2 + 34*w - 90)>,<70,
80,1/39*(-26*w^3 - 34*w^2 - 56*w + 110)>,<70,81,1/39*(-4*w^2 +
11*w - 10)>,<70,82,1/39*(13*w^3 + 17*w^2 + 28*w - 55)>,<70,83,
1/39*(13*w^3 + 17*w^2 + 28*w - 55)>,<70,84,1/117*(65*w^3 + 93*w^2
+ 118*w - 255)>,<71,43,1/117*(-4*w^3 - 3*w^2 - 17*w - 9)>,<71,
44,1/117*(10*w^3 - 12*w^2 + 23*w + 3)>,<71,45,1/117*(4*w^3 +
3*w^2 + 17*w + 9)>,<71,46,1/117*(16*w^3 - 27*w^2 + 29*w - 3)>,
<71,47,1/117*(-4*w^3 - 3*w^2 - 17*w - 9)>,<71,48,1/39*(-2*w^3 +
5*w^2 - 2*w + 2)>,<71,49,1/39*(2*w^3 - 5*w^2 + 2*w - 2)>,<71,51,
1/39*(2*w^3 + 9*w^2 + 9*w + 7)>,<71,53,1/39*(2*w^3 + 9*w^2 + 9*w +
7)>,<71,56,1/39*(-2*w^3 - 9*w^2 - 9*w - 7)>,<71,57,1/39*(-10*w^3
- 18*w^2 - 38*w)>,<71,58,1/39*(5*w^3 + 9*w^2 + 19*w)>,<71,
59,1/117*(-23*w^3 - 57*w^2 - 103*w)>,<71,60,1/117*(-7*w^3 +
3*w^2 - 11*w)>,<71,61,1/117*(19*w^3 + 42*w^2 + 80*w)>,<71,62,
1/117*(8*w^3 + 30*w^2 + 46*w)>,<71,63,1/117*(19*w^3 + 42*w^2 +
80*w)>,<71,64,1/117*(-4*w^3 + 36*w^2 + 100*w + 225)>,<71,65,
1/18*(-w^3 - 11*w - 18)>,<71,66,1/78*(6*w^3 - 28*w^2 - 46*w -
123)>,<71,67,1/234*(-10*w^3 + 12*w^2 - 62*w - 81)>,<71,68,
1/234*(-11*w^3 + 60*w^2 + 119*w + 297)>,<71,69,1/234*(7*w^3 -
24*w^2 - 19*w - 72)>,<71,70,1/234*(-4*w^3 + 36*w^2 + 100*w + 225)>,
<71,71,1/39*(9*w^3 + 21*w^2 + 21*w - 14)>,<71,79,1/39*(9*w^3 +
15*w^2 + 18*w - 16)>,<71,83,1/39*(9*w^3 + 15*w^2 + 18*w - 16)>,
<72,43,1/39*(2*w^3 - 5*w^2 + 2*w - 2)>,<72,44,1/234*(-16*w^3 +
27*w^2 - 29*w + 3)>,<72,45,1/234*(10*w^3 - 12*w^2 + 23*w + 3)>,
<72,46,1/234*(-22*w^3 + 42*w^2 - 35*w + 9)>,<72,47,1/78*(2*w^3 -
5*w^2 + 2*w - 2)>,<72,48,1/234*(16*w^3 - 27*w^2 + 29*w - 3)>,<72,
49,1/234*(-10*w^3 + 12*w^2 - 23*w - 3)>,<72,50,1/39*(-2*w^3 -
9*w^2 - 9*w - 7)>,<72,51,1/117*(-22*w^3 - 60*w^2 - 125*w - 51)>,
<72,52,1/117*(-22*w^3 - 60*w^2 - 125*w - 51)>,<72,54,1/39*(2*w^3
+ 9*w^2 + 9*w + 7)>,<72,55,1/117*(22*w^3 + 60*w^2 + 125*w + 51)>,
<72,56,1/39*(2*w^3 + 9*w^2 + 9*w + 7)>,<72,57,1/117*(23*w^3 +
57*w^2 + 103*w)>,<72,58,1/117*(-4*w^3 - 15*w^2 - 23*w)>,<72,
59,1/117*(23*w^3 + 57*w^2 + 103*w)>,<72,60,1/117*(4*w^3 +
