_LR := rec < recformat< F: GrpFP, AI: SeqEnum, G: GrpMat > |
F := FreeGroup(2) >;
//Standard generators of L3(4) are a and b where a has order 2, b has
//order 4, ab has order 7 and abb has order 5.
//Standard generators of 12b.L3(4) are preimages A and B
//where A has order 2, B has order 4, AB has order 21 and ABB has order 5. 

_LR`AI := [[a,
      a*b^-1*a*b*a*b^-1*a*b*a*b*a*b^-1*a*b*a*b*a*b^-1*a*b*a*b^-1*(a*b)^7],
       //L34.2_1 = field x duality - order 2 - not same as in Online ATLAS.
            [ a, (b^-1*a)^3*(b*a)^3*b ],
       //L34.2_2 = field  - order 2 - not same as in Online ATLAS.
            [ a, b^-1]  ]
       //L34.2_3 = duality  - order 2
                  where a is (_LR`F).1 where b is (_LR`F).2;

//four constituents permuted transitively by automorphisms
_LR`G := 
/*
Original group: c9Group("12bl34p")
Direct induction from degree 16
Schur index: 1
Character: ( 336, -336, 0, -168, -168, 0, 0, 0, 0, -8, 0, 8, 0, -4, -4, 168, 
168, 0, 0, 0, 0, 0, 0, 0, 4, 4, 0, 0, 0, 0, 0, 0, 4, 4, 0, 0, 0, -4, 0, -4, 0, 
0, 0, 0, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, -2,
-2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 )
*/

MatrixGroup<336,IntegerRing() |
Matrix(SparseMatrix(336,336,\[
1,17,1,1,18,1,1,19,1,1,20,1,1,21,1,1,22,1,1,23,1,1,
24,1,1,25,1,1,26,1,1,27,1,1,28,1,1,29,1,1,30,1,1,
31,1,1,32,1,1,1,1,1,2,1,1,3,1,1,4,1,1,5,1,1,6,1,
1,7,1,1,8,1,1,9,1,1,10,1,1,11,1,1,12,1,1,13,1,1,
14,1,1,15,1,1,16,1,1,65,1,1,66,1,1,67,1,1,68,1,1,
69,1,1,70,1,1,71,1,1,72,1,1,73,1,1,74,1,1,75,1,1,
76,1,1,77,1,1,78,1,1,79,1,1,80,1,1,97,1,1,98,1,1,
99,1,1,100,1,1,101,1,1,102,1,1,103,1,1,104,1,1,105,1,
1,106,1,1,107,1,1,108,1,1,109,1,1,110,1,1,111,1,1,
112,1,1,33,1,1,34,1,1,35,1,1,36,1,1,37,1,1,38,1,1,
39,1,1,40,1,1,41,1,1,42,1,1,43,1,1,44,1,1,45,1,1,
46,1,1,47,1,1,48,1,1,145,1,1,146,1,1,147,1,1,148,1,
1,149,1,1,150,1,1,151,1,1,152,1,1,153,1,1,154,1,1,
155,1,1,156,1,1,157,1,1,158,1,1,159,1,1,160,1,1,49,1,
1,50,1,1,51,1,1,52,1,1,53,1,1,54,1,1,55,1,1,56,1,1,
57,1,1,58,1,1,59,1,1,60,1,1,61,1,1,62,1,1,63,1,1,
64,1,3,114,-1,119,1,120,1,4,113,-1,115,1,118,-1,119,1,
5,113,1,114,-1,116,-1,117,-1,120,1,5,113,1,114,-1,115,-1,
116,-1,120,1,5,113,1,114,-1,115,-1,117,-1,120,1,2,115,1,
120,-1,7,113,-1,114,1,115,1,116,1,117,1,119,1,120,-1,6,
113,1,114,-1,116,-1,117,-1,118,-1,120,1,8,113,-1,116,1,
118,1,121,1,122,1,124,1,125,1,128,1,5,114,1,123,-1,
