des(0, 4570, 3025) (0," dummy ",1) (0," dummy ",2) (1," dummy; prob 0.500000",3) (1," dummy; prob 0.500000",4) (2," dummy; prob 0.500000",5) (2," dummy; prob 0.500000",6) (3," dummy ",7) (3," dummy ",8) (4," dummy ",9) (4," dummy ",10) (5," dummy ",11) (5," dummy ",12) (6," dummy ",13) (6," dummy ",14) (7," dummy; prob 0.500000",15) (7," dummy; prob 0.500000",16) (8," dummy ",17) (9," dummy; prob 0.500000",18) (9," dummy; prob 0.500000",19) (10," dummy ",20) (11," dummy ",21) (12," dummy; prob 0.500000",15) (12," dummy; prob 0.500000",18) (13," dummy ",22) (14," dummy; prob 0.500000",16) (14," dummy; prob 0.500000",19) (15," dummy ",23) (15," dummy ",24) (16," dummy ",25) (16," dummy ",26) (17," dummy; prob 0.500000",24) (17," dummy; prob 0.500000",26) (18," dummy ",27) (18," dummy ",28) (19," dummy ",29) (19," dummy ",30) (20," dummy; prob 0.500000",28) (20," dummy; prob 0.500000",30) (21," dummy; prob 0.500000",23) (21," dummy; prob 0.500000",27) (22," dummy; prob 0.500000",25) (22," dummy; prob 0.500000",29) (23," dummy ",31) (24," dummy ",31) (25," dummy ",32) (26," dummy ",32) (27," dummy ",33) (28," dummy ",33) (29," dummy ",34) (30," dummy ",34) (31," dummy ",35) (31," dummy ",36) (32," dummy ",37) (33," dummy ",38) (34," dummy ",39) (34," dummy ",40) (35," dummy ",41) (35," dummy ",42) (36," dummy ",43) (36," dummy ",44) (37," dummy ",45) (38," dummy ",46) (39," dummy ",47) (39," dummy ",48) (40," dummy ",49) (40," dummy ",50) (41," dummy ",51) (41," dummy ",52) (42," dummy ",53) (43," dummy ",54) (43," dummy ",55) (44," dummy ",56) (45," dummy ",57) (46," dummy ",58) (47," dummy ",59) (47," dummy ",60) (48," dummy ",61) (49," dummy ",62) (49," dummy ",63) (50," dummy ",64) (51," dummy ",65) (51," dummy ",66) (52," dummy ",66) (52," dummy ",67) (53," dummy ",68) (54," dummy ",69) (54," dummy ",70) (55," dummy ",70) (55," dummy ",71) (56," dummy ",68) (57," dummy ",68) (58," dummy ",68) (59," dummy ",72) (59," dummy ",73) (60," dummy ",73) (60," dummy ",74) (61," dummy ",68) (62," dummy ",75) (62," dummy ",76) (63," dummy ",76) (63," dummy ",77) (64," dummy ",68) (65," dummy; prob 0.500000",78) (65," dummy; prob 0.500000",79) (66," dummy ",80) (66," dummy ",81) (67," dummy; prob 0.500000",82) (67," dummy; prob 0.500000",83) (68," dummy ",68) (69," dummy; prob 0.500000",84) (69," dummy; prob 0.500000",85) (70," dummy ",80) (70," dummy ",81) (71," dummy; prob 0.500000",86) (71," dummy; prob 0.500000",87) (72," dummy; prob 0.500000",88) (72," dummy; prob 0.500000",89) (73," dummy ",90) (73," dummy ",91) (74," dummy; prob 0.500000",92) (74," dummy; prob 0.500000",93) (75," dummy; prob 0.500000",94) (75," dummy; prob 0.500000",95) (76," dummy ",90) (76," dummy ",91) (77," dummy; prob 0.500000",96) (77," dummy; prob 0.500000",97) (78," dummy ",98) (79," dummy ",99) (80," dummy; prob 0.500000",100) (80," dummy; prob 0.500000",101) (81," dummy; prob 0.500000",102) (81," dummy; prob 0.500000",103) (82," dummy ",104) (83," dummy ",105) (84," dummy ",106) (85," dummy ",107) (86," dummy ",108) (87," dummy ",109) (88," dummy ",110) (89," dummy ",111) (90," dummy; prob 0.500000",112) (90," dummy; prob 0.500000",113) (91," dummy; prob 0.500000",114) (91," dummy; prob 0.500000",115) (92," dummy ",116) (93," dummy ",117) (94," dummy ",118) (95," dummy ",119) (96," dummy ",120) (97," dummy ",121) (98," dummy ",122) (98," dummy ",123) (99," dummy ",124) (99," dummy ",125) (100," dummy ",126) (100," dummy ",127) (101," dummy ",128) (101," dummy ",129) (102," dummy ",130) (102," dummy ",131) (103," dummy ",132) (103," dummy ",133) (104," dummy ",134) (104," dummy ",135) (105," dummy ",136) (105," dummy ",137) (106," dummy ",122) (106," dummy ",138) (107," dummy ",124) (107," dummy ",139) (108," dummy ",140) (108," dummy ",135) (109," dummy ",141) (109," dummy ",137) (110," dummy ",142) (110," dummy ",143) (111," dummy ",144) (111," dummy ",145) (112," dummy ",146) (112," dummy ",147) (113," dummy ",148) (113," dummy ",149) (114," dummy ",150) (114," dummy ",151) (115," dummy ",152) (115," dummy ",153) (116," dummy ",154) (116," dummy ",155) (117," dummy ",156) (117," dummy ",157) (118," dummy ",142) (118," dummy ",158) (119," dummy ",144) (119," dummy ",159) (120," dummy ",160) (120," dummy ",155) (121," dummy ",161) (121," dummy ",157) (122," dummy; prob 0.500000",162) (122," dummy; prob 0.500000",163) (123," dummy ",164) (124," dummy; prob 0.500000",165) (124," dummy; prob 0.500000",166) (125," dummy ",167) (126," dummy; prob 0.500000",168) (126," dummy; prob 0.500000",169) (127," dummy ",170) (128," dummy; prob 0.500000",171) (128," dummy; prob 0.500000",172) (129," dummy ",173) (130," dummy ",174) (131," dummy; prob 0.500000",168) (131," dummy; prob 0.500000",171) (132," dummy ",175) (133," dummy; prob 0.500000",169) (133," dummy; prob 0.500000",172) (134," dummy ",176) (135," dummy; prob 0.500000",177) (135," dummy; prob 0.500000",178) (136," dummy ",179) (137," dummy; prob 0.500000",180) (137," dummy; prob 0.500000",181) (138," dummy ",164) (139," dummy ",167) (140," dummy ",176) (141," dummy ",179) (142," dummy; prob 0.500000",182) (142," dummy; prob 0.500000",183) (143," dummy ",184) (144," dummy; prob 0.500000",185) (144," dummy; prob 0.500000",186) (145," dummy ",187) (146," dummy; prob 0.500000",188) (146," dummy; prob 0.500000",189) (147," dummy ",190) (148," dummy; prob 0.500000",191) (148," dummy; prob 0.500000",192) (149," dummy ",193) (150," dummy ",194) (151," dummy; prob 0.500000",188) (151," dummy; prob 0.500000",191) (152," dummy ",195) (153," dummy; prob 0.500000",189) (153," dummy; prob 0.500000",192) (154," dummy ",196) (155," dummy; prob 0.500000",197) (155," dummy; prob 0.500000",198) (156," dummy ",199) (157," dummy; prob 0.500000",200) (157," dummy; prob 0.500000",201) (158," dummy ",184) (159," dummy ",187) (160," dummy ",196) (161," dummy ",199) (162," dummy ",202) (162," dummy ",203) (163," dummy ",204) (163," dummy ",205) (164," dummy; prob 0.500000",203) (164," dummy; prob 0.500000",205) (165," dummy ",206) (165," dummy ",207) (166," dummy ",208) (166," dummy ",209) (167," dummy; prob 0.500000",207) (167," dummy; prob 0.500000",209) (168," dummy ",210) (168," dummy ",211) (169," dummy ",212) (169," dummy ",213) (170," dummy; prob 0.500000",211) (170," dummy; prob 0.500000",213) (171," dummy ",214) (171," dummy ",215) (172," dummy ",216) (172," dummy ",217) (173," dummy; prob 0.500000",215) (173," dummy; prob 0.500000",217) (174," dummy; prob 0.500000",210) (174," dummy; prob 0.500000",214) (175," dummy; prob 0.500000",212) (175," dummy; prob 0.500000",216) (176," dummy; prob 0.500000",218) (176," dummy; prob 0.500000",219) (177," dummy ",218) (177," dummy ",220) (178," dummy ",219) (178," dummy ",221) (179," dummy; prob 0.500000",222) (179," dummy; prob 0.500000",223) (180," dummy ",222) (180," dummy ",224) (181," dummy ",223) (181," dummy ",225) (182," dummy ",226) (182," dummy ",227) (183," dummy ",228) (183," dummy ",229) (184," dummy; prob 0.500000",227) (184," dummy; prob 0.500000",229) (185," dummy ",230) (185," dummy ",231) (186," dummy ",232) (186," dummy ",233) (187," dummy; prob 0.500000",231) (187," dummy; prob 0.500000",233) (188," dummy ",234) (188," dummy ",235) (189," dummy ",236) (189," dummy ",237) (190," dummy; prob 0.500000",235) (190," dummy; prob 0.500000",237) (191," dummy ",238) (191," dummy ",239) (192," dummy ",240) (192," dummy ",241) (193," dummy; prob 0.500000",239) (193," dummy; prob 0.500000",241) (194," dummy; prob 0.500000",234) (194," dummy; prob 0.500000",238) (195," dummy; prob 0.500000",236) (195," dummy; prob 0.500000",240) (196," dummy; prob 0.500000",242) (196," dummy; prob 0.500000",243) (197," dummy ",242) (197," dummy ",244) (198," dummy ",243) (198," dummy ",245) (199," dummy; prob 0.500000",246) (199," dummy; prob 0.500000",247) (200," dummy ",246) (200," dummy ",248) (201," dummy ",247) (201," dummy ",249) (202," dummy ",250) (203," dummy ",250) (204," dummy ",251) (205," dummy ",251) (206," dummy ",252) (207," dummy ",252) (208," dummy ",253) (209," dummy ",253) (210," dummy ",254) (211," dummy ",254) (212," dummy ",255) (213," dummy ",255) (214," dummy ",256) (215," dummy ",256) (216," dummy ",257) (217," dummy ",257) (218," dummy ",258) (219," dummy ",259) (220," dummy ",258) (221," dummy ",259) (222," dummy ",260) (223," dummy ",261) (224," dummy ",260) (225," dummy ",261) (226," dummy ",262) (227," dummy ",262) (228," dummy ",263) (229," dummy ",263) (230," dummy ",264) (231," dummy ",264) (232," dummy ",265) (233," dummy ",265) (234," dummy ",266) (235," dummy ",266) (236," dummy ",267) (237," dummy ",267) (238," dummy ",268) (239," dummy ",268) (240," dummy ",269) (241," dummy ",269) (242," dummy ",270) (243," dummy ",271) (244," dummy ",270) (245," dummy ",271) (246," dummy ",272) (247," dummy ",273) (248," dummy ",272) (249," dummy ",273) (250," dummy ",274) (250," dummy ",275) (251," dummy ",276) (252," dummy ",277) (253," dummy ",278) (253," dummy ",279) (254," dummy ",280) (254," dummy ",281) (255," dummy ",282) (256," dummy ",283) (257," dummy ",284) (257," dummy ",285) (258," dummy ",286) (258," dummy ",287) (259," dummy ",288) (260," dummy ",289) (261," dummy ",290) (261," dummy ",291) (262," dummy ",292) (262," dummy ",293) (263," dummy ",294) (264," dummy ",295) (265," dummy ",296) (265," dummy ",297) (266," dummy ",298) (266," dummy ",299) (267," dummy ",300) (268," dummy ",301) (269," dummy ",302) (269," dummy ",303) (270," dummy ",304) (270," dummy ",305) (271," dummy ",306) (272," dummy ",307) (273," dummy ",308) (273," dummy ",309) (274," dummy ",310) (274," dummy ",311) (275," dummy ",312) (275," dummy ",313) (276," dummy ",314) (277," dummy ",315) (278," dummy ",316) (278," dummy ",317) (279," dummy ",318) (279," dummy ",319) (280," dummy ",320) (280," dummy ",321) (281," dummy ",322) (281," dummy ",323) (282," dummy ",324) (283," dummy ",325) (284," dummy ",326) (284," dummy ",327) (285," dummy ",328) (285," dummy ",329) (286," dummy ",330) (286," dummy ",331) (287," dummy ",332) (287," dummy ",333) (288," dummy ",334) (289," dummy ",335) (290," dummy ",336) (290," dummy ",337) (291," dummy ",338) (291," dummy ",339) (292," dummy ",340) (292," dummy ",341) (293," dummy ",342) (293," dummy ",343) (294," dummy ",344) (295," dummy ",345) (296," dummy ",346) (296," dummy ",347) (297," dummy ",348) (297," dummy ",349) (298," dummy ",350) (298," dummy ",351) (299," dummy ",352) (299," dummy ",353) (300," dummy ",354) (301," dummy ",355) (302," dummy ",356) (302," dummy ",357) (303," dummy ",358) (303," dummy ",359) (304," dummy ",360) (304," dummy ",361) (305," dummy ",362) (305," dummy ",363) (306," dummy ",364) (307," dummy ",365) (308," dummy ",366) (308," dummy ",367) (309," dummy ",368) (309," dummy ",369) (310," dummy ",370) (310," dummy ",371) (311," dummy ",372) (312," dummy ",373) (312," dummy ",374) (313," dummy ",375) (314," dummy ",376) (315," dummy ",377) (316," dummy ",378) (316," dummy ",379) (317," dummy ",380) (318," dummy ",381) (318," dummy ",382) (319," dummy ",383) (320," dummy ",384) (320," dummy ",385) (321," dummy ",386) (322," dummy ",373) (322," dummy ",374) (323," dummy ",387) (324," dummy ",388) (325," dummy ",389) (326," dummy ",390) (326," dummy ",391) (327," dummy ",392) (328," dummy ",381) (328," dummy ",382) (329," dummy ",393) (330," dummy ",384) (330," dummy ",385) (331," dummy ",394) (332," dummy ",395) (332," dummy ",396) (333," dummy ",397) (334," dummy ",398) (335," dummy ",399) (336," dummy ",390) (336," dummy ",391) (337," dummy ",400) (338," dummy ",401) (338," dummy ",402) (339," dummy ",403) (340," dummy ",404) (340," dummy ",405) (341," dummy ",406) (342," dummy ",407) (342," dummy ",408) (343," dummy ",409) (344," dummy ",410) (345," dummy ",411) (346," dummy ",412) (346," dummy ",413) (347," dummy ",414) (348," dummy ",415) (348," dummy ",416) (349," dummy ",417) (350," dummy ",418) (350," dummy ",419) (351," dummy ",420) (352," dummy ",407) (352," dummy ",408) (353," dummy ",421) (354," dummy ",422) (355," dummy ",423) (356," dummy ",424) (356," dummy ",425) (357," dummy ",426) (358," dummy ",415) (358," dummy ",416) (359," dummy ",427) (360," dummy ",418) (360," dummy ",419) (361," dummy ",428) (362," dummy ",429) (362," dummy ",430) (363," dummy ",431) (364," dummy ",432) (365," dummy ",433) (366," dummy ",424) (366," dummy ",425) (367," dummy ",434) (368," dummy ",435) (368," dummy ",436) (369," dummy ",437) (370," dummy ",438) (370," dummy ",439) (371," dummy ",439) (371," dummy ",440) (372," dummy ",68) (373," dummy ",441) (373," dummy ",442) (374," dummy ",442) (374," dummy ",443) (375," dummy ",68) (376," dummy ",68) (377," dummy ",68) (378," dummy ",444) (378," dummy ",445) (379," dummy ",445) (379," dummy ",446) (380," dummy ",68) (381," dummy ",447) (381," dummy ",448) (382," dummy ",448) (382," dummy ",449) (383," dummy ",68) (384," dummy ",450) (384," dummy ",451) (385," dummy ",451) (385," dummy ",452) (386," dummy ",68) (387," dummy ",68) (388," dummy ",68) (389," dummy ",68) (390," dummy ",453) (390," dummy ",454) (391," dummy ",454) (391," dummy ",455) (392," dummy ",68) (393," dummy ",68) (394," dummy ",68) (395," dummy ",456) (395," dummy ",457) (396," dummy ",457) (396," dummy ",458) (397," dummy ",68) (398," dummy ",68) (399," dummy ",68) (400," dummy ",68) (401," dummy ",459) (401," dummy ",460) (402," dummy ",460) (402," dummy ",461) (403," dummy ",68) (404," dummy ",462) (404," dummy ",445) (405," dummy ",445) (405," dummy ",463) (406," dummy ",68) (407," dummy ",464) (407," dummy ",465) (408," dummy ",465) (408," dummy ",466) (409," dummy ",68) (410," dummy ",68) (410," dummy ",467) (411," dummy ",68) (411," dummy ",467) (412," dummy ",468) (412," dummy ",469) (413," dummy ",469) (413," dummy ",470) (414," dummy ",68) (414," dummy ",467) (415," dummy ",471) (415," dummy ",472) (416," dummy ",472) (416," dummy ",473) (417," dummy ",68) (417," dummy ",467) (418," dummy ",474) (418," dummy ",475) (419," dummy ",475) (419," dummy ",476) (420," dummy ",68) (421," dummy ",68) (422," dummy ",68) (422," dummy ",467) (423," dummy ",68) (423," dummy ",467) (424," dummy ",477) (424," dummy ",478) (425," dummy ",478) (425," dummy ",479) (426," dummy ",68) (426," dummy ",467) (427," dummy ",68) (427," dummy ",467) (428," dummy ",68) (429," dummy ",480) (429," dummy ",460) (430," dummy ",460) (430," dummy ",481) (431," dummy ",68) (432," dummy ",68) (432," dummy ",467) (433," dummy ",68) (433," dummy ",467) (434," dummy ",68) (434," dummy ",467) (435," dummy ",482) (435," dummy ",483) (436," dummy ",483) (436," dummy ",484) (437," dummy ",68) (437," dummy ",467) (438," dummy; prob 0.500000",485) (438," dummy; prob 0.500000",486) (439," dummy ",487) (439," dummy ",488) (440," dummy; prob 0.500000",489) (440," dummy; prob 0.500000",490) (441," dummy; prob 0.500000",491) (441," dummy; prob 0.500000",492) (442," dummy ",487) (442," dummy ",488) (443," dummy; prob 0.500000",493) (443," dummy; prob 0.500000",494) (444," dummy; prob 0.500000",495) (444," dummy; prob 0.500000",496) (445," dummy ",497) (445," dummy ",498) (446," dummy; prob 0.500000",499) (446," dummy; prob 0.500000",500) (447," dummy; prob 0.500000",501) (447," dummy; prob 0.500000",502) (448," dummy ",497) (448," dummy ",498) (449," dummy; prob 0.500000",503) (449," dummy; prob 0.500000",504) (450," dummy; prob 0.500000",505) (450," dummy; prob 0.500000",506) (451," dummy ",487) (451," dummy ",488) (452," dummy; prob 0.500000",507) (452," dummy; prob 0.500000",508) (453," dummy; prob 0.500000",509) (453," dummy; prob 0.500000",510) (454," dummy ",497) (454," dummy ",498) (455," dummy; prob 0.500000",511) (455," dummy; prob 0.500000",512) (456," dummy; prob 0.500000",513) (456," dummy; prob 0.500000",514) (457," dummy ",487) (457," dummy ",488) (458," dummy; prob 0.500000",515) (458," dummy; prob 0.500000",516) (459," dummy; prob 0.500000",517) (459," dummy; prob 0.500000",518) (460," dummy ",497) (460," dummy ",498) (461," dummy; prob 0.500000",519) (461," dummy; prob 0.500000",520) (462," dummy; prob 0.500000",521) (462," dummy; prob 0.500000",522) (463," dummy; prob 0.500000",523) (463," dummy; prob 0.500000",524) (464," dummy; prob 0.500000",525) (464," dummy; prob 0.500000",526) (465," dummy ",497) (465," dummy ",498) (466," dummy; prob 0.500000",527) (466," dummy; prob 0.500000",528) (467," dummy; prob 0.800000",467) (468," dummy; prob 0.500000",529) (468," dummy; prob 0.500000",530) (469," dummy ",531) (469," dummy ",532) (470," dummy; prob 0.500000",533) (470," dummy; prob 0.500000",534) (471," dummy; prob 0.500000",535) (471," dummy; prob 0.500000",536) (472," dummy ",531) (472," dummy ",532) (473," dummy; prob 0.500000",537) (473," dummy; prob 0.500000",538) (474," dummy; prob 0.500000",539) (474," dummy; prob 0.500000",540) (475," dummy ",497) (475," dummy ",498) (476," dummy; prob 0.500000",541) (476," dummy; prob 0.500000",542) (477," dummy; prob 0.500000",543) (477," dummy; prob 0.500000",544) (478," dummy ",531) (478," dummy ",532) (479," dummy; prob 0.500000",545) (479," dummy; prob 0.500000",546) (480," dummy; prob 0.500000",547) (480," dummy; prob 0.500000",548) (481," dummy; prob 0.500000",549) (481," dummy; prob 0.500000",550) (482," dummy; prob 0.500000",551) (482," dummy; prob 0.500000",552) (483," dummy ",531) (483," dummy ",532) (484," dummy; prob 0.500000",553) (484," dummy; prob 0.500000",554) (485," dummy ",555) (486," dummy ",556) (487," dummy; prob 0.500000",557) (487," dummy; prob 0.500000",558) (488," dummy; prob 0.500000",559) (488," dummy; prob 0.500000",560) (489," dummy ",561) (490," dummy ",562) (491," dummy ",563) (492," dummy ",564) (493," dummy ",565) (494," dummy ",566) (495," dummy ",567) (496," dummy ",568) (497," dummy; prob 0.500000",569) (497," dummy; prob 0.500000",570) (498," dummy; prob 0.500000",571) (498," dummy; prob 0.500000",572) (499," dummy ",573) (500," dummy ",574) (501," dummy ",575) (502," dummy ",576) (503," dummy ",577) (504," dummy ",578) (505," dummy ",579) (506," dummy ",580) (507," dummy ",581) (508," dummy ",582) (509," dummy ",583) (510," dummy ",584) (511," dummy ",585) (512," dummy ",586) (513," dummy ",587) (514," dummy ",588) (515," dummy ",589) (516," dummy ",590) (517," dummy ",591) (518," dummy ",592) (519," dummy ",593) (520," dummy ",594) (521," dummy ",567) (522," dummy ",568) (523," dummy ",573) (524," dummy ",574) (525," dummy ",595) (526," dummy ",596) (527," dummy ",597) (528," dummy ",598) (529," dummy ",599) (530," dummy ",600) (531," dummy; prob 0.500000",601) (531," dummy; prob 0.500000",602) (532," dummy; prob 0.500000",603) (532," dummy; prob 0.500000",604) (533," dummy ",605) (534," dummy ",606) (535," dummy ",607) (536," dummy ",608) (537," dummy ",609) (538," dummy ",610) (539," dummy ",611) (540," dummy ",612) (541," dummy ",613) (542," dummy ",614) (543," dummy ",615) (544," dummy ",616) (545," dummy ",617) (546," dummy ",618) (547," dummy ",591) (548," dummy ",592) (549," dummy ",593) (550," dummy ",594) (551," dummy ",619) (552," dummy ",620) (553," dummy ",621) (554," dummy ",622) (555," dummy ",623) (555," dummy ",624) (556," dummy ",625) (556," dummy ",626) (557," dummy ",627) (557," dummy ",628) (558," dummy ",629) (558," dummy ",630) (559," dummy ",631) (559," dummy ",632) (560," dummy ",633) (560," dummy ",634) (561," dummy ",635) (561," dummy ",636) (562," dummy ",637) (562," dummy ",638) (563," dummy ",623) (563," dummy ",639) (564," dummy ",625) (564," dummy ",640) (565," dummy ",641) (565," dummy ",636) (566," dummy ",642) (566," dummy ",638) (567," dummy ",643) (567," dummy ",644) (568," dummy ",645) (568," dummy ",646) (569," dummy ",647) (569," dummy ",648) (570," dummy ",649) (570," dummy ",650) (571," dummy ",651) (571," dummy ",652) (572," dummy ",653) (572," dummy ",654) (573," dummy ",655) (573," dummy ",656) (574," dummy ",657) (574," dummy ",658) (575," dummy ",643) (575," dummy ",659) (576," dummy ",645) (576," dummy ",660) (577," dummy ",661) (577," dummy ",656) (578," dummy ",662) (578," dummy ",658) (579," dummy ",623) (579," dummy ",663) (580," dummy ",625) (580," dummy ",664) (581," dummy ",665) (581," dummy ",636) (582," dummy ",666) (582," dummy ",638) (583," dummy ",643) (583," dummy ",667) (584," dummy ",645) (584," dummy ",668) (585," dummy ",669) (585," dummy ",656) (586," dummy ",670) (586," dummy ",658) (587," dummy ",623) (587," dummy ",671) (588," dummy ",625) (588," dummy ",672) (589," dummy ",673) (589," dummy ",636) (590," dummy ",674) (590," dummy ",638) (591," dummy ",643) (591," dummy ",675) (592," dummy ",645) (592," dummy ",676) (593," dummy ",677) (593," dummy ",656) (594," dummy ",678) (594," dummy ",658) (595," dummy ",643) (595," dummy ",679) (596," dummy ",645) (596," dummy ",680) (597," dummy ",681) (597," dummy ",656) (598," dummy ",682) (598," dummy ",658) (599," dummy ",683) (599," dummy ",684) (600," dummy ",685) (600," dummy ",686) (601," dummy ",687) (601," dummy ",688) (602," dummy ",689) (602," dummy ",690) (603," dummy ",691) (603," dummy ",692) (604," dummy ",693) (604," dummy ",694) (605," dummy ",695) (605," dummy ",696) (606," dummy ",697) (606," dummy ",698) (607," dummy ",683) (607," dummy ",699) (608," dummy ",685) (608," dummy ",700) (609," dummy ",701) (609," dummy ",696) (610," dummy ",702) (610," dummy ",698) (611," dummy ",643) (611," dummy ",703) (612," dummy ",645) (612," dummy ",704) (613," dummy ",705) (613," dummy ",656) (614," dummy ",706) (614," dummy ",658) (615," dummy ",683) (615," dummy ",707) (616," dummy ",685) (616," dummy ",708) (617," dummy ",709) (617," dummy ",696) (618," dummy ",710) (618," dummy ",698) (619," dummy ",683) (619," dummy ",711) (620," dummy ",685) (620," dummy ",712) (621," dummy ",713) (621," dummy ",696) (622," dummy ",714) (622," dummy ",698) (623," dummy; prob 0.500000",715) (623," dummy; prob 0.500000",716) (624," dummy ",717) (625," dummy; prob 0.500000",718) (625," dummy; prob 0.500000",719) (626," dummy ",720) (627," dummy; prob 0.500000",721) (627," dummy; prob 0.500000",722) (628," dummy ",723) (629," dummy; prob 0.500000",724) (629," dummy; prob 0.500000",725) (630," dummy ",726) (631," dummy ",727) (632," dummy; prob 0.500000",721) (632," dummy; prob 0.500000",724) (633," dummy ",728) (634," dummy; prob 0.500000",722) (634," dummy; prob 0.500000",725) (635," dummy ",729) (636," dummy; prob 0.500000",730) (636," dummy; prob 0.500000",731) (637," dummy ",732) (638," dummy; prob 0.500000",733) (638," dummy; prob 0.500000",734) (639," dummy ",717) (640," dummy ",720) (641," dummy ",729) (642," dummy ",732) (643," dummy; prob 0.500000",735) (643," dummy; prob 0.500000",736) (644," dummy ",737) (645," dummy; prob 0.500000",738) (645," dummy; prob 0.500000",739) (646," dummy ",740) (647," dummy; prob 0.500000",741) (647," dummy; prob 0.500000",742) (648," dummy ",743) (649," dummy; prob 0.500000",744) (649," dummy; prob 0.500000",745) (650," dummy ",746) (651," dummy ",747) (652," dummy; prob 0.500000",741) (652," dummy; prob 0.500000",744) (653," dummy ",748) (654," dummy; prob 0.500000",742) (654," dummy; prob 0.500000",745) (655," dummy ",749) (656," dummy; prob 0.500000",750) (656," dummy; prob 0.500000",751) (657," dummy ",752) (658," dummy; prob 0.500000",753) (658," dummy; prob 0.500000",754) (659," dummy ",737) (660," dummy ",740) (661," dummy ",749) (662," dummy ",752) (663," dummy ",717) (664," dummy ",720) (665," dummy ",729) (666," dummy ",732) (667," dummy ",737) (668," dummy ",740) (669," dummy ",749) (670," dummy ",752) (671," dummy ",717) (672," dummy ",720) (673," dummy ",729) (674," dummy ",732) (675," dummy ",737) (676," dummy ",740) (677," dummy ",749) (678," dummy ",752) (679," dummy ",737) (680," dummy ",740) (681," dummy ",749) (682," dummy ",752) (683," dummy; prob 0.500000",755) (683," dummy; prob 0.500000",756) (684," dummy ",757) (685," dummy; prob 0.500000",758) (685," dummy; prob 0.500000",759) (686," dummy ",760) (687," dummy; prob 0.500000",761) (687," dummy; prob 0.500000",762) (688," dummy ",763) (689," dummy; prob 0.500000",764) (689," dummy; prob 0.500000",765) (690," dummy ",766) (691," dummy ",767) (692," dummy; prob 0.500000",761) (692," dummy; prob 0.500000",764) (693," dummy ",768) (694," dummy; prob 0.500000",762) (694," dummy; prob 0.500000",765) (695," dummy ",769) (696," dummy; prob 0.500000",770) (696," dummy; prob 0.500000",771) (697," dummy ",772) (698," dummy; prob 0.500000",773) (698," dummy; prob 0.500000",774) (699," dummy ",757) (700," dummy ",760) (701," dummy ",769) (702," dummy ",772) (703," dummy ",737) (704," dummy ",740) (705," dummy ",749) (706," dummy ",752) (707," dummy ",757) (708," dummy ",760) (709," dummy ",769) (710," dummy ",772) (711," dummy ",757) (712," dummy ",760) (713," dummy ",769) (714," dummy ",772) (715," dummy ",775) (715," dummy ",776) (716," dummy ",777) (716," dummy ",778) (717," dummy; prob 0.500000",776) (717," dummy; prob 0.500000",778) (718," dummy ",779) (718," dummy ",780) (719," dummy ",781) (719," dummy ",782) (720," dummy; prob 0.500000",780) (720," dummy; prob 0.500000",782) (721," dummy ",783) (721," dummy ",784) (722," dummy ",785) (722," dummy ",786) (723," dummy; prob 0.500000",784) (723," dummy; prob 0.500000",786) (724," dummy ",787) (724," dummy ",788) (725," dummy ",789) (725," dummy ",790) (726," dummy; prob 0.500000",788) (726," dummy; prob 0.500000",790) (727," dummy; prob 0.500000",783) (727," dummy; prob 0.500000",787) (728," dummy; prob 0.500000",785) (728," dummy; prob 0.500000",789) (729," dummy; prob 0.500000",791) (729," dummy; prob 0.500000",792) (730," dummy ",791) (730," dummy ",793) (731," dummy ",792) (731," dummy ",794) (732," dummy; prob 0.500000",795) (732," dummy; prob 0.500000",796) (733," dummy ",795) (733," dummy ",797) (734," dummy ",796) (734," dummy ",798) (735," dummy ",799) (735," dummy ",800) (736," dummy ",801) (736," dummy ",802) (737," dummy; prob 0.500000",800) (737," dummy; prob 0.500000",802) (738," dummy ",803) (738," dummy ",804) (739," dummy ",805) (739," dummy ",806) (740," dummy; prob 0.500000",804) (740," dummy; prob 0.500000",806) (741," dummy ",807) (741," dummy ",808) (742," dummy ",809) (742," dummy ",810) (743," dummy; prob 0.500000",808) (743," dummy; prob 0.500000",810) (744," dummy ",811) (744," dummy ",812) (745," dummy ",813) (745," dummy ",814) (746," dummy; prob 0.500000",812) (746," dummy; prob 0.500000",814) (747," dummy; prob 0.500000",807) (747," dummy; prob 0.500000",811) (748," dummy; prob 0.500000",809) (748," dummy; prob 0.500000",813) (749," dummy; prob 0.500000",815) (749," dummy; prob 0.500000",816) (750," dummy ",815) (750," dummy ",817) (751," dummy ",816) (751," dummy ",818) (752," dummy; prob 0.500000",819) (752," dummy; prob 0.500000",820) (753," dummy ",819) (753," dummy ",821) (754," dummy ",820) (754," dummy ",822) (755," dummy ",823) (755," dummy ",824) (756," dummy ",825) (756," dummy ",826) (757," dummy; prob 0.500000",824) (757," dummy; prob 0.500000",826) (758," dummy ",827) (758," dummy ",828) (759," dummy ",829) (759," dummy ",830) (760," dummy; prob 0.500000",828) (760," dummy; prob 0.500000",830) (761," dummy ",831) (761," dummy ",832) (762," dummy ",833) (762," dummy ",834) (763," dummy; prob 0.500000",832) (763," dummy; prob 0.500000",834) (764," dummy ",835) (764," dummy ",836) (765," dummy ",837) (765," dummy ",838) (766," dummy; prob 0.500000",836) (766," dummy; prob 0.500000",838) (767," dummy; prob 0.500000",831) (767," dummy; prob 0.500000",835) (768," dummy; prob 0.500000",833) (768," dummy; prob 0.500000",837) (769," dummy; prob 0.500000",839) (769," dummy; prob 0.500000",840) (770," dummy ",839) (770," dummy ",841) (771," dummy ",840) (771," dummy ",842) (772," dummy; prob 