15*w^2 + 23*w)>,<72,61,1/39*(-5*w^3 - 9*w^2 - 19*w)>,<72,62,
1/117*(-11*w^3 - 12*w^2 - 34*w)>,<72,63,1/117*(-23*w^3 - 57*w^2
- 103*w)>,<72,67,1/117*(-7*w^3 + 24*w^2 + 19*w + 72)>,<72,72,
1/39*(9*w^3 + 21*w^2 + 21*w - 14)>,<72,83,1/39*(9*w^3 + 15*w^2
+ 18*w - 16)>,<72,84,1/39*(9*w^3 + 15*w^2 + 18*w - 16)>,<73,
44,1/39*(-2*w^3 + 5*w^2 - 2*w + 2)>,<73,45,1/39*(2*w^3 - 5*w^2
+ 2*w - 2)>,<73,46,1/39*(-2*w^3 + 5*w^2 - 2*w + 2)>,<73,50,
1/234*(16*w^3 + 33*w^2 + 98*w + 30)>,<73,51,1/234*(38*w^3 + 93*w^2
+ 223*w + 81)>,<73,52,1/117*(22*w^3 + 60*w^2 + 125*w + 51)>,<73,
54,1/234*(-22*w^3 - 60*w^2 - 125*w - 51)>,<73,55,1/234*(-34*w^3 -
114*w^2 - 179*w - 93)>,<73,56,1/78*(-2*w^3 - 9*w^2 - 9*w - 7)>,
<73,60,1/117*(-4*w^3 - 15*w^2 - 23*w)>,<73,62,1/117*(-4*w^3 -
15*w^2 - 23*w)>,<73,64,1/117*(4*w^3 - 36*w^2 - 100*w - 225)>,<73,
65,1/234*(-11*w^3 + 60*w^2 + 119*w + 297)>,<73,66,1/234*(-w^3 +
48*w^2 + 181*w + 378)>,<73,67,1/234*(-7*w^3 + 24*w^2 + 19*w + 72)>,
<73,68,1/78*(6*w^3 - 28*w^2 - 46*w - 123)>,<73,69,1/78*(w^3 +
4*w^2 + 27*w + 51)>,<73,70,1/234*(7*w^3 - 24*w^2 - 19*w - 72)>,
<73,73,1/39*(9*w^3 + 21*w^2 + 21*w - 14)>,<73,78,1/117*(146*w^3 +
252*w^2 + 448*w - 378)>,<73,79,1/117*(-73*w^3 - 126*w^2 - 224*w +
189)>,<73,80,1/117*(173*w^3 + 297*w^2 + 502*w - 426)>,<73,82,
1/117*(-100*w^3 - 171*w^2 - 278*w + 237)>,<73,83,1/117*(-100*w^3
- 171*w^2 - 278*w + 237)>,<73,84,1/117*(-146*w^3 - 252*w^2 -
448*w + 378)>,<74,43,1/39*(-2*w^3 + 5*w^2 - 2*w + 2)>,<74,
44,1/234*(28*w^3 - 57*w^2 + 41*w - 15)>,<74,45,1/234*(-10*w^3 +
12*w^2 - 23*w - 3)>,<74,46,1/234*(34*w^3 - 72*w^2 + 47*w - 21)>,
<74,47,1/78*(-2*w^3 + 5*w^2 - 2*w + 2)>,<74,48,1/234*(-16*w^3 +
27*w^2 - 29*w + 3)>,<74,49,1/234*(10*w^3 - 12*w^2 + 23*w + 3)>,
<74,50,1/39*(2*w^3 + 9*w^2 + 9*w + 7)>,<74,51,1/117*(28*w^3 +
87*w^2 + 152*w + 72)>,<74,52,1/117*(22*w^3 + 60*w^2 + 125*w + 51)>,
<74,53,1/39*(2*w^3 + 9*w^2 + 9*w + 7)>,<74,54,1/39*(-2*w^3 -
9*w^2 - 9*w - 7)>,<74,55,1/117*(-22*w^3 - 60*w^2 - 125*w - 51)>,
<74,56,1/39*(-2*w^3 - 9*w^2 - 9*w - 7)>,<74,57,1/117*(-19*w^3
