P[2(0,P[2(0,-1)(2,1)])(1,P[0(0,-4)])(2,P[0(0,1)])]
P[2(0,P[2(0,-2)(1,4)(2,1)])(1,P[0(0,-4)])(2,P[0(0,1)])]
P[2(0,P[2(0,10)(1,-2)(2,1)])(1,P[0(0,-8)])(2,P[0(0,1)])]
P[2(0,P[2(0,102)(1,-20)(2,1)])(1,P[0(0,4)])(2,P[0(0,1)])]
P[2(0,P[2(0,103)(1,-18)(2,1)])(1,P[0(0,10)])(2,P[0(0,1)])]
P[2(0,P[2(0,107)(1,14)(2,1)])(1,P[0(0,16)])(2,P[0(0,1)])]
P[2(0,P[2(0,109)(1,16)(2,1)])(1,P[0(0,-14)])(2,P[0(0,1)])]
P[2(0,P[2(0,11)(1,-2)(2,1)])(1,P[0(0,-8)])(2,P[0(0,1)])]
P[2(0,P[2(0,11)(1,-8)(2,1)])(1,P[0(0,2)])(2,P[0(0,1)])]
P[2(0,P[2(0,11)(1,6)(2,1)])(1,P[0(0,-6)])(2,P[0(0,1)])]
P[2(0,P[2(0,110)(1,-12)(2,1)])(1,P[0(0,18)])(2,P[0(0,1)])]
P[2(0,P[2(0,111)(1,18)(2,1)])(1,P[0(0,12)])(2,P[0(0,1)])]
P[2(0,P[2(0,114)(1,18)(2,1)])(1,P[0(0,-12)])(2,P[0(0,1)])]
P[2(0,P[2(0,124)(1,-16)(2,1)])(1,P[0(0,-16)])(2,P[0(0,1)])]
P[2(0,P[2(0,125)(1,18)(2,1)])(1,P[0(0,-14)])(2,P[0(0,1)])]
P[2(0,P[2(0,127)(1,18)(2,1)])(1,P[0(0,14)])(2,P[0(0,1)])]
P[2(0,P[2(0,13)(1,-4)(2,1)])(1,P[0(0,-8)])(2,P[0(0,1)])]
P[2(0,P[2(0,135)(1,-18)(2,1)])(1,P[0(0,16)])(2,P[0(0,1)])]
P[2(0,P[2(0,138)(1,16)(2,1)])(1,P[0(0,-18)])(2,P[0(0,1)])]
P[2(0,P[2(0,14)(1,-4)(2,1)])(1,P[0(0,-8)])(2,P[0(0,1)])]
P[2(0,P[2(0,14)(1,-6)(2,1)])(1,P[0(0,-6)])(2,P[0(0,1)])]
P[2(0,P[2(0,140)(1,16)(2,1)])(1,P[0(0,18)])(2,P[0(0,1)])]
P[2(0,P[2(0,141)(1,-18)(2,1)])(1,P[0(0,-16)])(2,P[0(0,1)])]
P[2(0,P[2(0,141)(1,14)(2,1)])(1,P[0(0,-20)])(2,P[0(0,1)])]
P[2(0,P[2(0,142)(1,-14)(2,1)])(1,P[0(0,-20)])(2,P[0(0,1)])]
P[2(0,P[2(0,16)(1,10)(2,1)])(2,P[0(0,1)])]
P[2(0,P[2(0,17)(1,8)(2,1)])(1,P[0(0,-6)])(2,P[0(0,1)])]
P[2(0,P[2(0,177)(1,-20)(2,1)])(1,P[0(0,-18)])(2,P[0(0,1)])]
P[2(0,P[2(0,18)(1,-10)(2,1)])(1,P[0(0,-2)])(2,P[0(0,1)])]
P[2(0,P[2(0,22)(1,-4)(2,1)])(1,P[0(0,10)])(2,P[0(0,1)])]
P[2(0,P[2(0,22)(1,-6)(2,1)])(1,P[0(0,8)])(2,P[0(0,1)])]
P[2(0,P[2(0,23)(1,10)(2,1)])(1,P[0(0,-2)])(2,P[0(0,1)])]