125,-1,127,-1,128,-1,3,117,-1,124,1,127,-1,6,118,-1,
119,1,121,-1,122,-1,124,-1,125,-1,5,117,1,123,1,124,-1,
125,1,127,1,8,115,1,116,-1,118,-1,121,-1,122,-1,124,-1,
126,-1,127,1,12,113,-1,114,1,115,1,117,1,118,-1,119,1,
120,-1,121,-1,
122,-1,123,-1,124,-1,125,-1,
5,114,-1,117,-1,120,1,121,1,124,1,3,131,-1,134,1,135,-1,
4,129,1,130,1,135,-1,136,-1,4,130,-1,131,-1,133,-1,
136,1,3,129,-1,132,1,134,1,3,130,-1,131,-1,134,1,3,
129,1,131,-1,135,-1,4,130,1,133,1,135,-1,136,-1,6,129,1,
130,-1,131,-1,133,-1,134,1,135,-1,11,129,-1,131,1,132,-1,
134,-1,135,1,137,-1,138,-1,139,-1,
140,1,142,-1,144,1,
3,138,1,139,1,141,1,10,130,-1,132,-1,133,-1,136,1,138,1,
139,-1,140,1,141,1,
142,-1,144,1,
10,129,1,131,-1,132,1,134,1,135,-1,137,2,138,1,139,1,
142,1,144,-1,
9,130,1,132,1,133,1,136,-1,138,-1,140,-1,141,-2,142,1,
144,-1,
9,129,2,131,-1,135,-1,137,1,139,1,140,-1,141,-1,142,1,
144,-2,
12,129,1,130,1,132,1,133,1,135,-1,136,-1,137,1,139,2,
140,-1,142,1,143,1,144,-1,
10,130,-1,132,-2,133,-1,136,1,137,-1,139,-1,140,1,141,1,
142,-2,144,1,
1,81,1,1,82,1,1,83,1,1,84,1,1,85,1,1,86,1,1,87,1,
1,88,1,1,89,1,1,90,1,1,91,1,1,92,1,1,93,1,1,94,1,
1,95,1,1,96,1,1,209,1,1,210,1,1,211,1,1,212,1,1,
213,1,1,214,1,1,215,1,1,216,1,1,217,1,1,218,1,1,
219,1,1,220,1,1,221,1,1,222,1,1,223,1,1,224,1,1,
225,1,1,226,1,1,227,1,1,228,1,1,229,1,1,230,1,1,
231,1,1,232,1,1,233,1,1,234,1,1,235,1,1,236,1,1,
237,1,1,238,1,1,239,1,1,240,1,6,241,1,243,-1,244,1,
246,1,247,-1,248,-1,6,241,-1,242,1,243,1,244,1,245,1,
248,-1,6,241,2,242,-1,243,-1,244,-1,245,-1,247,-1,4,
241,1,242,-1,243,-1,245,-1,4,241,1,243,-1,245,-1,247,-1,
4,242,1,243,1,245,1,248,-1,6,241,-1,242,1,243,1,244,1,
245,1,247,1,4,241,1,243,-1,247,-1,248,-1,6,241,-1,243,1,
247,1,249,-1,251,-1,256,1,4,248,1,249,1,253,-1,256,-1,
1,256,1,5,247,-1,251,1,253,1,254,-1,255,1,1,253,1,5,
244,-1,247,-1,252,1,253,1,254,-1,6,241,-1,242,1,243,1,
245,1,254,-1,256,-1,6,248,-1,249,-1,250,-1,251,-1,253,-1,
256,1,1,161,1,1,162,1,1,163,1,1,164,1,1,165,1,1,
166,1,1,167,1,1,168,1,1,169,1,1,170,1,1,171,1,1,
172,1,1,173,1,1,174,1,1,175,1,1,176,1,1,177,1,1,
178,1,1,179,1,1,180,1,1,181,1,1,182,1,1,183,1,1,
184,1,1,185,1,1,186,1,1,187,1,1,188,1,1,189,1,1,
190,1,1,191,1,1,192,1,2,195,1,199,1,4,194,-1,195,-1,
197,1,198,1,3,194,1,195,1,200,-1,4,194,1,195,1,198,-1,
199,1,6,195,1,196,-1,197,-1,198,-1,199,1,200,1,6,193,1,
194,-1,195,-1,198,1,199,-1,200,-1,4,194,-1,195,-1,196,1,