- 42*w^2 - 80*w)>,<74,58,1/117*(4*w^3 + 15*w^2 + 23*w)>,<74,
59,1/117*(-23*w^3 - 57*w^2 - 103*w)>,<74,61,1/39*(5*w^3 +
9*w^2 + 19*w)>,<74,62,1/117*(19*w^3 + 42*w^2 + 80*w)>,<74,63,
1/117*(23*w^3 + 57*w^2 + 103*w)>,<74,65,1/117*(-7*w^3 + 24*w^2 +
19*w + 72)>,<74,74,1/39*(9*w^3 + 21*w^2 + 21*w - 14)>,<74,78,
1/39*(9*w^3 + 15*w^2 + 18*w - 16)>,<74,81,1/39*(9*w^3 + 15*w^2 +
18*w - 16)>,<74,83,1/39*(9*w^3 + 15*w^2 + 18*w - 16)>,<74,84,
1/39*(-9*w^3 - 15*w^2 - 18*w + 16)>,<75,43,1/117*(4*w^3 + 3*w^2
+ 17*w + 9)>,<75,44,1/234*(14*w^3 - 48*w^2 + w - 27)>,<75,45,
1/234*(-14*w^3 + 9*w^2 - 40*w - 12)>,<75,46,1/26*(2*w^3 - 5*w^2
+ 2*w - 2)>,<75,47,1/234*(-8*w^3 + 33*w^2 + 5*w + 21)>,<75,
48,1/234*(-10*w^3 + 12*w^2 - 23*w - 3)>,<75,49,1/78*(-2*w^3
+ 5*w^2 - 2*w + 2)>,<75,51,1/39*(2*w^3 + 9*w^2 + 9*w + 7)>,
<75,52,1/39*(2*w^3 + 9*w^2 + 9*w + 7)>,<75,53,1/39*(2*w^3 +
9*w^2 + 9*w + 7)>,<75,57,1/39*(14*w^3 + 33*w^2 + 61*w)>,<75,
58,1/117*(-19*w^3 - 42*w^2 - 80*w)>,<75,59,1/39*(14*w^3 +
33*w^2 + 61*w)>,<75,60,1/117*(4*w^3 + 15*w^2 + 23*w)>,<75,
61,1/117*(-23*w^3 - 57*w^2 - 103*w)>,<75,62,1/39*(-5*w^3 -
9*w^2 - 19*w)>,<75,63,1/117*(-38*w^3 - 84*w^2 - 160*w)>,<75,
64,1/117*(4*w^3 - 36*w^2 - 100*w - 225)>,<75,65,1/78*(-6*w^3 +
28*w^2 + 46*w + 123)>,<75,66,1/234*(-11*w^3 + 60*w^2 + 119*w +
297)>,<75,67,1/234*(-11*w^3 + 60*w^2 + 119*w + 297)>,<75,68,
1/234*(w^3 - 48*w^2 - 181*w - 378)>,<75,69,1/234*(-4*w^3 + 36*w^2
+ 100*w + 225)>,<75,70,1/78*(-w^3 - 4*w^2 - 27*w - 51)>,<75,75,
1/39*(9*w^3 + 21*w^2 + 21*w - 14)>,<75,78,1/13*(9*w^3 + 15*w^2 +
18*w - 16)>,<75,79,1/39*(-18*w^3 - 30*w^2 - 36*w + 32)>,<75,80,
1/117*(73*w^3 + 126*w^2 + 224*w - 189)>,<75,81,1/117*(35*w^3 +
54*w^2 - 8*w - 3)>,<75,82,1/117*(-46*w^3 - 81*w^2 - 170*w + 141)>,
<75,83,1/117*(8*w^3 + 9*w^2 - 62*w + 45)>,<75,84,1/39*(-18*w^3 -
30*w^2 - 36*w + 32)>,<76,43,1/117*(-4*w^3 - 3*w^2 - 17*w - 9)>,
<76,44,1/234*(-8*w^3 + 33*w^2 + 5*w + 21)>,<76,45,1/234*(-2*w^3 +
18*w^2 + 11*w + 15)>,<76,46,1/234*(-2*w^3 + 18*w^2 + 11*w + 15)>,
<76,47,1/234*(-14*w^3 + 9*w^2 - 40*w - 12)>,<76,48,1/234*(4*w^3 +
