YES(?,O(n^1)) 4.35/1.37 YES(?,O(n^1)) 4.35/1.38 4.35/1.38 Problem: 4.35/1.38 0(1(2(3(4(5(1(x1))))))) -> 0(2(3(4(5(1(1(0(1(2(3(4(5(0(1(2(3(4(5(x1))))))))))))))))))) 4.35/1.38 0(1(2(3(4(5(1(x1))))))) -> 4.35/1.38 1(2(3(4(5(1(1(0(1(2(3(4(5(0(1(2(3(4(5(0(1(2(3(4(5(x1))))))))))))))))))))))))) 4.35/1.38 0(1(2(3(4(5(1(x1))))))) -> 4.35/1.38 1(2(3(4(5(1(1(0(1(2(3(4(5(0(1(2(3(4(5(0(1(2(3(4(5(0(1(2(3(4(5(x1))))))))))))))))))))))))))))))) 4.35/1.38 4.35/1.38 Proof: 4.35/1.38 Bounds Processor: 4.35/1.38 bound: 3 4.35/1.38 enrichment: match 4.35/1.38 automaton: 4.35/1.38 final states: {7} 4.35/1.38 transitions: 4.35/1.38 13(394) -> 395* 4.35/1.38 13(496) -> 497* 4.35/1.38 13(451) -> 452* 4.35/1.38 13(386) -> 387* 4.35/1.38 13(356) -> 357* 4.35/1.38 13(351) -> 352* 4.35/1.38 13(331) -> 332* 4.35/1.38 13(498) -> 499* 4.35/1.38 13(448) -> 449* 4.35/1.38 13(418) -> 419* 4.35/1.38 13(413) -> 414* 4.35/1.38 13(348) -> 349* 4.35/1.38 13(328) -> 329* 4.35/1.38 13(450) -> 451* 4.35/1.38 13(410) -> 411* 4.35/1.38 13(395) -> 396* 4.35/1.38 13(350) -> 351* 4.35/1.38 13(330) -> 331* 4.35/1.38 13(442) -> 443* 4.35/1.38 13(412) -> 413* 4.35/1.38 13(392) -> 393* 4.35/1.38 13(322) -> 323* 4.35/1.38 13(504) -> 505* 4.35/1.38 13(499) -> 500* 4.35/1.38 11(60) -> 61* 4.35/1.38 11(55) -> 56* 4.35/1.38 11(40) -> 41* 4.35/1.38 11(52) -> 53* 4.35/1.38 11(32) -> 33* 4.35/1.38 11(54) -> 55* 4.35/1.38 11(41) -> 42* 4.35/1.38 11(38) -> 39* 4.35/1.38 23(409) -> 410* 4.35/1.38 23(399) -> 400* 4.35/1.38 23(441) -> 442* 4.35/1.38 23(391) -> 392* 4.35/1.38 23(321) -> 322* 4.35/1.38 23(503) -> 504* 4.35/1.38 23(495) -> 496* 4.35/1.38 23(455) -> 456* 4.35/1.38 23(385) -> 386* 4.35/1.38 23(355) -> 356* 4.35/1.38 23(335) -> 336* 4.35/1.38 23(447) -> 448* 4.35/1.38 23(417) -> 418* 4.35/1.38 23(347) -> 348* 4.35/1.38 23(327) -> 328* 4.35/1.38 21(45) -> 46* 4.35/1.38 21(37) -> 38* 4.35/1.38 21(59) -> 60* 4.35/1.38 21(51) -> 52* 4.35/1.38 21(31) -> 32* 4.35/1.38 33(494) -> 495* 4.35/1.38 33(454) -> 455* 4.35/1.38 33(384) -> 385* 4.35/1.38 33(354) -> 355* 4.35/1.38 33(334) -> 335* 4.35/1.38 33(446) -> 447* 4.35/1.38 33(416) -> 417* 4.35/1.38 33(346) -> 347* 4.35/1.38 33(326) -> 327* 4.35/1.38 33(408) -> 409* 4.35/1.38 33(398) -> 399* 4.35/1.38 33(440) -> 441* 4.35/1.38 33(390) -> 391* 4.35/1.38 33(320) -> 321* 4.35/1.38 33(502) -> 503* 4.35/1.38 31(50) -> 51* 4.35/1.38 31(30) -> 31* 4.35/1.38 31(44) -> 45* 4.35/1.38 31(36) -> 37* 4.35/1.38 31(58) -> 59* 4.35/1.38 43(439) -> 440* 4.35/1.38 43(389) -> 390* 4.35/1.38 43(319) -> 320* 4.35/1.38 43(501) -> 502* 4.35/1.38 43(493) -> 494* 4.35/1.38 43(453) -> 454* 4.35/1.38 43(383) -> 384* 4.35/1.38 43(353) -> 354* 4.35/1.38 43(333) -> 334* 4.35/1.38 