#PREAMBLE:
#This graph contains 1,096 nodes and 2,695 edges. It is part of a finite
#automaton used in a natural-language processing system. It was provided
#by Emmanuel Roche of Mitsubishi Electric Research Labs.
#
#DATA FORMAT:
#Each line below is of the following form:
# (X,Y){-U->A,}*
#X is the node number, and lies in the range [0,1095].
#Y is from the set {0,1}: 0 indicates a non-terminal node,
#1 a terminal node. U is the single-character label on the
#directed edge connecting node X to node A. The character
#labels come from the set {a,...,z,A,...,Z,-,'}. As the
#Kleene-star notation indicates, there may be zero or more
#edges leaving node X.
#
#CONTEST DETAILS:
#Separate prizes will be awarded for the best overall drawing of
#this graph and for the best distorted drawing (e.g., via
#"fish-eye" techniques, etc.) that emphasizes the neighborhood
#around node 23 in the graph.
#
(0,0)-a->16,
(1,1)
(2,0)-s->1,
(3,0)-n->18,-r->5,-s->1066,-t->246,
(4,0)-o->57,
(5,0)-i->617,
(6,0)-t->1,
(7,0)-y->1,
(8,0)-g->1,
(9,0)-m->10,
(10,0)-e->59,
(11,0)-r->760,-y->1,
(12,0)-h->557,
(13,0)-u->77,
(14,0)-c->144,
(15,0)-f->787,
(16,0)-b->171,-c->784,-d->535,-e->221,-f->982,-g->202,-h->556,-i->458,-j->776,-k->729,-l->570,
(17,0)--->295,
(18,0)-d->4,
(19,0)-p->740,
(20,0)-l->1,
(21,0)-w->776,
(22,0)-v->690,
(23,0)-A->1041,-N->282,-a->363,-c->97,-f->284,-i->236,-k->69,-l->285,-m->177,-n->114,-o->366,-p->829,-r->672,-s->81,-t->122,-v->124,-w->288,
(24,0)-z->246,
(25,0)-k->246,
(26,0)-y->143,
(27,0)-'->6,
(28,0)-x->1,
(29,1)-l->7,-n->255,
(30,1)-d->1,-s->1,
(31,1)--->15,
(32,1)-n->255,
(33,1)-s->1,
(34,1)-e->442,-i->613,-m->10,
(35,1)-a->918,-s->1,
(36,1)-i->82,-l->7,
(37,1)-c->517,-r->153,
(38,1)-p->264,-t->320,
(39,1)-g->1,
(40,1)-'->2,-s->1,
(41,1)-r->772,
(42,1)-o->307,
(43,1)-m->692,
(44,0)-s->334,
(45,0)-s->732,
(46,0)-s->129,
(47,0)-s->2,
(48,0)-s->244,
(49,0)-s->181,
(50,0)-s->229,-t->708,
(51,0)-s->932,
(52,0)-s->402,
(53,0)-s->533,
(54,0)-s->521,
(55,0)-s->364,
(56,0)-s->430,
(57,0)-n->34,
(58,0)-n->224,
(59,0)-n->6,
(60,0)-n->2,
(61,0)-n->33,
(62,0)-n->1,
(63,0)-n->173,
(64,0)-n->1007,
(65,0)-n->574,
(66,0)-n->281,
(67,0)-n->17,
(68,0)-n->955,
(69,0)-n->90,
(70,0)-n->545,
(71,0)-n->569,
(72,0)-n->40,
(73,0)-n->608,
(74,0)-n->7,
(75,0)-n->516,
(76,0)-n->444,-t->31,
(77,0)-n->442,
(78,0)-n->451,-s->863,-t->1094,
(79,0)-o->60,
(80,0)-o->61,-v->852,
(81,0)-o->1042,
(82,0)-o->62,
(83,0)-o->332,
(84,0)-o->639,
(85,0)-o->350,
(86,0)-o->948,
(87,0)-o->151,
(88,0)-o->67,
(89,0)-o->442,