3*w^2 + 17*w + 9)>,<76,49,1/234*(-10*w^3 + 12*w^2 - 23*w - 3)>,
<76,54,1/39*(-2*w^3 - 9*w^2 - 9*w - 7)>,<76,57,1/39*(-4*w^3
- 15*w^2 - 23*w)>,<76,58,1/117*(8*w^3 + 30*w^2 + 46*w)>,<76,
59,1/117*(-19*w^3 - 42*w^2 - 80*w)>,<76,60,1/39*(w^3 - 6*w^2 -
4*w)>,<76,61,1/39*(5*w^3 + 9*w^2 + 19*w)>,<76,62,1/117*(7*w^3
- 3*w^2 + 11*w)>,<76,63,1/117*(8*w^3 + 30*w^2 + 46*w)>,<76,70,
1/117*(-7*w^3 + 24*w^2 + 19*w + 72)>,<76,76,1/39*(9*w^3 + 21*w^2 +
21*w - 14)>,<76,78,1/117*(127*w^3 + 216*w^2 + 332*w - 285)>,<76,
79,1/39*(-18*w^3 - 30*w^2 - 36*w + 32)>,<76,80,1/117*(146*w^3
+ 252*w^2 + 448*w - 378)>,<76,81,1/117*(8*w^3 + 9*w^2 - 62*w +
45)>,<76,82,1/117*(-73*w^3 - 126*w^2 - 224*w + 189)>,<76,83,
1/117*(-73*w^3 - 126*w^2 - 224*w + 189)>,<76,84,1/117*(-127*w^3 -
216*w^2 - 332*w + 285)>,<77,44,1/39*(2*w^3 - 5*w^2 + 2*w - 2)>,
<77,46,1/39*(2*w^3 - 5*w^2 + 2*w - 2)>,<77,49,1/39*(2*w^3 -
5*w^2 + 2*w - 2)>,<77,51,1/39*(2*w^3 + 9*w^2 + 9*w + 7)>,<77,53,
1/39*(2*w^3 + 9*w^2 + 9*w + 7)>,<77,55,1/39*(2*w^3 + 9*w^2 + 9*w +
7)>,<77,57,1/117*(31*w^3 + 87*w^2 + 149*w)>,<77,58,1/117*(-8*w^3
- 30*w^2 - 46*w)>,<77,59,1/117*(38*w^3 + 84*w^2 + 160*w)>,<77,60,
1/39*(-w^3 + 6*w^2 + 4*w)>,<77,61,1/117*(-19*w^3 - 42*w^2 - 80*w)>,
<77,62,1/117*(-11*w^3 - 12*w^2 - 34*w)>,<77,63,1/13*(-3*w^3 -
8*w^2 - 14*w)>,<77,64,1/117*(4*w^3 - 36*w^2 - 100*w - 225)>,<77,
65,1/117*(-4*w^3 + 36*w^2 + 100*w + 225)>,<77,66,1/117*(-4*w^3 +
36*w^2 + 100*w + 225)>,<77,67,1/39*(w^3 + 4*w^2 + 27*w + 51)>,<77,
68,1/117*(4*w^3 - 36*w^2 - 100*w - 225)>,<77,69,1/117*(-7*w^3 +
24*w^2 + 19*w + 72)>,<77,70,1/117*(7*w^3 - 24*w^2 - 19*w - 72)>,
<77,77,1/39*(9*w^3 + 21*w^2 + 21*w - 14)>,<77,78,1/117*(119*w^3 +
207*w^2 + 394*w - 330)>,<77,79,1/117*(-46*w^3 - 81*w^2 - 170*w +
141)>,<77,80,1/117*(100*w^3 + 171*w^2 + 278*w - 237)>,<77,81,
1/117*(19*w^3 + 36*w^2 + 116*w - 93)>,<77,82,1/117*(-73*w^3 -
126*w^2 - 224*w + 189)>,<77,84,1/117*(-73*w^3 - 126*w^2 - 224*w +
189)>,<78,43,1/117*(-64*w^3 - 126*w^2 - 233*w + 90)>,<78,44,
1/18*(5*w^3 + 9*w^2 + 22*w - 9)>,<78,45,1/234*(106*w^3 + 216*w^2 +