198,1,4,195,1,196,-1,198,-1,199,1,7,195,-1,196,1,198,1,
199,-1,202,1,203,1,205,1,4,200,1,201,1,205,-1,208,-1,
4,200,-1,201,-1,202,-1,205,-1,5,199,1,203,-1,205,-1,
206,1,207,-1,1,205,1,3,196,-1,203,-1,207,-1,9,194,-1,
195,-1,198,1,200,1,201,1,202,1,203,-1,204,1,
207,-1,
1,203,1,5,257,-1,258,1,259,1,260,1,263,1,5,257,1,259,1,
260,-1,261,-1,262,-1,3,259,-1,260,1,262,1,4,257,-1,
260,1,263,1,264,1,3,257,-1,260,1,263,1,4,257,1,262,1,
263,-1,264,-1,4,258,1,259,1,261,1,264,-1,2,260,1,261,-1,
4,260,-1,267,-1,268,1,271,-1,1,266,1,7,260,-1,264,-1,
265,-2,266,-1,267,-1,270,-1,272,1,7,259,1,262,-1,263,1,
266,-1,268,-1,269,-1,271,1,8,258,1,260,1,261,1,265,1,
267,1,268,-1,270,1,272,-1,7,257,1,263,-1,265,1,267,1,
268,-1,271,1,272,-1,10,257,1,259,1,262,-1,265,1,267,1,
268,-1,269,-1,270,1,
271,1,272,-1,
7,260,-1,261,-1,265,-1,267,-1,268,1,270,-1,271,-1,3,
308,1,310,1,312,-1,6,305,1,306,-1,308,-1,309,-2,310,-1,
312,1,6,307,-1,308,1,309,1,310,2,311,-1,312,-1,5,305,-1,
308,1,309,1,310,1,311,1,5,305,-1,308,1,309,1,310,1,
312,-1,3,305,1,309,-1,311,-1,3,305,1,309,-1,310,-1,
3,305,-1,308,1,310,1,6,305,1,308,-1,310,-1,314,-1,
317,-1,320,-1,1,314,1,6,312,-1,313,-1,314,-1,315,-1,
317,-1,320,1,1,316,-1,1,317,1,5,311,-1,315,1,316,-1,
317,1,319,1,10,305,1,309,-1,310,-1,312,1,313,1,314,1,
315,1,316,-1,
318,1,320,-1,
4,312,-1,313,-1,314,-1,317,-1,1,293,1,5,289,-1,292,1,
293,1,294,1,296,-1,5,291,1,292,-1,294,-1,295,1,296,1,
3,289,1,292,-1,294,-1,1,289,1,3,289,-1,293,1,294,1,7,
289,-1,290,1,292,1,293,1,294,1,295,-1,296,-1,3,289,1,
290,-1,292,-1,6,289,-1,292,1,299,1,301,1,303,1,304,1,4,
293,-1,299,-1,300,1,303,-1,4,296,1,297,1,299,1,304,-1,
6,294,1,298,1,299,-1,300,1,302,-1,303,-1,7,290,1,292,1,
293,1,296,-1,300,-1,301,-1,302,1,4,294,1,298,1,299,-1,
303,-1,9,289,-1,294,1,296,-1,297,-1,299,-2,300,1,302,-1,
303,-1,
304,1,
6,290,-1,296,1,297,1,299,1,301,1,303,1,3,276,1,278,1,
280,-1,6,273,1,274,-1,276,-1,277,-2,278,-1,280,1,6,
275,-1,276,1,277,1,278,2,279,-1,280,-1,5,273,-1,276,1,
277,1,278,1,279,1,5,273,-1,276,1,277,1,278,1,280,-1,
3,273,1,277,-1,279,-1,3,273,1,277,-1,278,-1,3,273,-1,
276,1,278,1,6,273,1,276,-1,278,-1,282,-1,285,-1,288,-1,
1,282,1,6,280,-1,281,-1,282,-1,283,-1,285,-1,288,1,1,
284,-1,1,285,1,5,279,-1,283,1,284,-1,285,1,287,1,10,
273,1,277,-1,278,-1,280,1,281,1,282,1,283,1,284,-1,
286,1,288,-1,
4,280,-1,281,-1,282,-1,285,-1,5,321,-1,323,1,326,-1,