P[2(0,P[2(0,23)(1,8)(2,1)])(1,P[0(0,8)])(2,P[0(0,1)])]
P[2(0,P[2(0,24)(1,-8)(2,1)])(1,P[0(0,6)])(2,P[0(0,1)])]
P[2(0,P[2(0,26)(1,6)(2,1)])(1,P[0(0,-10)])(2,P[0(0,1)])]
P[2(0,P[2(0,3)(1,2)(2,1)])(1,P[0(0,-6)])(2,P[0(0,1)])]
P[2(0,P[2(0,30)(2,1)])(1,P[0(0,12)])(2,P[0(0,1)])]
P[2(0,P[2(0,32)(1,12)(2,1)])(1,P[0(0,-4)])(2,P[0(0,1)])]
P[2(0,P[2(0,33)(1,-4)(2,1)])(1,P[0(0,-12)])(2,P[0(0,1)])]
P[2(0,P[2(0,33)(1,12)(2,1)])(1,P[0(0,-2)])(2,P[0(0,1)])]
P[2(0,P[2(0,35)(1,-12)(2,1)])(1,P[0(0,-4)])(2,P[0(0,1)])]
P[2(0,P[2(0,36)(1,-12)(2,1)])(1,P[0(0,2)])(2,P[0(0,1)])]
P[2(0,P[2(0,37)(1,6)(2,1)])(1,P[0(0,-12)])(2,P[0(0,1)])]
P[2(0,P[2(0,38)(1,12)(2,1)])(1,P[0(0,-6)])(2,P[0(0,1)])]
P[2(0,P[2(0,39)(1,10)(2,1)])(1,P[0(0,8)])(2,P[0(0,1)])]
P[2(0,P[2(0,39)(1,12)(2,1)])(1,P[0(0,-6)])(2,P[0(0,1)])]
P[2(0,P[2(0,4)(1,-4)(2,1)])(1,P[0(0,-4)])(2,P[0(0,1)])]
P[2(0,P[2(0,40)(1,-12)(2,1)])(1,P[0(0,6)])(2,P[0(0,1)])]
P[2(0,P[2(0,41)(1,14)(2,1)])(2,P[0(0,1)])]
P[2(0,P[2(0,42)(1,12)(2,1)])(1,P[0(0,-8)])(2,P[0(0,1)])]
P[2(0,P[2(0,44)(1,-4)(2,1)])(1,P[0(0,-14)])(2,P[0(0,1)])]
P[2(0,P[2(0,44)(1,12)(2,1)])(1,P[0(0,-8)])(2,P[0(0,1)])]
P[2(0,P[2(0,44)(2,1)])(1,P[0(0,-14)])(2,P[0(0,1)])]
P[2(0,P[2(0,45)(1,-10)(2,1)])(1,P[0(0,-10)])(2,P[0(0,1)])]
P[2(0,P[2(0,48)(1,10)(2,1)])(1,P[0(0,10)])(2,P[0(0,1)])]
P[2(0,P[2(0,49)(1,10)(2,1)])(1,P[0(0,-10)])(2,P[0(0,1)])]
P[2(0,P[2(0,51)(1,-4)(2,1)])(1,P[0(0,14)])(2,P[0(0,1)])]
P[2(0,P[2(0,55)(1,16)(2,1)])(1,P[0(0,2)])(2,P[0(0,1)])]
P[2(0,P[2(0,56)(1,-14)(2,1)])(1,P[0(0,-8)])(2,P[0(0,1)])]
P[2(0,P[2(0,57)(1,-16)(2,1)])(2,P[0(0,1)])]
P[2(0,P[2(0,58)(1,-16)(2,1)])(1,P[0(0,-2)])(2,P[0(0,1)])]
P[2(0,P[2(0,6)(1,-6)(2,1)])(1,P[0(0,4)])(2,P[0(0,1)])]
P[2(0,P[2(0,6)(1,6)(2,1)])(1,P[0(0,4)])(2,P[0(0,1)])]
P[2(0,P[2(0,6)(1,6)(2,1)])(2,P[0(0,1)])]
P[2(0,P[2(0,60)(1,-16)(2,1)])(2,P[0(0,1)])]
P[2(0,P[2(0,61)(1,16)(2,1)])(1,P[0(0,-2)])(2,P[0(0,1)])]