353*w - 132)>,<78,46,1/234*(22*w^3 + 36*w^2 + 113*w - 48)>,<78,
47,1/234*(-85*w^3 - 171*w^2 - 293*w + 111)>,<78,48,1/26*(7*w^3
+ 15*w^2 + 20*w - 7)>,<78,49,1/234*(-64*w^3 - 126*w^2 - 233*w
+ 90)>,<78,50,1/234*(23*w^3 + 12*w^2 + 22*w - 54)>,<78,51,
1/234*(53*w^3 + 87*w^2 + 127*w - 294)>,<78,52,1/117*(35*w^3 +
42*w^2 + 64*w - 150)>,<78,53,1/39*(2*w^3 + 5*w^2 + 7*w - 16)>,
<78,54,1/78*(-2*w^3 - 5*w^2 - 7*w + 16)>,<78,55,1/234*(-64*w^3
- 69*w^2 - 107*w + 252)>,<78,56,1/234*(-29*w^3 - 27*w^2 -
43*w + 102)>,<78,58,1/117*(7*w^3 + 12*w^2 - w + 18)>,<78,66,
1/117*(31*w^3 + 33*w^2 + 44*w - 96)>,<78,69,1/117*(-31*w^3 - 33*w^2
- 44*w + 96)>,<78,71,1/234*(14*w^3 + 48*w^2 + 49*w - 21)>,<78,
72,1/234*(-32*w^3 - 15*w^2 - 112*w + 48)>,<78,75,1/234*(46*w^3
+ 63*w^2 + 161*w - 69)>,<78,76,1/78*(-6*w^3 + 11*w^2 - 21*w +
9)>,<78,77,1/234*(-32*w^3 - 15*w^2 - 112*w + 48)>,<78,78,
1/117*(-13*w^3 - 33*w^2 - 23*w + 15)>,<79,43,1/117*(-64*w^3 -
126*w^2 - 233*w + 90)>,<79,44,1/117*(43*w^3 + 81*w^2 + 173*w -
69)>,<79,45,1/117*(64*w^3 + 126*w^2 + 233*w - 90)>,<79,46,
1/117*(22*w^3 + 36*w^2 + 113*w - 48)>,<79,47,1/117*(-64*w^3 -
126*w^2 - 233*w + 90)>,<79,48,1/39*(14*w^3 + 30*w^2 + 40*w - 14)>,
<79,49,1/39*(-7*w^3 - 15*w^2 - 20*w + 7)>,<79,50,1/234*(35*w^3
+ 42*w^2 + 64*w - 150)>,<79,51,1/234*(41*w^3 + 57*w^2 + 85*w -
198)>,<79,52,1/117*(35*w^3 + 42*w^2 + 64*w - 150)>,<79,54,
1/78*(-2*w^3 - 5*w^2 - 7*w + 16)>,<79,55,1/234*(-64*w^3 - 69*w^2
- 107*w + 252)>,<79,56,1/234*(-17*w^3 + 3*w^2 - w + 6)>,<79,
57,1/39*(2*w^3 - 4*w^2 - 30*w - 6)>,<79,58,1/39*(-w^3 + 2*w^2 +
15*w + 3)>,<79,59,1/117*(-11*w^3 - 30*w^2 - 43*w - 45)>,<79,60,
1/117*(17*w^3 + 18*w^2 - 47*w + 27)>,<79,61,1/117*(4*w^3 + 18*w^2
+ 44*w + 27)>,<79,62,1/117*(7*w^3 + 12*w^2 - w + 18)>,<79,63,
1/117*(4*w^3 + 18*w^2 + 44*w + 27)>,<79,64,1/117*(79*w^3 + 108*w^2
+ 170*w - 339)>,<79,65,1/18*(-5*w^3 - 9*w^2 - 16*w + 30)>,<79,
66,1/78*(-47*w^3 - 58*w^2 - 86*w + 177)>,<79,67,1/234*(-17*w^3 -
42*w^2 - 82*w + 147)>,<79,68,1/234*(110*w^3 + 141*w^2 + 214*w