(90,0)-o->507,
(91,0)-o->984,
(92,0)-o->33,
(93,0)-o->652,-v->250,
(94,0)-o->72,
(95,0)-o->94,
(96,0)-o->73,
(97,0)-o->477,
(98,0)-o->621,
(99,0)-o->63,
(100,0)-o->1,
(101,0)-o->441,
(102,0)-o->470,
(103,0)-o->74,
(104,0)-o->7,
(105,0)-o->48,
(106,0)-i->79,
(107,0)-i->198,
(108,0)-i->82,
(109,0)-i->80,-o->294,
(110,0)-i->143,
(111,0)-i->287,
(112,0)-i->587,
(113,0)-i->84,
(114,0)-i->222,
(115,0)-i->631,
(116,0)-i->86,
(117,0)-i->88,
(118,0)-i->1051,-s->162,
(119,0)-i->950,
(120,0)-i->638,
(121,0)-i->20,-n->520,
(122,0)-i->1039,-o->101,
(123,0)-i->24,
(124,0)-i->405,
(125,0)-i->947,
(126,0)-i->1011,
(127,0)-i->93,
(128,0)-i->1090,-u->883,
(129,0)-i->509,
(130,0)-i->648,-o->647,
(131,0)-i->681,-o->298,
(132,0)-i->85,
(133,0)-i->602,
(134,0)-i->2,
(135,0)-i->687,
(136,0)-i->466,
(137,0)-i->630,-t->251,-y->641,
(138,0)-i->471,
(139,0)-i->62,
(140,0)-i->33,
(141,0)-i->547,-o->136,
(142,0)-t->106,
(143,0)-t->244,
(144,0)-t->108,
(145,0)-t->708,
(146,0)-t->576,
(147,0)-t->33,
(148,0)-t->116,
(149,0)-t->175,
(150,0)-t->521,
(151,0)-t->346,
(152,0)-t->695,
(153,0)-t->562,
(154,0)-t->2,
(155,0)-t->936,
(156,0)-t->7,
(157,0)-t->123,
(158,0)-t->359,
(159,0)-t->716,
(160,0)-t->726,
(161,0)-t->131,
(162,0)-t->306,
(163,0)-t->32,
(164,0)-t->132,
(165,0)-t->134,
(166,0)-t->115,
(167,0)-t->1031,
(168,0)-t->689,
(169,0)-t->660,
(170,0)-t->83,
(171,0)-a->3,-b->839,-d->663,-e->907,-h->671,-i->909,-j->846,-l->976,-n->670,-o->779,-r->179,-s->370,-u->78,-y->605,
(172,0)-a->142,-e->523,
(173,0)-a->959,
(174,0)-a->489,
(175,0)-a->59,
(176,0)-a->635,-d->799,-e->442,-l->1095,-n->700,-r->235,-x->557,
(177,0)-a->289,
(178,0)-a->367,
(179,0)-a->596,-e->786,-i->912,-o->791,-u->19,
(180,0)-a->467,
(181,0)-a->1,
(182,0)-a->120,-e->627,-i->646,-r->785,
(183,0)-a->715,-i->231,
(184,0)-a->144,
(185,0)-a->157,
(186,0)-a->649,-l->723,
(187,0)-a->747,-e->30,-i->943,-t->1057,
(188,0)-a->45,
(189,0)-a->125,-i->867,
(190,0)-a->725,
(191,0)-a->2,
(192,0)-a->161,
(193,0)-a->806,
(194,0)-a->1039,
(195,0)-a->355,
(196,0)-a->165,
(197,0)-a->513,-e->223,-i->248,
(198,0)-a->62,
(199,0)-a->6,
(200,0)-a->728,-e->44,
(201,0)-a->151,
(202,0)-a->137,-e->539,-g->493,-h->794,-i->494,-l->273,-n->661,-o->546,-r->777,-u->244,
(203,0)-a->655,-o->492,
(204,0)-a->167,-i->61,
(205,0)-a->901,
(206,0)-a->121,-e->62,
(207,0)-a->640,
(208,0)-a->519,
(209,0)-a->60,
(210,0)-a->279,-e->427,-i->63,-o->324,
(211,0)-a->581,
(212,0)-a->33,-b->140,-e->71,-g->886,-k->244,-m->103,-q->362,-v->244,-z->775,
(213,0)-a->70,
(214,0)-a->159,