P[2(0,P[2(0,61)(1,2)(2,1)])(1,P[0(0,-16)])(2,P[0(0,1)])]
P[2(0,P[2(0,65)(1,6)(2,1)])(1,P[0(0,16)])(2,P[0(0,1)])]
P[2(0,P[2(0,67)(1,-14)(2,1)])(1,P[0(0,10)])(2,P[0(0,1)])]
P[2(0,P[2(0,67)(1,4)(2,1)])(1,P[0(0,-16)])(2,P[0(0,1)])]
P[2(0,P[2(0,68)(1,-6)(2,1)])(1,P[0(0,-16)])(2,P[0(0,1)])]
P[2(0,P[2(0,69)(1,10)(2,1)])(1,P[0(0,14)])(2,P[0(0,1)])]
P[2(0,P[2(0,7)(1,-2)(2,1)])(1,P[0(0,8)])(2,P[0(0,1)])]
P[2(0,P[2(0,7)(1,2)(2,1)])(1,P[0(0,-8)])(2,P[0(0,1)])]
P[2(0,P[2(0,73)(1,10)(2,1)])(1,P[0(0,14)])(2,P[0(0,1)])]
P[2(0,P[2(0,74)(1,-18)(2,1)])(1,P[0(0,-2)])(2,P[0(0,1)])]
P[2(0,P[2(0,75)(1,12)(2,1)])(1,P[0(0,14)])(2,P[0(0,1)])]
P[2(0,P[2(0,77)(1,14)(2,1)])(1,P[0(0,-12)])(2,P[0(0,1)])]
P[2(0,P[2(0,78)(1,-18)(2,1)])(2,P[0(0,1)])]
P[2(0,P[2(0,78)(1,18)(2,1)])(1,P[0(0,-4)])(2,P[0(0,1)])]
P[2(0,P[2(0,78)(2,1)])(1,P[0(0,-18)])(2,P[0(0,1)])]
P[2(0,P[2(0,8)(1,-2)(2,1)])(1,P[0(0,-8)])(2,P[0(0,1)])]
P[2(0,P[2(0,81)(1,10)(2,1)])(1,P[0(0,-16)])(2,P[0(0,1)])]
P[2(0,P[2(0,81)(1,12)(2,1)])(1,P[0(0,14)])(2,P[0(0,1)])]
P[2(0,P[2(0,81)(1,18)(2,1)])(1,P[0(0,-4)])(2,P[0(0,1)])]
P[2(0,P[2(0,81)(1,4)(2,1)])(1,P[0(0,18)])(2,P[0(0,1)])]
P[2(0,P[2(0,82)(1,18)(2,1)])(1,P[0(0,-6)])(2,P[0(0,1)])]
P[2(0,P[2(0,84)(1,14)(2,1)])(1,P[0(0,12)])(2,P[0(0,1)])]
P[2(0,P[2(0,85)(1,16)(2,1)])(1,P[0(0,-10)])(2,P[0(0,1)])]
P[2(0,P[2(0,87)(1,8)(2,1)])(1,P[0(0,-18)])(2,P[0(0,1)])]
P[2(0,P[2(0,91)(1,-20)(2,1)])(1,P[0(0,2)])(2,P[0(0,1)])]
P[2(0,P[2(0,91)(1,-20)(2,1)])(2,P[0(0,1)])]
P[2(0,P[2(0,91)(1,-8)(2,1)])(1,P[0(0,-18)])(2,P[0(0,1)])]
P[2(0,P[2(0,92)(1,18)(2,1)])(1,P[0(0,8)])(2,P[0(0,1)])]
P[2(0,P[2(0,95)(1,-12)(2,1)])(1,P[0(0,16)])(2,P[0(0,1)])]
P[2(0,P[2(0,95)(1,-18)(2,1)])(1,P[0(0,-8)])(2,P[0(0,1)])]
P[2(0,P[2(0,96)(1,18)(2,1)])(1,P[0(0,-8)])(2,P[0(0,1)])]
P[2(0,P[2(0,97)(1,14)(2,1)])(1,P[0(0,-14)])(2,P[0(0,1)])]
P[2(0,P[2(1,-4)(2,1)])(1,P[0(0,2)])(2,P[0(0,1)])]