- 435)>,<79,69,1/78*(-31*w^3 - 33*w^2 - 44*w + 96)>,<79,70,
1/234*(79*w^3 + 108*w^2 + 170*w - 339)>,<79,71,1/234*(32*w^3 +
15*w^2 + 112*w - 48)>,<79,72,1/78*(34*w^3 + 85*w^2 + 119*w - 51)>,
<79,73,1/39*(20*w^3 + 37*w^2 + 70*w - 30)>,<79,74,1/117*(14*w^3
+ 48*w^2 + 49*w - 21)>,<79,75,1/234*(-14*w^3 - 48*w^2 - 49*w +
21)>,<79,76,1/234*(-106*w^3 - 174*w^2 - 371*w + 159)>,<79,77,
1/234*(-46*w^3 - 63*w^2 - 161*w + 69)>,<79,79,1/117*(-13*w^3 -
33*w^2 - 23*w + 15)>,<80,44,1/39*(-7*w^3 - 15*w^2 - 20*w + 7)>,
<80,48,1/39*(7*w^3 + 15*w^2 + 20*w - 7)>,<80,50,1/234*(35*w^3 +
42*w^2 + 64*w - 150)>,<80,51,1/234*(53*w^3 + 87*w^2 + 127*w -
294)>,<80,52,1/117*(35*w^3 + 42*w^2 + 64*w - 150)>,<80,54,
1/78*(-2*w^3 - 5*w^2 - 7*w + 16)>,<80,55,1/234*(-64*w^3 - 69*w^2
- 107*w + 252)>,<80,56,1/234*(-29*w^3 - 27*w^2 - 43*w + 102)>,
<80,57,1/117*(7*w^3 + 12*w^2 - w + 18)>,<80,60,1/117*(7*w^3 +
12*w^2 - w + 18)>,<80,63,1/117*(-7*w^3 - 12*w^2 + w - 18)>,<80,
64,1/117*(31*w^3 + 33*w^2 + 44*w - 96)>,<80,65,1/234*(-31*w^3 -
33*w^2 - 44*w + 96)>,<80,66,1/234*(-79*w^3 - 108*w^2 - 170*w +
339)>,<80,67,1/234*(17*w^3 + 42*w^2 + 82*w - 147)>,<80,68,
1/78*(16*w^3 + 25*w^2 + 42*w - 81)>,<80,69,1/234*(-31*w^3 - 33*w^2
- 44*w + 96)>,<80,70,1/234*(17*w^3 + 42*w^2 + 82*w - 147)>,<80,
71,1/117*(14*w^3 + 48*w^2 + 49*w - 21)>,<80,72,1/117*(14*w^3 +
48*w^2 + 49*w - 21)>,<80,73,1/117*(46*w^3 + 63*w^2 + 161*w -
69)>,<80,75,1/117*(-14*w^3 - 48*w^2 - 49*w + 21)>,<80,76,
1/117*(-46*w^3 - 63*w^2 - 161*w + 69)>,<80,80,1/117*(-13*w^3 -
33*w^2 - 23*w + 15)>,<81,43,1/117*(64*w^3 + 126*w^2 + 233*w -
90)>,<81,44,1/234*(-107*w^3 - 207*w^2 - 406*w + 159)>,<81,45,
1/234*(-106*w^3 - 216*w^2 - 353*w + 132)>,<81,46,1/234*(-64*w^3 -
126*w^2 - 233*w + 90)>,<81,47,1/234*(85*w^3 + 171*w^2 + 293*w
- 111)>,<81,48,1/78*(7*w^3 + 15*w^2 + 20*w - 7)>,<81,49,
1/234*(64*w^3 + 126*w^2 + 233*w - 90)>,<81,50,1/234*(47*w^3 +
72*w^2 + 106*w - 246)>,<81,51,1/234*(41*w^3 + 57*w^2 + 85*w -
198)>,<81,52,1/117*(35*w^3 + 42*w^2 + 64*w - 150)>,<81,54,
1/78*(-2*w^3 - 5*w^2 - 7*w + 16)>,<81,55,1/234*(-64*w^3 - 69*w^2