327,2,328,1,4,322,1,323,1,326,-1,328,-1,4,322,-1,325,-1,
327,1,328,1,6,322,-1,324,-1,325,-1,326,-1,327,1,328,2,
4,322,-1,323,-1,327,1,328,1,2,323,1,328,-1,4,322,1,
323,1,325,1,328,-1,5,322,-1,325,-1,326,-1,327,1,328,1,
6,326,1,327,-1,329,1,330,1,332,1,333,1,8,322,1,325,1,
328,-1,329,-1,330,-1,331,-1,332,-1,333,-1,3,328,-1,
329,-1,330,-1,4,326,-1,327,1,330,-1,333,-1,5,328,1,
329,1,330,1,331,1,333,1,1,334,-1,9,322,1,323,1,325,1,
326,-1,328,-1,330,-1,332,-1,333,-1,
335,1,
1,336,-1
])),Matrix(SparseMatrix(336,336,\[
1,33,1,1,34,1,1,35,1,1,36,1,1,37,1,1,38,1,1,39,1,
1,40,1,1,41,1,1,42,1,1,43,1,1,44,1,1,45,1,1,46,1,
1,47,1,1,48,1,1,49,1,1,50,1,1,51,1,1,52,1,1,53,1,
1,54,1,1,55,1,1,56,1,1,57,1,1,58,1,1,59,1,1,60,1,
1,61,1,1,62,1,1,63,1,1,64,1,1,81,1,1,82,1,1,83,1,
1,84,1,1,85,1,1,86,1,1,87,1,1,88,1,1,89,1,1,90,1,
1,91,1,1,92,1,1,93,1,1,94,1,1,95,1,1,96,1,1,113,1,
1,114,1,1,115,1,1,116,1,1,117,1,1,118,1,1,119,1,
1,120,1,1,121,1,1,122,1,1,123,1,1,124,1,1,125,1,
1,126,1,1,127,1,1,128,1,1,129,1,1,130,1,1,131,1,
1,132,1,1,133,1,1,134,1,1,135,1,1,136,1,1,137,1,
1,138,1,1,139,1,1,140,1,1,141,1,1,142,1,1,143,1,1,
144,1,1,161,1,1,162,1,1,163,1,1,164,1,1,165,1,1,166,1,
1,167,1,1,168,1,1,169,1,1,170,1,1,171,1,1,172,1,1,
173,1,1,174,1,1,175,1,1,176,1,2,99,1,103,1,4,98,-1,
99,-1,101,1,102,1,3,98,1,99,1,104,-1,4,98,1,99,1,102,-1,
103,1,6,99,1,100,-1,101,-1,102,-1,103,1,104,1,6,97,1,
98,-1,99,-1,102,1,103,-1,104,-1,4,98,-1,99,-1,100,1,
102,1,4,99,1,100,-1,102,-1,103,1,7,99,-1,100,1,102,1,
103,-1,106,1,107,1,109,1,4,104,1,105,1,109,-1,112,-1,4,
104,-1,105,-1,106,-1,109,-1,5,103,1,107,-1,109,-1,110,1,
111,-1,1,109,1,3,100,-1,107,-1,111,-1,9,98,-1,99,-1,
102,1,104,1,105,1,106,1,107,-1,108,1,111,-1,1,107,1,
1,177,1,1,178,1,1,179,1,1,180,1,1,181,1,1,182,1,1,
183,1,1,184,1,1,185,1,1,186,1,1,187,1,1,188,1,1,189,1,
1,190,1,1,191,1,1,192,1,6,65,-1,66,1,67,1,68,1,69,1,
72,-1,3,70,1,71,-1,72,-1,6,65,-1,66,1,67,1,68,1,69,1,
71,1,3,67,1,70,-1,71,1,1,69,1,3,65,-1,66,1,67,1,2,
69,-1,71,-1,4,65,-1,67,1,69,1,71,1,10,65,1,67,-1,68,1,
71,-1,73,1,75,2,76,-1,78,1,79,1,80,-1,8,66,-1,68,-1,
73,-1,74,-1,75,-1,78,-1,79,1,80,1,6,66,1,69,1,74,-1,
76,-1,77,-1,80,-1,9,68,-1,70,1,71,-1,74,1,75,-1,76,1,
77,1,78,-1,79,-1,7,68,1,69,-1,73,1,74,1,76,1,78,1,
79,-1,8,65,-1,70,1,74,1,75,-1,76,1,77,1,79,-1,80,1,
11,66,-1,68,-1,69,-1,70,1,71,-1,74,1,75,-1,76,1,77,1,
78,-1,80,1,
11,66,1,68,1,69,2,72,-1,74,-1,75,1,76,-2,77,-1,78,1,
