5.82/1.88	YES
5.82/1.89	
5.82/1.89	Problem:
5.82/1.89	 2(5(3(0(x1)))) -> 1(0(0(1(3(0(4(5(1(2(x1))))))))))
5.82/1.89	 1(3(5(4(3(x1))))) -> 2(1(4(1(4(0(3(0(1(1(x1))))))))))
5.82/1.89	 5(1(3(5(0(x1))))) -> 5(1(4(3(0(4(4(5(2(1(x1))))))))))
5.82/1.89	 5(4(4(2(5(x1))))) -> 4(3(1(1(1(1(5(3(3(5(x1))))))))))
5.82/1.89	 2(2(5(0(5(4(x1)))))) -> 2(1(4(1(3(3(2(2(5(4(x1))))))))))
5.82/1.89	 3(0(5(5(4(3(x1)))))) -> 3(3(0(3(2(3(5(5(1(0(x1))))))))))
5.82/1.89	 3(5(4(3(5(2(x1)))))) -> 2(0(5(2(0(5(2(2(3(2(x1))))))))))
5.82/1.89	 4(4(2(5(5(0(x1)))))) -> 4(4(0(0(3(3(3(2(2(3(x1))))))))))
5.82/1.89	 4(5(3(5(5(0(x1)))))) -> 4(2(2(3(0(2(4(1(1(5(x1))))))))))
5.82/1.89	 5(4(5(1(1(2(x1)))))) -> 5(4(0(3(3(3(3(2(5(5(x1))))))))))
5.82/1.89	 5(5(5(5(5(3(x1)))))) -> 5(5(0(1(4(0(0(5(0(1(x1))))))))))
5.82/1.89	 3(5(0(0(5(4(3(x1))))))) -> 0(1(2(1(1(5(5(2(1(0(x1))))))))))
5.82/1.89	 3(5(4(2(5(2(3(x1))))))) -> 4(0(4(0(0(2(2(3(4(4(x1))))))))))
5.82/1.89	 3(5(4(5(1(4(0(x1))))))) -> 1(1(1(0(0(3(3(1(2(5(x1))))))))))
5.82/1.89	
5.82/1.89	Proof:
5.82/1.89	 Bounds Processor:
5.82/1.89	  bound: 0
5.82/1.89	  enrichment: match
5.82/1.89	  automaton:
5.82/1.89	   final states: {124,115,107,98,89,80,70,61,51,41,31,22,12,1}
5.82/1.89	   transitions:
5.82/1.89	    f60() -> 2*
5.82/1.89	    10(35) -> 36*
5.82/1.89	    10(20) -> 21*
5.82/1.89	    10(132) -> 124*
5.82/1.89	    10(52) -> 53*
5.82/1.89	    10(47) -> 48*
5.82/1.89	    10(37) -> 38*
5.82/1.89	    10(32) -> 81*
5.82/1.89	    10(2) -> 13*
5.82/1.89	    10(49) -> 50*
5.82/1.89	    10(29) -> 30*
5.82/1.89	    10(131) -> 132*
5.82/1.89	    10(111) -> 112*
5.82/1.89	    10(81) -> 82*
5.82/1.89	    10(36) -> 37*
5.82/1.89	    10(11) -> 1*
5.82/1.89	    10(113) -> 114*
5.82/1.89	    10(103) -> 104*
5.82/1.89	    10(38) -> 39*
5.82/1.89	    10(18) -> 19*
5.82/1.89	    10(13) -> 14*
5.82/1.89	    10(8) -> 9*
5.82/1.89	    10(3) -> 4*
5.82/1.89	    10(130) -> 131*
5.82/1.89	    10(125) -> 126*
5.82/1.89	    10(110) -> 111*
5.82/1.89	    00(65) -> 66*
5.82/1.89	    00(10) -> 11*
5.82/1.89	    00(122) -> 123*
5.82/1.89	    00(77) -> 78*
5.82/1.89	    00(2) -> 52*
5.82/1.89	    00(129) -> 130*
5.82/1.89	    00(119) -> 120*
5.82/1.89	    00(114) -> 107*
5.82/1.89	    00(104) -> 105*
5.82/1.89	    00(84) -> 85*
5.82/1.89	    00(14) -> 15*
5.82/1.89	    00(9) -> 10*
5.82/1.89	    00(101) -> 102*
5.82/1.89	    00(76) -> 77*
5.82/1.89	    00(26) -> 27*
5.82/1.89	    00(16) -> 17*
5.82/1.89	    00(6) -> 7*
5.82/1.89	    00(128) -> 129*
5.82/1.89	    00(68) -> 69*
5.82/1.89	    00(58) -> 59*
5.82/1.89	    00(13) -> 99*
5.82/1.89	    00(120) -> 121*
5.82/1.89	    00(100) -> 101*
5.82/1.89	    00(95) -> 96*
5.82/1.89	    30(75) -> 76*
5.82/1.89	    30(60) -> 51*