(215,0)-a->1012,-e->390,-i->176,-l->719,-o->874,-r->98,
(216,0)-g->244,
(217,0)-g->712,
(218,0)-g->327,
(219,0)-g->521,
(220,0)-g->537,
(221,0)-g->134,-o->62,-r->971,-s->745,-t->834,
(222,0)-g->340,
(223,0)-g->975,-s->593,
(224,0)-g->438,
(225,0)-g->172,
(226,0)-g->1,-o->1038,
(227,0)-m->174,
(228,0)-m->1060,
(229,0)-m->1,
(230,0)-m->558,
(231,0)-m->185,
(232,0)-m->678,-o->455,-p->186,
(233,0)-m->191,
(234,0)-m->716,
(235,0)-m->568,
(236,0)-m->472,-n->404,
(237,0)-m->579,
(238,0)-m->7,
(239,0)-m->198,
(240,0)-m->214,
(241,0)-m->1032,
(242,0)-m->249,-t->854,
(243,0)-m->249,-s->757,
(244,0)-e->1,
(245,0)-e->1035,
(246,0)-e->442,
(247,0)-e->294,
(248,0)-e->514,
(249,0)-e->62,
(250,0)-e->33,
(251,0)-e->2,
(252,0)-e->392,
(253,0)-e->532,-i->442,-o->417,-y->487,
(254,0)-e->595,
(255,0)-e->47,
(256,0)-e->521,-i->156,
(257,0)-e->64,
(258,0)-e->66,
(259,0)-e->30,-i->82,
(260,0)-e->334,-i->896,-y->1,
(261,0)-e->730,
(262,0)-e->43,
(263,0)-e->52,
(264,0)-e->246,
(265,0)-e->6,
(266,0)-e->440,
(267,0)-e->353,-p->716,
(268,0)-e->1073,-i->901,-o->704,
(269,0)-e->586,
(270,0)-e->585,-i->613,-o->350,
(271,0)-e->816,
(272,0)-e->28,
(273,0)-e->796,
(274,0)-e->567,
(275,0)-e->32,-y->1,
(276,0)-e->497,
(277,0)-e->698,-i->401,-u->237,
(278,0)-e->238,
(279,0)-e->582,
(280,0)-e->75,
(281,0)-e->611,
(282,0)-e->218,
(283,0)-e->216,
(284,0)-e->227,
(285,0)-e->56,
(286,0)-e->742,
(287,0)-e->414,
(288,0)-e->201,-h->110,-o->239,
(289,0)-r->880,
(290,0)-r->1067,
(291,0)-r->812,
(292,0)-r->461,
(293,0)-r->672,
(294,0)-r->1,
(295,0)-r->254,
(296,0)-r->2,
(297,0)-r->1093,
(298,0)-r->33,
(299,0)-r->111,
(300,0)-r->1094,
(301,0)-r->40,
(302,0)-r->190,
(303,0)-r->1001,-s->693,
(304,0)-r->641,
(305,0)-r->930,
(306,0)-r->184,
(307,0)-r->423,
(308,0)-r->270,
(309,0)-r->68,
(310,0)-r->538,
(311,0)-r->244,
(312,0)-r->107,
(313,0)-r->978,
(314,0)-r->79,
(315,0)-r->194,
(316,0)-r->413,
(317,0)-r->205,
(318,0)-r->102,
(319,0)-r->147,
(320,0)-r->138,
(321,0)-r->815,
(322,0)-r->263,
(323,0)-r->211,
(324,0)-r->697,
(325,0)-r->139,
(326,0)-r->717,
(327,0)-r->100,
(328,0)-r->149,
(329,0)-r->515,
(330,0)-r->473,
(331,0)-r->439,
(332,0)-r->132,
(333,0)-h->244,
(334,0)-h->1,
(335,0)-h->266,
(336,0)-h->1030,
(337,0)-h->261,
(338,0)-h->198,
(339,0)-h->674,
(340,0)-h->6,
(341,0)-h->682,
(342,0)-h->278,-o->343,
(343,0)-h->953,-v->251,
(344,0)-h->229,
(345,0)-h->1033,
(346,0)-h->247,
(347,0)-u->734,
(348,0)-u->877,
(349,0)-u->20,
(350,0)-u->2,
(351,0)-u->189,
(352,0)-u->781,
(353,0)-u->1,
(354,0)-u->54,
(355,0)-u->758,
(356,0)-u->222,
(357,0)-u->156,