- 107*w + 252)>,<81,56,1/234*(-29*w^3 - 27*w^2 - 43*w + 102)>,
<81,57,1/117*(7*w^3 + 12*w^2 - w + 18)>,<81,58,1/117*(-7*w^3 -
12*w^2 + w - 18)>,<81,60,1/117*(7*w^3 + 12*w^2 - w + 18)>,<81,65,
1/117*(31*w^3 + 33*w^2 + 44*w - 96)>,<81,66,1/117*(-31*w^3 - 33*w^2
- 44*w + 96)>,<81,67,1/117*(31*w^3 + 33*w^2 + 44*w - 96)>,<81,
69,1/117*(-31*w^3 - 33*w^2 - 44*w + 96)>,<81,71,1/234*(106*w^3 +
174*w^2 + 371*w - 159)>,<81,72,1/18*(16*w^3 + 33*w^2 + 56*w - 24)>,
<81,73,1/39*(40*w^3 + 74*w^2 + 140*w - 60)>,<81,74,1/117*(14*w^3
+ 48*w^2 + 49*w - 21)>,<81,75,1/234*(-74*w^3 - 159*w^2 - 259*w
+ 111)>,<81,76,1/234*(-194*w^3 - 381*w^2 - 679*w + 291)>,<81,
77,1/78*(-20*w^3 - 37*w^2 - 70*w + 30)>,<81,81,1/117*(-13*w^3 -
33*w^2 - 23*w + 15)>,<82,43,1/39*(-7*w^3 - 15*w^2 - 20*w + 7)>,
<82,48,1/39*(7*w^3 + 15*w^2 + 20*w - 7)>,<82,50,1/78*(2*w^3 +
5*w^2 + 7*w - 16)>,<82,51,1/234*(47*w^3 + 72*w^2 + 106*w - 246)>,
<82,52,1/117*(29*w^3 + 27*w^2 + 43*w - 102)>,<82,53,1/39*(2*w^3
+ 5*w^2 + 7*w - 16)>,<82,54,1/234*(17*w^3 - 3*w^2 + w - 6)>,<82,
55,1/234*(-29*w^3 - 27*w^2 - 43*w + 102)>,<82,56,1/234*(-35*w^3 -
42*w^2 - 64*w + 150)>,<82,57,1/117*(10*w^3 + 6*w^2 - 46*w + 9)>,
<82,58,1/117*(-10*w^3 - 6*w^2 + 46*w - 9)>,<82,59,1/117*(-4*w^3
- 18*w^2 - 44*w - 27)>,<82,60,1/39*(8*w^3 + 10*w^2 - 16*w + 15)>,
<82,61,1/117*(7*w^3 + 12*w^2 - w + 18)>,<82,62,1/117*(14*w^3 +
24*w^2 - 2*w + 36)>,<82,63,1/39*(-w^3 + 2*w^2 + 15*w + 3)>,<82,
68,1/117*(31*w^3 + 33*w^2 + 44*w - 96)>,<82,69,1/117*(-31*w^3 -
33*w^2 - 44*w + 96)>,<82,71,1/234*(46*w^3 + 63*w^2 + 161*w - 69)>,
<82,72,1/6*(-2*w^3 - 2*w^2 - 7*w + 3)>,<82,74,1/117*(-32*w^3 -
15*w^2 - 112*w + 48)>,<82,75,1/234*(32*w^3 + 15*w^2 + 112*w -
48)>,<82,76,1/234*(-32*w^3 - 15*w^2 - 112*w + 48)>,<82,77,
1/234*(14*w^3 + 48*w^2 + 49*w - 21)>,<82,82,1/117*(-13*w^3 - 33*w^2
- 23*w + 15)>,<83,48,1/39*(-7*w^3 - 15*w^2 - 20*w + 7)>,<83,50,
1/234*(-35*w^3 - 42*w^2 - 64*w + 150)>,<83,51,1/234*(-53*w^3 -
87*w^2 - 127*w + 294)>,<83,52,1/117*(-35*w^3 - 42*w^2 - 64*w
+ 150)>,<83,53,1/39*(-2*w^3 - 5*w^2 - 7*w + 16)>,<83,54,