5.82/1.89	    30(55) -> 56*
5.82/1.89	    30(45) -> 46*
5.82/1.89	    30(15) -> 16*
5.82/1.89	    30(127) -> 128*
5.82/1.89	    30(92) -> 93*
5.82/1.89	    30(57) -> 58*
5.82/1.89	    30(32) -> 33*
5.82/1.89	    30(27) -> 28*
5.82/1.89	    30(7) -> 8*
5.82/1.89	    30(2) -> 71*
5.82/1.89	    30(94) -> 95*
5.82/1.89	    30(74) -> 75*
5.82/1.89	    30(59) -> 60*
5.82/1.89	    30(39) -> 40*
5.82/1.89	    30(126) -> 127*
5.82/1.89	    30(116) -> 117*
5.82/1.89	    30(91) -> 92*
5.82/1.89	    30(46) -> 47*
5.82/1.89	    30(93) -> 94*
5.82/1.89	    30(73) -> 74*
5.82/1.89	    30(33) -> 34*
5.82/1.89	    30(3) -> 62*
5.82/1.89	    30(85) -> 86*
5.82/1.89	    40(40) -> 31*
5.82/1.89	    40(25) -> 26*
5.82/1.89	    40(5) -> 6*
5.82/1.89	    40(102) -> 103*
5.82/1.89	    40(82) -> 83*
5.82/1.89	    40(42) -> 116*
5.82/1.89	    40(17) -> 18*
5.82/1.89	    40(2) -> 42*
5.82/1.89	    40(79) -> 70*
5.82/1.89	    40(24) -> 25*
5.82/1.89	    40(19) -> 20*
5.82/1.89	    40(121) -> 122*
5.82/1.89	    40(96) -> 97*
5.82/1.89	    40(123) -> 115*
5.82/1.89	    40(88) -> 80*
5.82/1.89	    40(78) -> 79*
5.82/1.89	    40(48) -> 49*
5.82/1.89	    40(28) -> 29*
5.82/1.89	    50(30) -> 22*
5.82/1.89	    50(97) -> 89*
5.82/1.89	    50(67) -> 68*
5.82/1.89	    50(42) -> 43*
5.82/1.89	    50(32) -> 90*
5.82/1.89	    50(2) -> 32*
5.82/1.89	    50(109) -> 110*
5.82/1.89	    50(99) -> 100*
5.82/1.89	    50(64) -> 65*
5.82/1.89	    50(54) -> 55*
5.82/1.89	    50(34) -> 35*
5.82/1.89	    50(4) -> 5*
5.82/1.89	    50(106) -> 98*
5.82/1.89	    50(108) -> 109*
5.82/1.89	    50(53) -> 54*
5.82/1.89	    50(23) -> 24*
5.82/1.89	    50(105) -> 106*
5.82/1.89	    20(50) -> 41*
5.82/1.89	    20(117) -> 118*
5.82/1.89	    20(112) -> 113*
5.82/1.89	    20(87) -> 88*
5.82/1.89	    20(72) -> 73*
5.82/1.89	    20(62) -> 63*
5.82/1.89	    20(32) -> 125*
5.82/1.89	    20(2) -> 3*
5.82/1.89	    20(69) -> 61*
5.82/1.89	    20(44) -> 45*
5.82/1.89	    20(86) -> 87*
5.82/1.89	    20(71) -> 72*
5.82/1.89	    20(66) -> 67*
5.82/1.89	    20(56) -> 57*
5.82/1.89	    20(21) -> 12*
5.82/1.89	    20(118) -> 119*
5.82/1.89	    20(83) -> 84*
5.82/1.89	    20(63) -> 64*
5.82/1.89	    20(53) -> 108*
5.82/1.89	    20(43) -> 44*
5.82/1.89	    20(13) -> 23*
5.82/1.89	    20(90) -> 91*
5.82/1.89	    1 -> 3,125
5.82/1.89	    12 -> 13*
5.82/1.89	    22 -> 32*
5.82/1.89	    31 -> 32,43
5.82/1.89	    41 -> 3*
5.82/1.89	    51 -> 71*
5.82/1.89	    61 -> 71,33
5.82/1.89	    70 -> 42,116
5.82/1.89	    80 -> 42*
5.82/1.89	    89 -> 32,43
5.82/1.89	    98 -> 32,90
5.82/1.89	    107 -> 71,33
5.82/1.89	    115 -> 71,33
5.82/1.89	    124 -> 71,33
5.82/1.89	  problem:
5.82/1.89	   
5.82/1.89	  Qed
5.82/1.89	EOF