(358,0)-u->296,
(359,0)-u->313,
(360,0)-u->398,
(361,0)-u->884,
(362,0)-u->675,
(363,0)-u->169,
(364,0)-u->241,
(365,0)-u->46,
(366,0)-u->6,-v->247,
(367,0)-c->244,
(368,0)-c->736,
(369,0)-c->246,
(370,0)-c->850,-e->637,-i->628,-o->476,-t->182,-u->876,
(371,0)-c->250,-s->1048,
(372,0)-c->7,-t->1002,
(373,0)-c->751,
(374,0)-c->692,-d->245,
(375,0)-c->571,
(376,0)-c->858,-t->193,
(377,0)-c->33,-s->229,
(378,0)-c->1,
(379,0)-c->517,
(380,0)-c->733,
(381,0)-c->10,
(382,0)-c->160,
(383,0)-c->1093,
(384,0)-c->147,
(385,0)-c->1068,
(386,0)-c->96,
(387,0)-c->132,
(388,0)-c->986,
(389,0)-c->980,
(390,0)-c->155,-r->10,
(391,0)-c->135,-e->492,-r->244,
(392,0)-c->154,
(393,0)-c->341,
(394,0)-c->778,
(395,0)-c->708,-d->181,-t->40,
(396,0)-c->2,
(397,0)-c->685,
(398,0)-c->184,
(399,0)-c->795,
(400,0)-c->872,-f->315,-t->688,
(401,0)-c->209,
(402,0)-c->100,
(403,0)-c->213,
(404,0)-c->503,
(405,0)-c->170,
(406,0)-c->144,-s->6,
(407,0)-f->794,
(408,0)-f->868,
(409,0)-f->6,-n->250,
(410,0)-f->411,
(411,0)-f->252,
(412,0)-f->99,
(413,0)-f->349,
(414,0)-f->1,
(415,0)-b->929,-p->748,
(416,0)-b->714,
(417,0)-b->985,-s->53,
(418,0)-b->91,
(419,0)-b->1,
(420,0)-b->495,
(421,0)-b->302,
(422,0)-b->244,-l->866,-p->1080,-r->804,
(423,0)-b->826,
(424,0)-b->577,-s->780,-t->133,
(425,0)-b->716,-d->518,-g->855,-n->195,-s->684,
(426,0)-b->188,-r->230,-s->1,
(427,0)-b->323,
(428,0)-b->280,
(429,0)-b->104,
(430,0)-b->107,
(431,0)-b->299,
(432,0)--->418,
(433,0)--->421,
(434,0)--->601,
(435,0)--->819,
(436,0)--->399,
(437,0)--->612,
(438,0)--->666,
(439,0)--->969,
(440,0)--->87,
(441,0)--->431,
(442,0)-d->1,
(443,0)-d->250,
(444,0)-d->930,
(445,0)-d->987,-n->384,-s->1081,
(446,0)-d->823,
(447,0)-d->521,
(448,0)-d->475,
(449,0)-d->32,
(450,0)-d->572,
(451,0)-d->1086,
(452,0)-d->857,-l->833,-n->750,-p->754,-s->607,
(453,0)-d->1045,
(454,0)-d->1092,
(455,0)-d->760,
(456,0)-d->934,
(457,0)-d->699,
(458,0)-d->541,-l->832,-m->933,-n->27,-r->543,-s->489,
(459,0)-d->100,
(460,0)-d->357,-e->410,-h->673,-s->393,
(461,0)-d->33,
(462,0)-d->434,
(463,0)-d->360,
(464,0)-d->869,
(465,0)-d->244,
(466,0)-d->2,
(467,0)-d->1032,
(468,0)-p->82,
(469,0)-p->1,
(470,0)-p->2,
(471,0)-p->33,
(472,0)-p->667,
(473,0)-p->105,
(474,0)-l->580,
(475,0)-l->7,
(476,0)-l->347,-r->415,
(477,0)-l->502,-n->55,-u->618,
(478,0)-l->703,
(479,0)-l->530,
(480,0)-l->790,-m->232,-r->456,-s->1076,-u->946,
(481,0)-l->158,
(482,0)-l->970,
(483,0)-l->85,
(484,0)-l->820,
(485,0)-l->26,-n->143,-u->590,
(486,0)-l->521,
(487,0)-l->716,
(488,0)-l->724,
(489,0)-l->244,