1/78*(2*w^3 + 5*w^2 + 7*w - 16)>,<83,55,1/234*(64*w^3 + 69*w^2 +
107*w - 252)>,<83,56,1/234*(29*w^3 + 27*w^2 + 43*w - 102)>,<83,
62,1/117*(7*w^3 + 12*w^2 - w + 18)>,<83,69,1/117*(31*w^3 + 33*w^2
+ 44*w - 96)>,<83,71,1/78*(-20*w^3 - 37*w^2 - 70*w + 30)>,<83,
72,1/78*(-34*w^3 - 85*w^2 - 119*w + 51)>,<83,73,1/39*(-20*w^3 -
37*w^2 - 70*w + 30)>,<83,74,1/117*(-14*w^3 - 48*w^2 - 49*w + 21)>,
<83,75,1/234*(14*w^3 + 48*w^2 + 49*w - 21)>,<83,76,1/234*(106*w^3
+ 174*w^2 + 371*w - 159)>,<83,77,1/234*(46*w^3 + 63*w^2 + 161*w
- 69)>,<83,83,1/117*(-13*w^3 - 33*w^2 - 23*w + 15)>,<84,43,
1/39*(-7*w^3 - 15*w^2 - 20*w + 7)>,<84,44,1/234*(-22*w^3 - 36*w^2 -
113*w + 48)>,<84,45,1/234*(43*w^3 + 81*w^2 + 173*w - 69)>,<84,46,
1/234*(-w^3 + 9*w^2 - 53*w + 27)>,<84,47,1/78*(-7*w^3 - 15*w^2 -
20*w + 7)>,<84,48,1/234*(64*w^3 + 126*w^2 + 233*w - 90)>,<84,
49,1/234*(-43*w^3 - 81*w^2 - 173*w + 69)>,<84,50,1/234*(47*w^3
+ 72*w^2 + 106*w - 246)>,<84,51,1/78*(41*w^3 + 57*w^2 + 85*w -
198)>,<84,52,1/117*(70*w^3 + 84*w^2 + 128*w - 300)>,<84,53,
1/39*(2*w^3 + 5*w^2 + 7*w - 16)>,<84,54,1/26*(-2*w^3 - 5*w^2 -
7*w + 16)>,<84,55,1/234*(-134*w^3 - 153*w^2 - 235*w + 552)>,<84,
56,1/234*(-41*w^3 - 57*w^2 - 85*w + 198)>,<84,57,1/117*(11*w^3
+ 30*w^2 + 43*w + 45)>,<84,58,1/117*(-7*w^3 - 12*w^2 + w - 18)>,
<84,59,1/117*(11*w^3 + 30*w^2 + 43*w + 45)>,<84,60,1/117*(7*w^3 +
12*w^2 - w + 18)>,<84,61,1/39*(w^3 - 2*w^2 - 15*w - 3)>,<84,62,
1/39*(w^3 - 2*w^2 - 15*w - 3)>,<84,63,1/117*(-11*w^3 - 30*w^2 -
43*w - 45)>,<84,67,1/117*(31*w^3 + 33*w^2 + 44*w - 96)>,<84,
69,1/117*(-31*w^3 - 33*w^2 - 44*w + 96)>,<84,71,1/78*(20*w^3 +
37*w^2 + 70*w - 30)>,<84,72,1/234*(74*w^3 + 159*w^2 + 259*w -
111)>,<84,73,1/39*(20*w^3 + 37*w^2 + 70*w - 30)>,<84,74,
1/117*(14*w^3 + 48*w^2 + 49*w - 21)>,<84,75,1/234*(-14*w^3 -
48*w^2 - 49*w + 21)>,<84,76,1/234*(-106*w^3 - 174*w^2 - 371*w +
159)>,<84,77,1/234*(-46*w^3 - 63*w^2 - 161*w + 69)>,<84,84,
1/117*(-13*w^3 - 33*w^2 - 23*w + 15)>]))
]> where w := K.1 where K := ext<K|Polynomial(K,[3,-4,2,1,1])>
where K is RationalField();

return _LR;