43(445) -> 446* 4.35/1.38 43(415) -> 416* 4.35/1.38 43(345) -> 346* 4.35/1.38 43(325) -> 326* 4.35/1.38 43(407) -> 408* 4.35/1.38 43(397) -> 398* 4.35/1.38 41(35) -> 36* 4.35/1.38 41(57) -> 58* 4.35/1.38 41(49) -> 50* 4.35/1.38 41(29) -> 30* 4.35/1.38 41(43) -> 44* 4.35/1.38 53(444) -> 445* 4.35/1.38 53(414) -> 415* 4.35/1.38 53(344) -> 345* 4.35/1.38 53(324) -> 325* 4.35/1.38 53(436) -> 437* 4.35/1.38 53(406) -> 407* 4.35/1.38 53(396) -> 397* 4.35/1.38 53(528) -> 529* 4.35/1.38 53(438) -> 439* 4.35/1.38 53(388) -> 389* 4.35/1.38 53(358) -> 359* 4.35/1.38 53(318) -> 319* 4.35/1.38 53(500) -> 501* 4.35/1.38 53(340) -> 341* 4.35/1.38 53(492) -> 493* 4.35/1.38 53(452) -> 453* 4.35/1.38 53(382) -> 383* 4.35/1.38 53(352) -> 353* 4.35/1.38 53(544) -> 545* 4.35/1.38 53(342) -> 343* 4.35/1.38 53(332) -> 333* 4.35/1.38 51(42) -> 43* 4.35/1.38 51(74) -> 75* 4.35/1.38 51(34) -> 35* 4.35/1.38 51(66) -> 67* 4.35/1.38 51(56) -> 57* 4.35/1.38 51(68) -> 69* 4.35/1.38 51(48) -> 49* 4.35/1.38 51(28) -> 29* 4.35/1.38 03(449) -> 450* 4.35/1.38 03(349) -> 350* 4.35/1.38 03(329) -> 330* 4.35/1.38 03(456) -> 457* 4.35/1.38 03(411) -> 412* 4.35/1.38 03(336) -> 337* 4.35/1.38 03(443) -> 444* 4.35/1.38 03(393) -> 394* 4.35/1.38 03(323) -> 324* 4.35/1.38 03(400) -> 401* 4.35/1.38 03(497) -> 498* 4.35/1.38 03(387) -> 388* 4.35/1.38 01(39) -> 40* 4.35/1.38 01(46) -> 47* 4.35/1.38 01(53) -> 54* 4.35/1.38 01(33) -> 34* 4.35/1.38 12(80) -> 81* 4.35/1.38 12(257) -> 258* 4.35/1.38 12(167) -> 168* 4.35/1.38 12(254) -> 255* 4.35/1.38 12(204) -> 205* 4.35/1.38 12(199) -> 200* 4.35/1.38 12(164) -> 165* 4.35/1.38 12(124) -> 125* 4.35/1.38 12(119) -> 120* 4.35/1.38 12(89) -> 90* 4.35/1.38 12(256) -> 257* 4.35/1.38 12(196) -> 197* 4.35/1.38 12(166) -> 167* 4.35/1.38 12(116) -> 117* 4.35/1.38 12(298) -> 299* 4.35/1.38 12(293) -> 294* 4.35/1.38 12(86) -> 87* 4.35/1.38 12(248) -> 249* 4.35/1.38 12(198) -> 199* 4.35/1.38 12(158) -> 159* 4.35/1.38 12(118) -> 119* 4.35/1.38 12(290) -> 291* 4.35/1.38 12(88) -> 89* 4.35/1.38 12(292) -> 293* 4.35/1.38 00(7) -> 7* 4.35/1.38 22(85) -> 86* 4.35/1.38 22(247) -> 248* 4.35/1.38 22(157) -> 158* 4.35/1.38 22(289) -> 290* 4.35/1.38 22(79) -> 80* 4.35/1.38 22(261) -> 262* 4.35/1.38 22(171) -> 172* 4.35/1.38 22(253) -> 254* 4.35/1.38 22(203) -> 204* 4.35/1.38 22(163) -> 164* 4.35/1.38 22(123) -> 124* 4.35/1.38 22(93) -> 94* 4.35/1.38 22(195) -> 196* 4.35/1.38 22(115) -> 116* 4.35/1.38 22(297) -> 298* 4.35/1.38 10(7) -> 7* 4.35/1.38 32(252) -> 253* 4.35/1.38 32(202) -> 203* 4.35/1.38 32(162) -> 163* 4.35/1.38 32(122) -> 123* 4.35/1.38 32(92) -> 93* 4.35/1.38 32(194) -> 195* 4.35/1.38 32(114) -> 115* 4.35/1.38 32(296) -> 297* 4.35/1.38 32(84) -> 