79,1,
80,-1,
3,195,1,196,-1,203,-1,9,193,1,195,-1,198,1,199,-2,201,1,
202,1,203,1,205,1,
208,-1,
5,193,-1,195,1,199,1,203,-1,208,1,4,195,1,199,1,203,-1,
205,-1,6,193,-1,195,1,199,1,203,-1,204,1,208,1,8,193,1,
195,-1,199,-1,201,1,203,1,204,-1,206,1,208,-1,7,193,1,
195,-1,199,-1,203,1,204,-1,206,1,208,-1,6,198,1,201,1,
202,1,203,-1,204,1,207,-1,7,197,1,200,-1,201,-1,202,-1,
203,1,204,-1,207,1,4,193,-1,194,1,196,1,197,1,1,193,-1,
7,194,-1,197,-1,200,1,201,1,202,1,204,1,205,1,5,193,1,
194,-1,196,-1,197,-1,200,1,7,197,-1,200,1,201,1,202,1,
204,1,205,1,207,-1,9,193,1,195,-1,199,-1,200,1,201,1,
202,1,203,1,205,1,
208,-1,
5,193,-1,194,1,195,1,197,1,200,-1,1,1,1,1,2,1,1,
3,1,1,4,1,1,5,1,1,6,1,1,7,1,1,8,1,1,9,1,1,10,1,
1,11,1,1,12,1,1,13,1,1,14,1,1,15,1,1,16,1,1,17,1,
1,18,1,1,19,1,1,20,1,1,21,1,1,22,1,1,23,1,1,24,1,
1,25,1,1,26,1,1,27,1,1,28,1,1,29,1,1,30,1,1,31,1,
1,32,1,3,149,1,156,-1,159,1,9,146,-1,148,-1,149,-1,
153,-1,155,-1,156,1,157,1,158,-1,
160,1,
7,149,1,152,1,153,1,155,1,156,-1,159,1,160,-1,5,146,1,
149,1,156,-1,157,-1,160,-1,8,146,1,148,1,149,1,153,1,
156,-1,157,-1,158,1,160,-1,9,146,-1,148,-1,149,-1,152,1,
154,1,156,1,157,2,158,-1,
160,1,
9,146,-1,148,-1,149,-1,153,-1,155,-1,156,1,157,1,158,-1,
160,2,
4,146,1,149,1,156,-1,160,-1,5,145,1,146,-1,148,-1,
149,-1,151,-1,5,150,-1,151,1,154,-1,157,-1,158,1,5,
151,-1,153,1,155,1,157,1,159,1,2,147,-1,148,1,7,145,-1,
147,1,151,1,153,-1,155,-1,158,-1,160,1,2,148,1,151,1,
9,146,-1,147,-1,149,-1,151,1,153,-1,155,-1,156,1,159,-1,
160,1,
8,145,1,151,-1,153,1,155,1,156,-1,158,1,159,1,160,-1,4,
258,-1,259,-1,263,1,264,1,6,257,1,258,-1,259,-1,260,-1,
262,1,263,-1,2,260,1,263,1,5,257,-1,258,1,260,1,261,1,
263,1,3,257,-1,260,1,263,1,6,257,2,258,-1,259,-1,260,-1,
261,-1,263,-1,7,257,1,258,-1,259,-1,260,-1,261,-1,263,-1,
264,1,5,259,-1,260,1,261,1,262,1,264,-1,7,259,1,260,-1,
262,-1,265,-1,266,-1,268,-1,271,1,6,260,1,265,1,267,1,
269,-1,270,1,272,-1,5,258,-1,261,-1,268,1,269,1,272,1,
7,259,-1,260,1,262,1,265,1,266,1,270,1,271,-1,4,260,-1,
264,1,267,-1,270,-1,8,257,1,259,-1,262,1,263,-1,265,1,
266,1,271,-1,272,-1,10,257,1,259,-1,262,1,263,-1,265,1,
266,1,269,-1,270,1,
271,-1,272,-1,
4,258,-1,267,1,269,1,271,1,1,273,1,1,274,1,1,275,1,
1,276,1,1,277,1,1,278,1,1,279,1,1,280,1,1,281,1,
1,282,1,1,283,1,1,284,1,1,285,1,1,286,1,1,287,1,
1,288,1,1,225,1,1,226,1,1,227,1,1,228,1,1,229,1,
1,230,1,1,231,1,1,232,1,1,233,1,1,234,1,1,235,1,