(490,0)-l->792,
(491,0)-l->33,
(492,0)-l->442,
(493,0)-l->951,-r->197,
(494,0)-l->256,-n->39,-t->974,
(495,0)-l->275,
(496,0)-l->191,
(497,0)-l->461,
(498,0)-l->207,-o->319,
(499,0)-l->141,
(500,0)-l->428,
(501,0)-l->412,
(502,0)-l->283,
(503,0)-l->365,
(504,0)-l->1,-t->860,
(505,0)-w->484,
(506,0)-w->1,
(507,0)-w->1032,
(508,0)-w->828,
(509,0)-v->244,
(510,0)-v->858,
(511,0)-v->979,
(512,0)-v->701,
(513,0)-v->972,
(514,0)-v->246,
(515,0)-v->180,
(516,0)-z->258,
(517,0)-k->1,
(518,0)-y->633,
(519,0)-y->2,
(520,0)-'->2,
(521,1)-l->7,
(522,1)-l->7,-n->255,-s->1,
(523,1)-d->521,
(524,1)-d->1,
(525,1)-d->1,-m->1046,-r->2,-s->1,
(526,1)-d->1,-n->1005,-s->1,
(527,1)-d->1,-r->33,-s->1,
(528,1)--->810,-g->293,
(529,1)--->228,-e->906,-i->181,-l->7,-m->119,
(530,1)--->21,-l->7,
(531,1)--->407,-i->156,-s->1,-u->483,
(532,1)--->408,-a->216,-s->1,
(533,1)--->741,
(534,1)--->669,-s->1,
(535,1)--->488,-a->809,-d->926,-e->650,-h->836,-i->267,-j->782,-m->130,-o->422,-r->268,-s->42,-u->490,-v->773,
(536,1)--->664,
(537,1)--->386,
(538,1)--->460,-m->802,-n->95,-w->983,
(539,1)--->203,-d->540,-l->255,-n->395,-s->1,
(540,1)--->394,
(541,1)--->168,-e->542,-i->613,-s->1,
(542,1)--->464,-d->1,-s->1,
(543,1)--->400,-b->668,-c->317,-d->318,-e->442,-f->707,-i->475,-l->851,-m->206,-p->498,-s->38,-w->208,-y->1,
(544,1)--->23,-a->7,-e->225,
(545,1)--->429,
(546,1)-n->957,
(547,1)-n->244,-s->1,
(548,1)-s->6,
(549,1)-s->1,-t->981,
(550,1)-s->1,-y->1,
(551,1)-e->1,
(552,1)-e->449,-i->1021,-l->7,-o->296,-s->1,
(553,1)-e->2,
(554,1)-e->1004,-h->683,-s->1,
(555,1)-e->310,-u->334,
(556,1)-e->788,
(557,1)-e->442,
(558,1)-e->442,-i->945,-s->1,
(559,1)-e->442,-m->1046,
(560,1)-e->442,-i->616,-o->301,-r->849,-s->1,-u->1085,
(561,1)-e->442,-i->613,
(562,1)-e->442,-i->613,-l->7,-n->255,-s->1,
(563,1)-a->1008,-e->442,-i->613,-s->1,
(564,1)-a->479,-s->1,
(565,1)-a->1053,-e->442,
(566,1)-a->486,-s->1,
(567,1)-a->420,-d->536,-i->613,-m->1046,-s->1,
(568,1)-a->735,-e->442,-i->613,-s->1,
(569,1)-a->963,-s->1,
(570,1)-a->426,-b->277,-c->342,-d->831,-e->37,-f->322,-g->210,-i->212,-k->765,-l->544,
(571,1)-a->918,
(572,1)-i->145,-l->7,
(573,1)-i->592,
(574,1)-i->940,-s->1,
(575,1)-i->613,
(576,1)-i->164,-u->308,
(577,1)-i->980,-s->1,
(578,1)-i->24,-s->1,
(579,1)-i->62,-s->1,
(580,1)-i->377,-s->1,
(581,1)-i->375,
(582,1)-c->727,
(583,1)-'->2,
(584,1)-r->1,
(585,1)-r->2,-s->1,
(586,1)-o->354,-s->1,
(587,0)-s->336,-t->694,
(588,0)-s->12,-t->113,
(589,0)-s->6,
(590,0)-s->759,
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