85* 4.35/1.38 32(246) -> 247* 4.35/1.38 32(156) -> 157* 4.35/1.38 32(288) -> 289* 4.35/1.38 32(78) -> 79* 4.35/1.38 32(260) -> 261* 4.35/1.38 32(170) -> 171* 4.35/1.38 20(7) -> 7* 4.35/1.38 42(287) -> 288* 4.35/1.38 42(77) -> 78* 4.35/1.38 42(259) -> 260* 4.35/1.38 42(169) -> 170* 4.35/1.38 42(251) -> 252* 4.35/1.38 42(201) -> 202* 4.35/1.38 42(161) -> 162* 4.35/1.38 42(121) -> 122* 4.35/1.38 42(91) -> 92* 4.35/1.38 42(193) -> 194* 4.35/1.38 42(113) -> 114* 4.35/1.38 42(295) -> 296* 4.35/1.38 42(83) -> 84* 4.35/1.38 42(245) -> 246* 4.35/1.38 42(155) -> 156* 4.35/1.38 30(7) -> 7* 4.35/1.38 52(90) -> 91* 4.35/1.38 52(192) -> 193* 4.35/1.38 52(314) -> 315* 4.35/1.38 52(112) -> 113* 4.35/1.38 52(294) -> 295* 4.35/1.38 52(82) -> 83* 4.35/1.38 52(244) -> 245* 4.35/1.38 52(154) -> 155* 4.35/1.38 52(316) -> 317* 4.35/1.38 52(286) -> 287* 4.35/1.38 52(76) -> 77* 4.35/1.38 52(258) -> 259* 4.35/1.38 52(228) -> 229* 4.35/1.38 52(188) -> 189* 4.35/1.38 52(168) -> 169* 4.35/1.38 52(250) -> 251* 4.35/1.38 52(200) -> 201* 4.35/1.38 52(160) -> 161* 4.35/1.38 52(130) -> 131* 4.35/1.38 52(120) -> 121* 4.35/1.38 40(7) -> 7* 4.35/1.38 02(262) -> 263* 4.35/1.38 02(197) -> 198* 4.35/1.38 02(172) -> 173* 4.35/1.38 02(117) -> 118* 4.35/1.38 02(87) -> 88* 4.35/1.38 02(249) -> 250* 4.35/1.38 02(159) -> 160* 4.35/1.38 02(94) -> 95* 4.35/1.38 02(291) -> 292* 4.35/1.38 02(81) -> 82* 4.35/1.38 02(255) -> 256* 4.35/1.38 02(165) -> 166* 4.35/1.38 50(7) -> 7* 4.35/1.38 7 -> 28* 4.35/1.38 40 -> 48* 4.35/1.38 47 -> 34,7 4.35/1.38 54 -> 188,66 4.35/1.38 55 -> 68* 4.35/1.38 60 -> 76,74 4.35/1.38 61 -> 34,7 4.35/1.38 67 -> 49* 4.35/1.38 69 -> 29* 4.35/1.38 75 -> 29* 4.35/1.38 88 -> 112* 4.35/1.38 95 -> 40,48,34 4.35/1.38 118 -> 130* 4.35/1.38 124 -> 340,154 4.35/1.38 125 -> 54,66,188,40,48,34 4.35/1.38 131 -> 113* 4.35/1.38 166 -> 192* 4.35/1.38 173 -> 54,66,188,40,48 4.35/1.38 189 -> 77* 4.35/1.38 198 -> 228* 4.35/1.38 204 -> 318,244 4.35/1.38 205 -> 54,66,188,40,48 4.35/1.38 229 -> 113* 4.35/1.38 256 -> 286* 4.35/1.38 263 -> 54,66,188 4.35/1.38 292 -> 314* 4.35/1.38 298 -> 342,316 4.35/1.38 299 -> 54,66,188 4.35/1.38 315 -> 193* 4.35/1.38 317 -> 155* 4.35/1.38 330 -> 344* 4.35/1.38 337 -> 82* 4.35/1.38 341 -> 319* 4.35/1.38 343 -> 319* 4.35/1.38 350 -> 358* 4.35/1.38 356 -> 382* 4.35/1.38 357 -> 82* 4.35/1.38 359 -> 345* 4.35/1.38 394 -> 406* 4.35/1.38 401 -> 88,112 4.35/1.38 412 -> 436* 4.35/1.38 418 -> 438* 4.35/1.38 419 -> 88,112 4.35/1.38 437 -> 407* 4.35/1.38 450 -> 492* 4.35/1.38 457 -> 118,130 4.35/1.38 498 -> 528* 4.35/1.38 504 -> 544* 4.35/1.38 505 -> 118,130 4.35/1.38 529 -> 493* 4.35/1.38 545 -> 439* 4.35/1.38 problem: 4.35/1.38 4.35/1.38 Qed 4.35/1.39 EOF