1,236,1,1,237,1,1,238,1,1,239,1,1,240,1,6,290,-1,
292,-1,297,-1,298,-1,302,-1,303,1,8,292,-1,293,-1,297,-1,
299,-1,300,1,302,-1,303,-1,304,1,3,290,-1,298,-1,303,1,
6,293,1,298,-1,299,1,300,-1,303,1,304,-1,6,290,-1,293,1,
298,-1,299,1,300,-1,303,2,5,293,-1,299,-1,300,1,301,-1,
303,-1,4,293,-1,298,1,300,1,303,-1,6,290,-1,292,-1,
296,1,298,-1,302,-1,303,1,4,290,1,291,1,294,-1,296,-1,
6,289,-1,292,1,294,1,298,1,301,1,304,1,6,289,-1,291,1,
295,1,299,-1,300,1,304,1,6,289,1,290,-1,291,-1,292,-1,
294,1,295,-1,5,289,1,291,-1,295,-1,299,1,304,-1,7,289,1,
290,-1,291,-1,292,-1,293,-1,295,-1,296,1,7,289,1,291,-1,
293,-1,294,1,295,-1,298,1,303,-1,11,289,-1,291,2,292,-1,
294,-1,295,1,297,-1,298,-1,299,-1,
302,-1,303,1,304,1,
2,325,-1,326,-1,5,321,-1,322,1,323,1,324,1,327,1,1,
326,-1,5,322,-1,324,-1,325,-1,326,-1,328,1,2,322,-1,
323,-1,2,322,1,324,1,5,322,1,324,1,326,1,327,-1,328,-1,
5,322,-1,325,-1,326,-1,327,1,328,1,6,326,1,327,-1,
329,1,330,1,332,1,333,1,7,325,1,328,-1,329,-1,330,-1,
331,1,332,-1,335,1,6,322,1,324,1,325,1,328,-1,332,-1,
334,1,4,321,-1,324,1,327,1,336,1,5,325,-1,331,-1,332,1,
333,-1,335,-1,3,324,1,327,1,333,-1,8,321,-1,323,1,327,1,
329,-1,330,-1,334,-1,335,1,336,1,2,330,1,333,1,1,305,1,
1,306,1,1,307,1,1,308,1,1,309,1,1,310,1,1,311,1,
1,312,1,1,313,1,1,314,1,1,315,1,1,316,1,1,317,1,1,
318,1,1,319,1,1,320,1,2,211,-1,223,-1,9,209,-1,212,1,
214,1,215,1,218,1,219,-1,220,1,223,-1,
224,1,
5,212,-1,214,-1,217,-1,218,-1,222,-1,3,212,-1,214,-1,
218,-1,9,209,1,211,-1,214,-1,218,-1,219,1,220,-1,221,-1,
222,1,
224,-1,
7,209,-1,211,1,215,1,217,-1,219,-1,222,-1,224,1,4,214,1,
218,1,219,-1,223,-1,4,214,-1,215,1,218,-1,221,-1,2,218,1,
221,1,4,209,1,211,-1,214,1,215,-1,1,212,1,6,210,1,212,1,
216,-1,221,-1,222,1,223,-1,2,210,-1,212,-1,1,221,-1,7,
213,-1,214,1,218,1,219,-1,220,1,223,-1,224,1,2,211,-1,
212,1,4,242,-1,244,-1,245,-1,248,1,5,241,1,243,-1,246,1,
247,-1,248,-1,6,241,-1,243,1,245,-1,246,-1,247,1,248,1,
4,241,-1,243,1,247,1,248,1,2,241,-1,243,1,1,243,-1,4,
241,1,243,-1,244,-1,247,-1,3,241,-1,244,1,246,1,6,241,1,
244,-1,246,-1,250,-1,253,-1,256,-1,4,244,1,248,-1,254,1,
256,1,5,245,-1,250,1,251,-1,252,1,255,-1,5,246,1,247,-1,
249,1,250,1,253,1,3,244,-1,248,1,254,-1,8,243,-1,244,1,
246,1,247,-1,249,1,250,1,251,1,253,1,12,241,1,243,-1,
244,1,245,1,246,1,247,-1,248,-1,249,1,
251,1,252,-1,254,1,255,1,
3,242,-1,245,-1,252,1
]))>;

return _LR;