0.500000",843) (772," dummy; prob 0.500000",844) (773," dummy ",843) (773," dummy ",845) (774," dummy ",844) (774," dummy ",846) (775," dummy ",847) (776," dummy ",847) (777," dummy ",848) (778," dummy ",848) (779," dummy ",849) (780," dummy ",849) (781," dummy ",850) (782," dummy ",850) (783," dummy ",851) (784," dummy ",851) (785," dummy ",852) (786," dummy ",852) (787," dummy ",853) (788," dummy ",853) (789," dummy ",854) (790," dummy ",854) (791," dummy ",855) (792," dummy ",856) (793," dummy ",855) (794," dummy ",856) (795," dummy ",857) (796," dummy ",858) (797," dummy ",857) (798," dummy ",858) (799," dummy ",859) (800," dummy ",859) (801," dummy ",860) (802," dummy ",860) (803," dummy ",861) (804," dummy ",861) (805," dummy ",862) (806," dummy ",862) (807," dummy ",863) (808," dummy ",863) (809," dummy ",864) (810," dummy ",864) (811," dummy ",865) (812," dummy ",865) (813," dummy ",866) (814," dummy ",866) (815," dummy ",867) (816," dummy ",868) (817," dummy ",867) (818," dummy ",868) (819," dummy ",869) (820," dummy ",870) (821," dummy ",869) (822," dummy ",870) (823," dummy ",871) (824," dummy ",871) (825," dummy ",872) (826," dummy ",872) (827," dummy ",873) (828," dummy ",873) (829," dummy ",874) (830," dummy ",874) (831," dummy ",875) (832," dummy ",875) (833," dummy ",876) (834," dummy ",876) (835," dummy ",877) (836," dummy ",877) (837," dummy ",878) (838," dummy ",878) (839," dummy ",879) (840," dummy ",880) (841," dummy ",879) (842," dummy ",880) (843," dummy ",881) (844," dummy ",882) (845," dummy ",881) (846," dummy ",882) (847," dummy ",883) (847," dummy ",884) (848," dummy ",885) (849," dummy ",886) (850," dummy ",887) (850," dummy ",888) (851," dummy ",889) (851," dummy ",890) (852," dummy ",891) (853," dummy ",892) (854," dummy ",893) (854," dummy ",894) (855," dummy ",895) (855," dummy ",896) (856," dummy ",897) (857," dummy ",898) (858," dummy ",899) (858," dummy ",900) (859," dummy ",901) (859," dummy ",902) (860," dummy ",903) (861," dummy ",904) (862," dummy ",905) (862," dummy ",906) (863," dummy ",907) (863," dummy ",908) (864," dummy ",909) (865," dummy ",910) (866," dummy ",911) (866," dummy ",912) (867," dummy ",913) (867," dummy ",914) (868," dummy ",915) (869," dummy ",916) (870," dummy ",917) (870," dummy ",918) (871," dummy ",919) (871," dummy ",920) (872," dummy ",921) (873," dummy ",922) (874," dummy ",923) (874," dummy ",924) (875," dummy ",925) (875," dummy ",926) (876," dummy ",927) (877," dummy ",928) (878," dummy ",929) (878," dummy ",930) (879," dummy ",931) (879," dummy ",932) (880," dummy ",933) (881," dummy ",934) (882," dummy ",935) (882," dummy ",936) (883," dummy ",937) (883," dummy ",938) (884," dummy ",939) (884," dummy ",940) (885," dummy ",941) (886," dummy ",942) (887," dummy ",943) (887," dummy ",944) (888," dummy ",945) (888," dummy ",946) (889," dummy ",947) (889," dummy ",948) (890," dummy ",949) (890," dummy ",950) (891," dummy ",951) (892," dummy ",952) (893," dummy ",953) (893," dummy ",954) (894," dummy ",955) (894," dummy ",956) (895," dummy ",957) (895," dummy ",958) (896," dummy ",959) (896," dummy ",960) (897," dummy ",961) (898," dummy ",962) (899," dummy ",963) (899," dummy ",964) (900," dummy ",965) (900," dummy ",966) (901," dummy ",967) (901," dummy ",968) (902," dummy ",969) (902," dummy ",970) (903," dummy ",971) (904," dummy ",972) (905," dummy ",973) (905," dummy ",974) (906," dummy ",975) (906," dummy ",976) (907," dummy ",977) (907," dummy ",978) (908," dummy ",979) (908," dummy ",980) (909," dummy ",981) (910," dummy ",982) (911," dummy ",983) (911," dummy ",984) (912," dummy ",985) (912," dummy ",986) (913," dummy ",987) (913," dummy ",988) (914," dummy ",989) (914," dummy ",990) (915," dummy ",991) (916," dummy ",992) (917," dummy ",993) (917," dummy ",994) (918," dummy ",995) (918," dummy ",996) (919," dummy ",997) (919," dummy ",998) (920," dummy ",999) (920," dummy ",1000) (921," dummy ",1001) (922," dummy ",1002) (923," dummy ",1003) (923," dummy ",1004) (924," dummy ",1005) (924," dummy ",1006) (925," dummy ",1007) (925," dummy ",1008) (926," dummy ",1009) (926," dummy ",1010) (927," dummy ",1011) (928," dummy ",1012) (929," dummy ",1013) (929," dummy ",1014) (930," dummy ",1015) (930," dummy ",1016) (931," dummy ",1017) (931," dummy ",1018) (932," dummy ",1019) (932," dummy ",1020) (933," dummy ",1021) (934," dummy ",1022) (935," dummy ",1023) (935," dummy ",1024) (936," dummy ",1025) (936," dummy ",1026) (937," dummy ",1027) (937," dummy ",1028) (938," dummy ",1029) (939," dummy ",1030) (939," dummy ",1031) (940," dummy ",1032) (941," dummy ",1033) (942," dummy ",1034) (943," dummy ",1035) (943," dummy ",1036) (944," dummy ",1037) (945," dummy ",1038) (945," dummy ",1039) (946," dummy ",1040) (947," dummy ",1041) (947," dummy ",1042) (948," dummy ",1043) (949," dummy ",1030) (949," dummy ",1031) (950," dummy ",1044) (951," dummy ",1045) (952," dummy ",1046) (953," dummy ",1047) (953," dummy ",1048) (954," dummy ",1049) (955," dummy ",1038) (955," dummy ",1039) (956," dummy ",1050) (957," dummy ",1041) (957," dummy ",1042) (958," dummy ",1051) (959," dummy ",1052) (959," dummy ",1053) (960," dummy ",1054) (961," dummy ",1055) (962," dummy ",1056) (963," dummy ",1047) (963," dummy ",1048) (964," dummy ",1057) (965," dummy ",1058) (965," dummy ",1059) (966," dummy ",1060) (967," dummy ",1061) (967," dummy ",1062) (968," dummy ",1063) (969," dummy ",1064) (969," dummy ",1065) (970," dummy ",1066) (971," dummy ",1067) (972," dummy ",1068) (973," dummy ",1069) (973," dummy ",1070) (974," dummy ",1071) (975," dummy ",1072) (975," dummy ",1073) (976," dummy ",1074) (977," dummy ",1075) (977," dummy ",1076) (978," dummy ",1077) (979," dummy ",1064) (979," dummy ",1065) (980," dummy ",1078) (981," dummy ",1079) (982," dummy ",1080) (983," dummy ",1081) (983," dummy ",1082) (984," dummy ",1083) (985," dummy ",1072) (985," dummy ",1073) (986," dummy ",1084) (987," dummy ",1075) (987," dummy ",1076) (988," dummy ",1085) (989," dummy ",1086) (989," dummy ",1087) (990," dummy ",1088) (991," dummy ",1089) (992," dummy ",1090) (993," dummy ",1081) (993," dummy ",1082) (994," dummy ",1091) (995," dummy ",1092) (995," dummy ",1093) (996," dummy ",1094) (997," dummy ",1095) (997," dummy ",1096) (998," dummy ",1097) (999," dummy ",1098) (999," dummy ",1099) (1000," dummy ",1100) (1001," dummy ",1101) (1002," dummy ",1102) (1003," dummy ",1103) (1003," dummy ",1104) (1004," dummy ",1105) (1005," dummy ",1106) (1005," dummy ",1107) (1006," dummy ",1108) (1007," dummy ",1109) (1007," dummy ",1110) (1008," dummy ",1111) (1009," dummy ",1098) (1009," dummy ",1099) (1010," dummy ",1112) (1011," dummy ",1113) (1012," dummy ",1114) (1013," dummy ",1115) (1013," dummy ",1116) (1014," dummy ",1117) (1015," dummy ",1106) (1015," dummy ",1107) (1016," dummy ",1118) (1017," dummy ",1109) (1017," dummy ",1110) (1018," dummy ",1119) (1019," dummy ",1120) (1019," dummy ",1121) (1020," dummy ",1122) (1021," dummy ",1123) (1022," dummy ",1124) (1023," dummy ",1115) (1023," dummy ",1116) (1024," dummy ",1125) (1025," dummy ",1126) (1025," dummy ",1127) (1026," dummy ",1128) (1027," dummy ",1129) (1027," dummy ",1130) (1028," dummy ",1130) (1028," dummy ",1131) (1029," dummy ",68) (1030," dummy ",1132) (1030," dummy ",1133) (1031," dummy ",1133) (1031," dummy ",1134) (1032," dummy ",68) (1033," dummy ",68) (1033," dummy ",467) (1034," dummy ",68) (1034," dummy ",467) (1035," dummy ",1135) (1035," dummy ",1136) (1036," dummy ",1136) (1036," dummy ",1137) (1037," dummy ",68) (1037," dummy ",467) (1038," dummy ",1138) (1038," dummy ",1139) (1039," dummy ",1139) (1039," dummy ",1140) (1040," dummy ",68) (1040," dummy ",467) (1041," dummy ",1141) (1041," dummy ",1142) (1042," dummy ",1142) (1042," dummy ",1143) (1043," dummy ",68) (1044," dummy ",68) (1045," dummy ",68) (1045," dummy ",467) (1046," dummy ",68) (1046," dummy ",467) (1047," dummy ",1144) (1047," dummy ",1145) (1048," dummy ",1145) (1048," dummy ",1146) (1049," dummy ",68) (1049," dummy ",467) (1050," dummy ",68) (1050," dummy ",467) (1051," dummy ",68) (1052," dummy ",1147) (1052," dummy ",1148) (1053," dummy ",1148) (1053," dummy ",1149) (1054," dummy ",68) (1055," dummy ",68) (1055," dummy ",467) (1056," dummy ",68) (1056," dummy ",467) (1057," dummy ",68) (1057," dummy ",467) (1058," dummy ",1150) (1058," dummy ",1151) (1059," dummy ",1151) (1059," dummy ",1152) (1060," dummy ",68) (1060," dummy ",467) (1061," dummy ",1153) (1061," dummy ",1136) (1062," dummy ",1136) (1062," dummy ",1154) (1063," dummy ",68) (1063," dummy ",467) (1064," dummy ",1155) (1064," dummy ",1156) (1065," dummy ",1156) (1065," dummy ",1157) (1066," dummy ",68) (1066," dummy ",467) (1067," dummy ",68) (1067," dummy ",467) (1068," dummy ",68) (1068," dummy ",467) (1069," dummy ",1158) (1069," dummy ",1159) (1070," dummy ",1159) (1070," dummy ",1160) (1071," dummy ",68) (1071," dummy ",467) (1072," dummy ",1161) (1072," dummy ",1162) (1073," dummy ",1162) (1073," dummy ",1163) (1074," dummy ",68) (1074," dummy ",467) (1075," dummy ",1164) (1075," dummy ",1165) (1076," dummy ",1165) (1076," dummy ",1166) (1077," dummy ",68) (1077," dummy ",467) (1078," dummy ",68) (1078," dummy ",467) (1079," dummy ",68) (1079," dummy ",467) (1080," dummy ",68) (1080," dummy ",467) (1081," dummy ",1167) (1081," dummy ",1168) (1082," dummy ",1168) (1082," dummy ",1169) (1083," dummy ",68) (1083," dummy ",467) (1084," dummy ",68) (1084," dummy ",467) (1085," dummy ",68) (1085," dummy ",467) (1086," dummy ",1170) (1086," dummy ",1151) (1087," dummy ",1151) (1087," dummy ",1171) (1088," dummy ",68) (1088," dummy ",467) (1089," dummy ",68) (1089," dummy ",467) (1090," dummy ",68) (1090," dummy ",467) (1091," dummy ",68) (1091," dummy ",467) (1092," dummy ",1172) (1092," dummy ",1173) (1093," dummy ",1173) (1093," dummy ",1174) (1094," dummy ",68) (1094," dummy ",467) (1095," dummy ",1175) (1095," dummy ",1159) (1096," dummy ",1159) (1096," dummy ",1176) (1097," dummy ",68) (1097," dummy ",467) (1098," dummy ",1177) (1098," dummy ",1178) (1099," dummy ",1178) (1099," dummy ",1179) (1100," dummy ",68) (1100," dummy ",467) (1101," dummy ",467) (1102," dummy ",467) (1103," dummy ",1180) (1103," dummy ",1181) (1104," dummy ",1181) (1104," dummy ",1182) (1105," dummy ",467) (1106," dummy ",1183) (1106," dummy ",1184) (1107," dummy ",1184) (1107," dummy ",1185) (1108," dummy ",467) (1109," dummy ",1186) (1109," dummy ",1187) (1110," dummy ",1187) (1110," dummy ",1188) (1111," dummy ",68) (1111," dummy ",467) (1112," dummy ",68) (1112," dummy ",467) (1113," dummy ",467) (1114," dummy ",467) (1115," dummy ",1189) (1115," dummy ",1190) (1116," dummy ",1190) (1116," dummy ",1191) (1117," dummy ",467) (1118," dummy ",467) (1119," dummy ",68) (1119," dummy ",467) (1120," dummy ",1192) (1120," dummy ",1173) (1121," dummy ",1173) (1121," dummy ",1193) (1122," dummy ",68) (1122," dummy ",467) (1123," dummy ",467) (1124," dummy ",467) (1125," dummy ",467) (1126," dummy ",1194) (1126," dummy ",1195) (1127," dummy ",1195) (1127," dummy ",1196) (1128," dummy ",467) (1129," dummy; prob 0.500000",1197) (1129," dummy; prob 0.500000",1198) (1130," dummy ",1199) (1130," dummy ",1200) (1131," dummy; prob 0.500000",1201) (1131," dummy; prob 0.500000",1202) (1132," dummy; prob 0.500000",1203) (1132," dummy; prob 0.500000",1204) (1133," dummy ",1199) (1133," dummy ",1200) (1134," dummy; prob 0.500000",1205) (1134," dummy; prob 0.500000",1206) (1135," dummy; prob 0.500000",1207) (1135," dummy; prob 0.500000",1208) (1136," dummy ",1209) (1136," dummy ",1210) (1137," dummy; prob 0.500000",1211) (1137," dummy; prob 0.500000",1212) (1138," dummy; prob 0.500000",1213) (1138," dummy; prob 0.500000",1214) (1139," dummy ",1209) (1139," dummy ",1210) (1140," dummy; prob 0.500000",1215) (1140," dummy; prob 0.500000",1216) (1141," dummy; prob 0.500000",1217) (1141," dummy; prob 0.500000",1218) (1142," dummy ",1199) (1142," dummy ",1200) (1143," dummy; prob 0.500000",1219) (1143," dummy; prob 0.500000",1220) (1144," dummy; prob 0.500000",1221) (1144," dummy; prob 0.500000",1222) (1145," dummy ",1209) (1145," dummy ",1210) (1146," dummy; prob 0.500000",1223) (1146," dummy; prob 0.500000",1224) (1147," dummy; prob 0.500000",1225) (1147," dummy; prob 0.500000",1226) (1148," dummy ",1199) (1148," dummy ",1200) (1149," dummy; prob 0.500000",1227) (1149," dummy; prob 0.500000",1228) (1150," dummy; prob 0.500000",1229) (1150," dummy; prob 0.500000",1230) (1151," dummy ",1209) (1151," dummy ",1210) (1152," dummy; prob 0.500000",1231) (1152," dummy; prob 0.500000",1232) (1153," dummy; prob 0.500000",1233) (1153," dummy; prob 0.500000",1234) (1154," dummy; prob 0.500000",1235) (1154," dummy; prob 0.500000",1236) (1155," dummy; prob 0.500000",1237) (1155," dummy; prob 0.500000",1238) (1156," dummy ",1209) (1156," dummy ",1210) (1157," dummy; prob 0.500000",1239) (1157," dummy; prob 0.500000",1240) (1158," dummy; prob 0.500000",1241) (1158," dummy; prob 0.500000",1242) (1159," dummy ",1243) (1159," dummy ",1244) (1160," dummy; prob 0.500000",1245) (1160," dummy; prob 0.500000",1246) (1161," dummy; prob 0.500000",1247) (1161," dummy; prob 0.500000",1248) (1162," dummy ",1243) (1162," dummy ",1244) (1163," dummy; prob 0.500000",1249) (1163," dummy; prob 0.500000",1250) (1164," dummy; prob 0.500000",1251) (1164," dummy; prob 0.500000",1252) (1165," dummy ",1209) (1165," dummy ",1210) (1166," dummy; prob 0.500000",1253) (1166," dummy; prob 0.500000",1254) (1167," dummy; prob 0.500000",1255) (1167," dummy; prob 0.500000",1256) (1168," dummy ",1243) (1168," dummy ",1244) (1169," dummy; prob 0.500000",1257) (1169," dummy; prob 0.500000",1258) (1170," dummy; prob 0.500000",1259) (1170," dummy; prob 0.500000",1260) (1171," dummy; prob 0.500000",1261) (1171," dummy; prob 0.500000",1262) (1172," dummy; prob 0.500000",1263) (1172," dummy; prob 0.500000",1264) (1173," dummy ",1243) (1173," dummy ",1244) (1174," dummy; prob 0.500000",1265) (1174," dummy; prob 0.500000",1266) (1175," dummy; prob 0.500000",1267) (1175," dummy; prob 0.500000",1268) (1176," dummy; prob 0.500000",1269) (1176," dummy; prob 0.500000",1270) (1177," dummy; prob 0.500000",1271) (1177," dummy; prob 0.500000",1272) (1178," dummy ",1243) (1178," dummy ",1244) (1179," dummy; prob 0.500000",1273) (1179," dummy; prob 0.500000",1274) (1180," dummy; prob 0.500000",1275) (1180," dummy; prob 0.500000",1276) (1181," dummy ",1277) (1181," dummy ",1278) (1182," dummy; prob 0.500000",1279) (1182," dummy; prob 0.500000",1280) (1183," dummy; prob 0.500000",1281) (1183," dummy; prob 0.500000",1282) (1184," dummy ",1277) (1184," dummy ",1278) (1185," dummy; prob 0.500000",1283) (1185," dummy; prob 0.500000",1284) (1186," dummy; prob 0.500000",1285) (1186," dummy; prob 0.500000",1286) (1187," dummy ",1243) (1187," dummy ",1244) (1188," dummy; prob 0.500000",1287) (1188," dummy; prob 0.500000",1288) (1189," dummy; prob 0.500000",1289) (1189," dummy; prob 0.500000",1290) (1190," dummy ",1277) (1190," dummy ",1278) (1191," dummy; prob 0.500000",1291) (1191," dummy; prob 0.500000",1292) (1192," dummy; prob 0.500000",1293) (1192," dummy; prob 0.500000",1294) (1193," dummy; prob 0.500000",1295) (1193," dummy; prob 0.500000",1296) (1194," dummy; prob 0.500000",1297) (1194," dummy; prob 0.500000",1298) (1195," dummy ",1277) (1195," dummy ",1278) (1196," dummy; prob 0.500000",1299) (1196," dummy; prob 0.500000",1300) (1197," dummy ",1301) (1198," dummy ",1302) (1199," dummy; prob 0.500000",1303) (1199," dummy; prob 0.500000",1304) (1200," dummy; prob 0.500000",1305) (1200," dummy; prob 0.500000",1306) (1201," dummy ",1307) (1202," dummy ",1308) (1203," dummy ",1309) (1204," dummy ",1310) (1205," dummy ",1311) (1206," dummy ",1312) (1207," dummy ",1313) (1208," dummy ",1314) (1209," dummy; prob 0.500000",1315) (1209," dummy; prob 0.500000",1316) (1210," dummy; prob 0.500000",1317) (1210," dummy; prob 0.500000",1318) (1211," dummy ",1319) (1212," dummy ",1320) (1213," dummy ",1321) (1214," dummy ",1322) (1215," dummy ",1323) (1216," dummy ",1324) (1217," dummy ",1325) (1218," dummy ",1326) (1219," dummy ",1327) (1220," dummy ",1328) (1221," dummy ",1329) (1222," dummy ",1330) (1223," dummy ",1331) (1224," dummy ",1332) (1225," dummy ",1333) (1226," dummy ",1334) (1227," dummy ",1335) (1228," dummy ",1336) (1229," dummy ",1337) (1230," dummy ",1338) (1231," dummy ",1339) (1232," dummy ",1340) (1233," dummy ",1313) (1234," dummy ",1314) (1235," dummy ",1319) (1236," dummy ",1320) (1237," dummy ",1341) (1238," dummy ",1342) (1239," dummy ",1343) (1240," dummy ",1344) (1241," dummy ",1345) (1242," dummy ",1346) (1243," dummy; prob 0.500000",1347) (1243," dummy; prob 0.500000",1348) (1244," dummy; prob 0.500000",1349) (1244," dummy; prob 0.500000",1350) (1245," dummy ",1351) (1246," dummy ",1352) (1247," dummy ",1353) (1248," dummy ",1354) (1249," dummy ",1355) (1250," dummy ",1356) (1251," dummy ",1357) (1252," dummy ",1358) (1253," dummy ",1359) (1254," dummy ",1360) (1255," dummy ",1361) (1256," dummy ",1362) (1257," dummy ",1363) (1258," dummy ",1364) (1259," dummy ",1337) (1260," dummy ",1338) (1261," dummy ",1339) (1262," dummy ",1340) (1263," dummy ",1365) (1264," dummy ",1366) (1265," dummy ",1367) (1266," dummy ",1368) (1267," dummy ",1345) (1268," dummy ",1346) (1269," dummy ",1351) (1270," dummy ",1352) (1271," dummy ",1369) (1272," dummy ",1370) (1273," dummy ",1371) (1274," dummy ",1372) (1275," dummy ",1373) (1276," dummy ",1374) (1277," dummy; prob 0.500000",1375) (1277," dummy; prob 0.500000",1376) (1278," dummy; prob 0.500000",1377) (1278," dummy; prob 0.500000",1378) (1279," dummy ",1379) (1280," dummy ",1380) (1281," dummy ",1381) (1282," dummy ",1382) (1283," dummy ",1383) (1284," dummy ",1384) (1285," dummy ",1385) (1286," dummy ",1386) (1287," dummy ",1387) (1288," dummy ",1388) (1289," dummy ",1389) (1290," dummy ",1390) (1291," dummy ",1391) (1292," dummy ",1392) (1293," dummy ",1365) (1294," dummy ",1366) (1295," dummy ",1367) (1296," dummy ",1368) (1297," dummy ",1393) (1298," dummy ",1394) (1299," dummy ",1395) (1300," dummy ",1396) (1301," dummy ",1397) (1301," dummy ",1398) (1302," dummy ",1399) (1302," dummy ",1400) (1303," dummy ",1401) (1303," dummy ",1402) (1304," dummy ",1403) (1304," dummy ",1404) (1305," dummy ",1405) (1305," dummy ",1406) (1306," dummy ",1407) (1306," dummy ",1408) (1307," dummy ",1409) (1307," dummy ",1410) (1308," dummy ",1411) (1308," dummy ",1412) (1309," dummy ",1397) (1309," dummy ",1413) (1310," dummy ",1399) (1310," dummy ",1414) (1311," dummy ",1415) (1311," dummy ",1410) (1312," dummy ",1416) (1312," dummy ",1412) (1313," dummy ",1417) (1313," dummy ",1418) (1314," dummy ",1419) (1314," dummy ",1420) (1315," dummy ",1421) (1315," dummy ",1422) (1316," dummy ",1423) (1316," dummy ",1424) (1317," dummy ",1425) (1317," dummy ",1426) (1318," dummy ",1427) (1318," dummy ",1428) (1319," dummy ",1429) (1319," dummy ",1430) (1320," dummy ",1431) (1320," dummy ",1432) (1321," dummy ",1417) (1321," dummy ",1433) (1322," dummy ",1419) (1322," dummy ",1434) (1323," dummy ",1435) (1323," dummy ",1430) (1324," dummy ",1436) (1324," dummy ",1432) (1325," dummy ",1397) (1325," dummy ",1437) (1326," dummy ",1399) (1326," dummy ",1438) (1327," dummy ",1439) (1327," dummy ",1410) (1328," dummy ",1440) (1328," dummy ",1412) (1329," dummy ",1417) (1329," dummy ",1441) (1330," dummy ",1419) (1330," dummy ",1442) (1331," dummy ",1443) (1331," dummy ",1430) (1332," dummy ",1444) (1332," dummy ",1432) (1333," dummy ",1397) (1333," dummy ",1445) (1334," dummy ",1399) (1334," dummy ",1446) (1335," dummy ",1447) (1335," dummy ",1410) (1336," dummy ",1448) (1336," dummy ",1412) (1337," dummy ",1417) (1337," dummy ",1449) (1338," dummy ",1419) (1338," dummy ",1450) (1339," dummy ",1451) (1339," dummy ",1430) (1340," dummy ",1452) (1340," dummy ",1432) (1341," dummy ",1417) (1341," dummy ",1453) (1342," dummy ",1419) (1342," dummy ",1454) (1343," dummy ",1455) (1343," dummy ",1430) (1344," dummy ",1456) (1344," dummy ",1432) (1345," dummy ",1457) (1345," dummy ",1458) (1346," dummy ",1459) (1346," dummy ",1460) (1347," dummy ",1461) (1347," dummy ",1462) (1348," dummy ",1463) (1348," dummy ",1464) (1349," dummy ",1465) (1349," dummy ",1466) (1350," dummy ",1467) (1350," dummy ",1468) (1351," dummy ",1469) (1351," dummy ",1470) (1352," dummy ",1471) (1352," dummy ",1472) (1353," dummy ",1457) (1353," dummy ",1473) (1354," dummy ",1459) (1354," dummy ",1474) (1355," dummy ",1475) (1355," dummy ",1470) (1356," dummy ",1476) (1356," dummy ",1472) (1357," dummy ",1417) (1357," dummy ",1477) (1358," dummy ",1419) (1358," dummy ",1478) (1359," dummy ",1479) (1359," dummy ",1430) (1360," dummy ",1480) (1360," dummy ",1432) (1361," dummy ",1457) (1361," dummy ",1481) (1362," dummy ",1459) (1362," dummy ",1482) (1363," dummy ",1483) (1363," dummy ",1470) (1364," dummy ",1484) (1364," dummy ",1472) (1365," dummy ",1457) (1365," dummy ",1485) (1366," dummy ",1459) (1366," dummy ",1486) (1367," dummy ",1487) (1367," dummy ",1470) (1368," dummy ",1488) (1368," dummy ",1472) (1369," dummy ",1457) (1369," dummy ",1489) (1370," dummy ",1459) (1370," dummy ",1490) (1371," dummy ",1491) (1371," dummy ",1470) (1372," dummy ",1492) (1372," dummy ",1472) (1373," dummy ",1493) (1373," dummy ",1494) (1374," dummy ",1495) (1374," dummy ",1496) (1375," dummy ",1497) (1375," dummy ",1498) (1376," dummy ",1499) (1376," dummy ",1500) (1377," dummy ",1501) (1377," dummy ",1502) (1378," dummy ",1503) (1378," dummy ",1504) (1379," dummy ",1505) (1379," dummy ",1506) (1380," dummy ",1507) (1380," dummy ",1508) (1381," dummy ",1493) (1381," dummy ",1509) (1382," dummy ",1495) (1382," dummy ",1510) (1383," dummy ",1511) (1383," dummy ",1506) (1384," dummy ",1512) (1384," dummy ",1508) (1385," dummy ",1457) (1385," dummy ",1513) (1386," dummy ",1459) (1386," dummy ",1514) (1387," dummy ",1515) (1387," dummy ",1470) (1388," dummy ",1516) (1388," dummy ",1472) (1389," dummy ",1493) (1389," dummy ",1517) (1390," dummy ",1495) (1390," dummy ",1518) (1391," dummy ",1519) (1391," dummy ",1506) (1392," dummy ",1520) (1392," dummy ",1508) (1393," dummy ",1493) (1393," dummy ",1521) (1394," dummy ",1495) (1394," dummy ",1522) (1395," dummy ",1523) (1395," dummy ",1506) (1396," dummy ",1524) (1396," dummy ",1508) (1397," dummy; prob 0.500000",1525) (1397," dummy; prob 0.500000",1526) (1398," dummy ",1527) (1399," dummy; prob 0.500000",1528) (1399," dummy; prob 0.500000",1529) (1400," dummy ",1530) (1401," dummy; prob 0.500000",1531) (1401," dummy; prob 0.500000",1532) (1402," dummy ",1533) (1403," dummy; prob 0.500000",1534) (1403," dummy; prob 0.500000",1535) (1404," dummy ",1536) (1405," dummy ",1537) (1406," dummy; prob 0.500000",1531) (1406," dummy; prob 0.500000",1534) (1407," dummy ",1538) (1408," dummy; prob 0.500000",1532) (1408," dummy; prob 0.500000",1535) (1409," dummy ",1539) (1410," dummy; prob 0.500000",1540) (1410," dummy; prob 0.500000",1541) (1411," dummy ",1542) (1412," dummy; prob 0.500000",1543) (1412," dummy; prob 0.500000",1544) (1413," dummy ",1527) (1414," dummy ",1530) (1415," dummy ",1539) (1416," dummy ",1542) (1417," dummy; prob 0.500000",1545) (1417," dummy; prob 0.500000",1546) (1418," dummy ",1547) (1419," dummy; prob 0.500000",1548) (1419," dummy; prob 0.500000",1549) (1420," dummy ",1550) (1421," dummy; prob 0.500000",1551) (1421," dummy; prob 0.500000",1552) (1422," dummy ",1553) (1423," dummy; prob 0.500000",1554) (1423," dummy; prob 0.500000",1555) (1424," dummy ",1556) (1425," dummy ",1557) (1426," dummy; prob 0.500000",1551) (1426," dummy; prob 0.500000",1554) (1427," dummy ",1558) (1428," dummy; prob 0.500000",1552) (1428," dummy; prob 0.500000",1555) (1429," dummy ",1559) (1430," dummy; prob 0.500000",1560) (1430," dummy; prob 0.500000",1561) (1431," dummy ",1562) (1432," dummy; prob 0.500000",1563) (1432," dummy; prob 0.500000",1564) (1433," dummy ",1547) (1434," dummy ",1550) (1435," dummy ",1559) (1436," dummy ",1562) (1437," dummy ",1527) (1438," dummy ",1530) (1439," dummy ",1539) (1440," dummy ",1542) (1441," dummy ",1547) (1442," dummy ",1550) (1443," dummy ",1559) (1444," dummy ",1562) (1445," dummy ",1527) (1446," dummy ",1530) (1447," dummy ",1539) (1448," dummy ",1542) (1449," dummy ",1547) (1450," dummy ",1550) (1451," dummy ",1559) (1452," dummy ",1562) (1453," dummy ",1547) (1454," dummy ",1550) (1455," dummy ",1559) (1456," dummy ",1562) (1457," dummy; prob 0.500000",1565) (1457," dummy; prob 0.500000",1566) (1458," dummy ",1567) (1459," dummy; prob 0.500000",1568) (1459," dummy; prob 0.500000",1569) (1460," dummy ",1570) (1461," dummy; prob 0.500000",1571) (1461," dummy; prob 0.500000",1572) (1462," dummy ",1573) (1463," dummy; prob 0.500000",1574) (1463," dummy; prob 0.500000",1575) (1464," dummy ",1576) (1465," dummy ",1577) (1466," dummy; prob 0.500000",1571) (1466," dummy; prob 0.500000",1574) (1467," dummy ",1578) (1468," dummy; prob 0.500000",1572) (1468," dummy; prob 0.500000",1575) (1469," dummy ",1579) (1470," dummy; prob 0.500000",1580) (1470," dummy; prob 0.500000",1581) (1471," dummy ",1582) (1472," dummy; prob 0.500000",1583) (1472," dummy; prob 0.500000",1584) (1473," dummy ",1567) (1474," dummy ",1570) (1475," dummy ",1579) (1476," dummy ",1582) (1477," dummy ",1547) (1478," dummy ",1550) (1479," dummy ",1559) (1480," dummy ",1562) (1481," dummy ",1567) (1482," dummy ",1570) (1483," dummy ",1579) (1484," dummy ",1582) (1485," dummy ",1567) (1486," dummy ",1570) (1487," dummy ",1579) (1488," dummy ",1582) (1489," dummy ",1567) (1490," dummy ",1570) (1491," dummy ",1579) (1492," dummy ",1582) (1493," dummy; prob 0.500000",1585) (1493," dummy; prob 0.500000",1586) (1494," dummy ",1587) (1495," dummy; prob 0.500000",1588) (1495," dummy; prob 0.500000",1589) (1496," dummy ",1590) (1497," dummy; prob 0.500000",1591) (1497," dummy; prob 0.500000",1592) (1498," dummy ",1593) (1499," dummy; prob 0.500000",1594) (1499," dummy; prob 0.500000",1595) (1500," dummy ",1596) (1501," dummy ",1597) (1502," dummy; prob 0.500000",1591) (1502," dummy; prob 0.500000",1594) (1503," dummy ",1598) (1504," dummy; prob 0.500000",1592) (1504," dummy; prob 0.500000",1595) (1505," dummy ",1599) (1506," dummy; prob 0.500000",1600) (1506," dummy; prob 0.500000",1601) (1507," dummy ",1602) (1508," dummy; prob 0.500000",1603) (1508," dummy; prob 0.500000",1604) (1509," dummy ",1587) (1510," dummy ",1590) (1511," dummy ",1599) (1512," dummy ",1602) (1513," dummy ",1567) (1514," dummy ",1570) (1515," dummy ",1579) (1516," dummy ",1582) (1517," dummy ",1587) (1518," dummy ",1590) (1519," dummy ",1599) (1520," dummy ",1602) (1521," dummy ",1587) (1522," dummy ",1590) (1523," dummy ",1599) (1524," dummy ",1602) (1525," dummy ",1605) (1525," dummy ",1606) (1526," dummy ",1607) (1526," dummy ",1608) (1527," dummy; prob 0.500000",1606) (1527," dummy; prob 0.500000",1608) (1528," dummy ",1609) (1528," dummy ",1610) (1529," dummy ",1611) (1529," dummy ",1612) (1530," dummy; prob 0.500000",1610) (1530," dummy; prob 0.500000",1612) (1531," dummy ",1613) (1531," dummy ",1614) (1532," dummy ",1615) (1532," dummy ",1616) (1533," dummy; prob 0.500000",1614) (1533," dummy; prob 0.500000",1616) (1534," dummy ",1617) (1534," dummy ",1618) (1535," dummy ",1619) (1535," dummy ",1620) (1536," dummy; prob 0.500000",1618) (1536," dummy; prob 0.500000",1620) (1537," dummy; prob 0.500000",1613) (1537," dummy; prob 0.500000",1617) (1538," dummy; prob 0.500000",1615) (1538," dummy; prob 0.500000",1619) (1539," dummy; prob 0.500000",1621) (1539," dummy; prob 0.500000",1622) (1540," dummy ",1621) (1540," dummy ",1623) (1541," dummy ",1622) (1541," dummy ",1624) (1542," dummy; prob 0.500000",1625) (1542," dummy; prob 0.500000",1626) (1543," dummy ",1625) (1543," dummy ",1627) (1544," dummy ",1626) (1544," dummy ",1628) (1545," dummy ",1629) (1545," dummy ",1630) (1546," dummy ",1631) (1546," dummy ",1632) (1547," dummy; prob 0.500000",1630) (1547," dummy; prob 0.500000",1632) (1548," dummy ",1633) (1548," dummy ",1634) (1549," dummy ",1635) (1549," dummy ",1636) (1550," dummy; prob 0.500000",1634) (1550," dummy; prob 0.500000",1636) (1551," dummy ",1637) (1551," dummy ",1638) (1552," dummy ",1639) (1552," dummy ",1640) (1553," dummy; prob 0.500000",1638) (1553," dummy; prob 0.500000",1640) (1554," dummy ",1641) (1554," dummy ",1642) (1555," dummy ",1643) (1555," dummy ",1644) (1556," dummy; prob 0.500000",1642) (1556," dummy; prob 0.500000",1644) (1557," dummy; prob 0.500000",1637) (1557," dummy; prob 0.500000",1641) (1558," dummy; prob 0.500000",1639) (1558," dummy; prob 0.500000",1643) (1559," dummy; prob 0.500000",1645) (1559," dummy; prob 0.500000",1646) (1560," dummy ",1645) (1560," dummy ",1647) (1561," dummy ",1646) (1561," dummy ",1648) (1562," dummy; prob 0.500000",1649) (1562," dummy; prob 0.500000",1650) (1563," dummy ",1649) (1563," dummy ",1651) (1564," dummy ",1650) (1564," dummy ",1652) (1565," dummy ",1653) (1565," dummy ",1654) (1566," dummy ",1655) (1566," dummy ",1656) (1567," dummy; prob 0.500000",1654) (1567," dummy; prob 0.500000",1656) (1568," dummy ",1657) (1568," dummy ",1658) (1569," dummy ",1659) (1569," dummy ",1660) (1570," dummy; prob 0.500000",1658) (1570," dummy; prob 0.500000",1660) (1571," dummy ",1661) (1571," dummy ",1662) (1572," dummy ",1663) (1572," dummy ",1664) (1573," dummy; prob 0.500000",1662) (1573," dummy; prob 0.500000",1664) (1574," dummy ",1665) (1574," dummy ",1666) (1575," dummy ",1667) (1575," dummy ",1668) (1576," dummy; prob 0.500000",1666) (1576," dummy; prob 0.500000",1668) (1577," dummy; prob 0.500000",1661) (1577," dummy; prob 0.500000",1665) (1578," dummy; prob 0.500000",1663) (1578," dummy; prob 0.500000",1667) (1579," dummy; prob 0.500000",1669) (1579," dummy; prob 0.500000",1670) (1580," dummy ",1669) (1580," dummy ",1671) (1581," dummy ",1670) (1581," dummy ",1672) (1582," dummy; prob 0.500000",1673) (1582," dummy; prob 0.500000",1674) (1583," dummy ",1673) (1583," dummy ",1675) (1584," dummy ",1674) (1584," dummy ",1676) (1585," dummy ",1677) (1585," dummy ",1678) (1586," dummy ",1679) (1586," dummy ",1680) (1587," dummy; prob 0.500000",1678) (1587," dummy; prob 0.500000",1680) (1588," dummy ",1681) (1588," dummy ",1682) (1589," dummy ",1683) (1589," dummy ",1684) (1590," dummy; prob 0.500000",1682) (1590," dummy; prob 0.500000",1684) (1591," dummy ",1685) (1591," dummy ",1686) (1592," dummy ",1687) (1592," dummy ",1688) (1593," dummy; prob 0.500000",1686) (1593," dummy; prob 0.500000",1688) (1594," dummy ",1689) (1594," dummy ",1690) (1595," dummy ",1691) (1595," dummy ",1692) (1596," dummy; prob 0.500000",1690) (1596," dummy; prob 0.500000",1692) (1597," dummy; prob 0.500000",1685) (1597," dummy; prob 0.500000",1689) (1598," dummy; prob 0.500000",1687) (1598," dummy; prob 0.500000",1691) (1599," dummy; prob 0.500000",1693) (1599," dummy; prob 0.500000",1694) (1600," dummy ",1693) (1600," dummy ",1695) (1601," dummy ",1694) (1601," dummy ",1696) (1602," dummy; prob 0.500000",1697) (1602," dummy; prob 0.500000",1698) (1603," dummy ",1697) (1603," dummy ",1699) (1604," dummy ",1698) (1604," dummy ",1700) (1605," dummy ",1701) (1606," dummy ",1701) (1607," dummy ",1702) (1608," dummy ",1702) (1609," dummy ",1703) (1610," dummy ",1703) (1611," dummy ",1704) (1612," dummy ",1704) (1613," dummy ",1705) (1614," dummy ",1705) (1615," dummy ",1706) (1616," dummy ",1706) (1617," dummy ",1707) (1618," dummy ",1707) (1619," dummy ",1708) (1620," dummy ",1708) (1621," dummy ",1709) (1622," dummy ",1710) (1623," dummy ",1709) (1624," dummy ",1710) (1625," dummy ",1711) (1626," dummy ",1712) (1627," dummy ",1711) (1628," dummy ",1712) (1629," dummy ",1713) (1630," dummy ",1713) (1631," dummy ",1714) (1632," dummy ",1714) (1633," dummy ",1715) (1634," dummy ",1715) (1635," dummy ",1716) (1636," dummy ",1716) (1637," dummy ",1717) (1638," dummy ",1717) (1639," dummy ",1718) (1640," dummy ",1718) (1641," dummy ",1719) (1642," dummy ",1719) (1643," dummy ",1720) (1644," dummy ",1720) (1645," dummy ",1721) (1646," dummy ",1722) (1647," dummy ",1721) (1648," dummy ",1722) (1649," dummy ",1723) (1650," dummy ",1724) (1651," dummy ",1723) (1652," dummy ",1724) (1653," dummy ",1725) (1654," dummy ",1725) (1655," dummy ",1726) (1656," dummy ",1726) (1657," dummy ",1727) (1658," dummy ",1727) (1659," dummy ",1728) (1660," dummy ",1728) (1661," dummy ",1729) (1662," dummy ",1729) (1663," dummy ",1730) (1664," dummy ",1730) (1665," dummy ",1731) (1666," dummy ",1731) (1667," dummy ",1732) (1668," dummy ",1732) (1669," dummy ",1733) (1670," dummy ",1734) (1671," dummy ",1733) (1672," dummy ",1734) (1673," dummy ",1735) (1674," dummy ",1736) (1675," dummy ",1735) (1676," dummy ",1736) (1677," dummy ",1737) (1678," dummy ",1737) (1679," dummy ",1738) (1680," dummy ",1738) (1681," dummy ",1739) (1682," dummy ",1739) (1683," dummy ",1740) (1684," dummy ",1740) (1685," dummy ",1741) (1686," dummy ",1741) (1687," dummy ",1742) (1688," dummy ",1742) (1689," dummy ",1743) (1690," dummy ",1743) (1691," dummy ",1744) (1692," dummy ",1744) (1693," dummy ",1745) (1694," dummy ",1746) (1695," dummy ",1745) (1696," dummy ",1746) (1697," dummy ",1747) (1698," dummy ",1748) (1699," dummy ",1747) (1700," dummy ",1748) (1701," dummy ",1749) (1701," dummy ",1750) (1702," dummy ",1751) (1703," dummy ",1752) (1704," dummy ",1753) (1704," dummy ",1754) (1705," dummy ",1755) (1705," dummy ",1756) (1706," dummy ",1757) (1707," dummy ",1758) (1708," dummy ",1759) (1708," dummy ",1760) (1709," dummy ",1761) (1709," dummy ",1762) (1710," dummy ",1763) (1711," dummy ",1764) (1712," dummy ",1765) (1712," dummy ",1766) (1713," dummy ",1767) (1713," dummy ",1768) (1714," dummy ",1769) (1715," dummy ",1770) (1716," dummy ",1771) (1716," dummy ",1772) (1717," dummy ",1773) (1717," dummy ",1774) (1718," dummy ",1775) (1719," dummy ",1776) (1720," dummy ",1777) (1720," dummy ",1778) (1721," dummy ",1779) (1721," dummy ",1780) (1722," dummy ",1781) (1723," dummy ",1782) (1724," dummy ",1783) (1724," dummy ",1784) (1725," dummy ",1785) (1725," dummy ",1786) (1726," dummy ",1787) (1727," dummy ",1788) (1728," dummy ",1789) (1728," dummy ",1790) (1729," dummy ",1791) (1729," dummy ",1792) (1730," dummy ",1793) (1731," dummy ",1794) (1732," dummy ",1795) (1732," dummy ",1796) (1733," dummy ",1797) (1733," dummy ",1798) (1734," dummy ",1799) (1735," dummy ",1800) (1736," dummy ",1801) (1736," dummy ",1802) (1737," dummy ",1803) (1737," dummy ",1804) (1738," dummy ",1805) (1739," dummy ",1806) (1740," dummy ",1807) (1740," dummy ",1808) (1741," dummy ",1809) (1741," dummy ",1810) (1742," dummy ",1811) (1743," dummy ",1812) (1744," dummy ",1813) (1744," dummy ",1814) (1745," dummy ",1815) (1745," dummy ",1816) (1746," dummy ",1817) (1747," dummy ",1818) (1748," dummy ",1819) (1748," dummy ",1820) (1749," dummy ",1821) (1749," dummy ",1822) (1750," dummy ",1823) (1750," dummy ",1824) (1751," dummy ",1825) (1752," dummy ",1826) (1753," dummy ",1827) (1753," dummy ",1828) (1754," dummy ",1829) (1754," dummy ",1830) (1755," dummy ",1831) (1755," dummy ",1832) (1756," dummy ",1833) (1756," dummy ",1834) (1757," dummy ",1835) (1758," dummy ",1836) (1759," dummy ",1837) (1759," dummy ",1838) (1760," dummy ",1839) (1760," dummy ",1840) (1761," dummy ",1841) (1761," dummy ",1842) (1762," dummy ",1843) (1762," dummy ",1844) (1763," dummy ",1845) (1764," dummy ",1846) (1765," dummy ",1847) (1765," dummy ",1848) (1766," dummy ",1849) (1766," dummy ",1850) (1767," dummy ",1851) (1767," dummy ",1852) (1768," dummy ",1853) (1768," dummy ",1854) (1769," dummy ",1855) (1770," dummy ",1856) (1771," dummy ",1857) (1771," dummy ",1858) (1772," dummy ",1859) (1772," dummy ",1860) (1773," dummy ",1861) (1773," dummy ",1862) (1774," dummy ",1863) (1774," dummy ",1864) (1775," dummy ",1865) (1776," dummy ",1866) (1777," dummy ",1867) (1777," dummy ",1868) (1778," dummy ",1869) (1778," dummy ",1870) (1779," dummy ",1871) (1779," dummy ",1872) (1780," dummy ",1873) (1780," dummy ",1874) (1781," dummy ",1875) (1782," dummy ",1876) (1783," dummy ",1877) (1783," dummy ",1878) (1784," dummy ",1879) (1784," dummy ",1880) (1785," dummy ",1881) (1785," dummy ",1882) (1786," dummy ",1883) (1786," dummy ",1884) (1787," dummy ",1885) (1788," dummy ",1886) (1789," dummy ",1887) (1789," dummy ",1888) (1790," dummy ",1889) (1790," dummy ",1890) (1791," dummy ",1891) (1791," dummy ",1892) (1792," dummy ",1893) (1792," dummy ",1894) (1793," dummy ",1895) (1794," dummy ",1896) (1795," dummy ",1897) (1795," dummy ",1898) (1796," dummy ",1899) (1796," dummy ",1900) (1797," dummy ",1901) (1797," dummy ",1902) (1798," dummy ",1903) (1798," dummy ",1904) (1799," dummy ",1905) (1800," dummy ",1906) (1801," dummy ",1907) (1801," dummy ",1908) (1802," dummy ",1909) (1802," dummy ",1910) (1803," dummy ",1911) (1803," dummy ",1912) (1804," dummy ",1913) (1804," dummy ",1914) (1805," dummy ",1915) (1806," dummy ",1916) (1807," dummy ",1917) (1807," dummy ",1918) (1808," dummy ",1919) (1808," dummy ",1920) (1809," dummy ",1921) (1809," dummy ",1922) (1810," dummy ",1923) (1810," dummy ",1924) (1811," dummy ",1925) (1812," dummy ",1926) (1813," dummy ",1927) (1813," dummy ",1928) (1814," dummy ",1929) (1814," dummy ",1930) (1815," dummy ",1931) (1815," dummy ",1932) (1816," dummy ",1933) (1816," dummy ",1934) (1817," dummy ",1935) (1818," dummy ",1936) (1819," dummy ",1937) (1819," dummy ",1938) (1820," dummy ",1939) (1820," dummy ",1940) (1821," dummy ",1941) (1821," dummy ",1942) (1822," dummy ",1943) (1823," dummy ",1944) (1823," dummy ",1945) (1824," dummy ",1946) (1825," dummy ",1947) (1826," dummy ",1948) (1827," dummy ",1949) (1827," dummy ",1950) (1828," dummy ",1951) (1829," dummy ",1952) (1829," dummy ",1953) (1830," dummy ",1954) (1831," dummy ",1955) (1831," dummy ",1956) (1832," dummy ",1957) (1833," dummy ",1944) (1833," dummy ",1945) (1834," dummy ",1958) (1835," dummy ",1959) (1836," dummy ",1960) (1837," dummy ",1961) (1837," dummy ",1962) (1838," dummy ",1963) (1839," dummy ",1952) (1839," dummy ",1953) (1840," dummy ",1964) (1841," dummy ",1955) (1841," dummy ",1956) (1842," dummy ",1965) (1843," dummy ",1966) (1843," dummy ",1967) (1844," dummy ",1968) (1845," dummy ",1969) (1846," dummy ",1970) (1847," dummy ",1961) (1847," dummy ",1962) (1848," dummy ",1971) (1849," dummy ",1972) (1849," dummy ",1973) (1850," dummy ",1974) (1851," dummy ",1975) (1851," dummy ",1976) (1852," dummy ",1977) (1853," dummy ",1978) (1853," dummy ",1979) (1854," dummy ",1980) (1855," dummy ",1981) (1856," dummy ",1982) (1857," dummy ",1983) (1857," dummy ",1984) (1858," dummy ",1985) (1859," dummy ",1986) (1859," dummy ",1987) (1860," dummy ",1988) (1861," dummy ",1989) (1861," dummy ",1990) (1862," dummy ",1991) (1863," dummy ",1978) (1863," dummy ",1979) (1864," dummy ",1992) (1865," dummy ",1993) (1866," dummy ",1994) (1867," dummy ",1995) (1867," dummy ",1996) (1868," dummy ",1997) (1869," dummy ",1986) (1869," dummy ",1987) (1870," dummy ",1998) (1871," dummy ",1989) (1871," dummy ",1990) (1872," dummy ",1999) (1873," dummy ",2000) (1873," dummy ",2001) (1874," dummy ",2002) (1875," dummy ",2003) (1876," dummy ",2004) (1877," dummy ",1995) (1877," dummy ",1996) (1878," dummy ",2005) (1879," dummy ",2006) (1879," dummy ",2007) (1880," dummy ",2008) (1881," dummy ",2009) (1881," dummy ",2010) (1882," dummy ",2011) (1883," dummy ",2012) (1883," dummy ",2013) (1884," dummy ",2014) (1885," dummy ",2015) (1886," dummy ",2016) (1887," dummy ",2017) (1887," dummy ",2018) (1888," dummy ",2019) (1889," dummy ",2020) (1889," dummy ",2021) (1890," dummy ",2022) (1891," dummy ",2023) (1891," dummy ",2024) (1892," dummy ",2025) (1893," dummy ",2012) (1893," dummy ",2013) (1894," dummy ",2026) (1895," dummy ",2027) (1896," dummy ",2028) (1897," dummy ",2029) (1897," dummy ",2030) (1898," dummy ",2031) (1899," dummy ",2020) (1899," dummy ",2021) (1900," dummy ",2032) (1901," dummy ",2023) (1901," dummy ",2024) (1902," dummy ",2033) (1903," dummy ",2034) (1903," dummy ",2035) (1904," dummy ",2036) (1905," dummy ",2037) (1906," dummy ",2038) (1907," dummy ",2029) (1907," dummy ",2030) (1908," dummy ",2039) (1909," dummy ",2040) (1909," dummy ",2041) (1910," dummy ",2042) (1911," dummy ",2043) (1911," dummy ",2044) (1912," dummy ",2045) (1913," dummy ",2046) (1913," dummy ",2047) (1914," dummy ",2048) (1915," dummy ",2049) (1916," dummy ",2050) (1917," dummy ",2051) (1917," dummy ",2052) (1918," dummy ",2053) (1919," dummy ",2054) (1919," dummy ",2055) (1920," dummy ",2056) (1921," dummy ",2057) (1921," dummy ",2058) (1922," dummy ",2059) (1923," dummy ",2046) (1923," dummy ",2047) (1924," dummy ",2060) (1925," dummy ",2061) (1926," dummy ",2062) (1927," dummy ",2063) (1927," dummy ",2064) (1928," dummy ",2065) (1929," dummy ",2054) (1929," dummy ",2055) (1930," dummy ",2066) (1931," dummy ",2057) (1931," dummy ",2058) (1932," dummy ",2067) (1933," dummy ",2068) (1933," dummy ",2069) (1934," dummy ",2070) (1935," dummy ",2071) (1936," dummy ",2072) (1937," dummy ",2063) (1937," dummy ",2064) (1938," dummy ",2073) (1939," dummy ",2074) (1939," dummy ",2075) (1940," dummy ",2076) (1941," dummy ",2077) (1941," dummy ",2078) (1942," dummy ",2078) (1942," dummy ",2079) (1943," dummy ",68) (1943," dummy ",467) (1944," dummy ",2080) (1944," dummy ",2081) (1945," dummy ",2081) (1945," dummy ",2082) (1946," dummy ",68) (1946," dummy ",467) (1947," dummy ",68) (1947," dummy ",467) (1948," dummy ",68) (1948," dummy ",467) (1949," dummy ",2083) (1949," dummy ",2084) (1950," dummy ",2084) (1950," dummy ",2085) (1951," dummy ",68) (1951," dummy ",467) (1952," dummy ",2086) (1952," dummy ",2087) (1953," dummy ",2087) (1953," dummy ",2088) (1954," dummy ",68) (1954," dummy ",467) (1955," dummy ",2089) (1955," dummy ",2090) (1956," dummy ",2090) (1956," dummy ",2091) (1957," dummy ",68) (1957," dummy ",467) (1958," dummy ",68) (1958," dummy ",467) (1959," dummy ",68) (1959," dummy ",467) (1960," dummy ",68) (1960," dummy ",467) (1961," dummy ",2092) (1961," dummy ",2093) (1962," dummy ",2093) (1962," dummy ",2094) (1963," dummy ",68) (1963," dummy ",467) (1964," dummy ",68) (1964," dummy ",467) (1965," dummy ",68) (1965," dummy ",467) (1966," dummy ",2095) (1966," dummy ",2096) (1967," dummy ",2096) (1967," dummy ",2097) (1968," dummy ",68) (1968," dummy ",467) (1969," dummy ",68) (1969," dummy ",467) (1970," dummy ",68) (1970," dummy ",467) (1971," dummy ",68) (1971," dummy ",467) (1972," dummy ",2098) (1972," dummy ",2099) (1973," dummy ",2099) (1973," dummy ",2100) (1974," dummy ",68) (1974," dummy ",467) (1975," dummy ",2101) (1975," dummy ",2084) (1976," dummy ",2084) (1976," dummy ",2102) (1977," dummy ",68) (1977," dummy ",467) (1978," dummy ",2103) (1978," dummy ",2104) (1979," dummy ",2104) (1979," dummy ",2105) (1980," dummy ",68) (1980," dummy ",467) (1981," dummy ",467) (1982," dummy ",467) (1983," dummy ",2106) (1983," dummy ",1181) (1984," dummy ",1181) (1984," dummy ",2107) (1985," dummy ",467) (1986," dummy ",2108) (1986," dummy ",1184) (1987," dummy ",1184) (1987," dummy ",2109) (1988," dummy ",467) (1989," dummy ",2110) (1989," dummy ",2111) (1990," dummy ",2111) (1990," dummy ",2112) (1991," dummy ",68) (1991," dummy ",467) (1992," dummy ",68) (1992," dummy ",467) (1993," dummy ",467) (1994," dummy ",467) (1995," dummy ",2113) (1995," dummy ",1190) (1996," dummy ",1190) (1996," dummy ",2114) (1997," dummy ",467) (1998," dummy ",467) (1999," dummy ",68) (1999," dummy ",467) (2000," dummy ",2115) (2000," dummy ",2099) (2001," dummy ",2099) (2001," dummy ",2116) (2002," dummy ",68) (2002," dummy ",467) (2003," dummy ",467) (2004," dummy ",467) (2005," dummy ",467) (2006," dummy ",2117) (2006," dummy ",1195) (2007," dummy ",1195) (2007," dummy ",2118) (2008," dummy ",467) (2009," dummy ",2119) (2009," dummy ",1181) (2010," dummy ",1181) (2010," dummy ",2120) (2011," dummy ",467) (2012," dummy ",2121) (2012," dummy ",2122) (2013," dummy ",2122) (2013," dummy ",2123) (2014," dummy ",467) (2015," dummy ",467) (2016," dummy ",467) (2017," dummy ",2124) (2017," dummy ",1181) (2018," dummy ",1181) (2018," dummy ",2125) (2019," dummy ",467) (2020," dummy ",2126) (2020," dummy ",1184) (2021," dummy ",1184) (2021," dummy ",2127) (2022," dummy ",467) (2023," dummy ",2128) (2023," dummy ",2129) (2024," dummy ",2129) (2024," dummy ",2130) (2025," dummy ",467) (2026," dummy ",467) (2027," dummy ",467) (2028," dummy ",467) (2029," dummy ",2131) (2029," dummy ",1190) (2030," dummy ",1190) (2030," dummy ",2132) (2031," dummy ",467) (2032," dummy ",467) (2033," dummy ",467) (2034," dummy ",2133) (2034," dummy ",1195) (2035," dummy ",1195) (2035," dummy ",2134) (2036," dummy ",467) (2037," dummy ",467) (2038," dummy ",467) (2039," dummy ",467) (2040," dummy ",2135) (2040," dummy ",1195) (2041," dummy ",1195) (2041," dummy ",2136) (2042," dummy ",467) (2043," dummy ",2137) (2043," dummy ",1181) (2044," dummy ",1181) (2044," dummy ",2138) (2045," dummy ",467) (2046," dummy ",2139) (2046," dummy ",2122) (2047," dummy ",2122) (2047," dummy ",2140) (2048," dummy ",467) (2049," dummy ",467) (2050," dummy ",467) (2051," dummy ",2141) (2051," dummy ",1181) (2052," dummy ",1181) (2052," dummy ",2142) (2053," dummy ",467) (2054," dummy ",2143) (2054," dummy ",1184) (2055," dummy ",1184) (2055," dummy ",2144) (2056," dummy ",467) (2057," dummy ",2145) (2057," dummy ",2129) (2058," dummy ",2129) (2058," dummy ",2146) (2059," dummy ",467) (2060," dummy ",467) (2061," dummy ",467) (2062," dummy ",467) (2063," dummy ",2147) (2063," dummy ",1190) (2064," dummy ",1190) (2064," dummy ",2148) (2065," dummy ",467) (2066," dummy ",467) (2067," dummy ",467) (2068," dummy ",2149) (2068," dummy ",1195) (2069," dummy ",1195) (2069," dummy ",2150) (2070," dummy ",467) (2071," dummy ",467) (2072," dummy ",467) (2073," dummy ",467) (2074," dummy ",2151) (2074," dummy ",1195) (2075," dummy ",1195) (2075," dummy ",2152) (2076," dummy ",467) (2077," dummy; prob 0.500000",2153) (2077," dummy; prob 0.500000",2154) (2078," dummy ",2155) (2078," dummy ",2156) (2079," dummy; prob 0.500000",2157) (2079," dummy; prob 0.500000",2158) (2080," dummy; prob 0.500000",2159) (2080," dummy; prob 0.500000",2160) (2081," dummy ",2155) (2081," dummy ",2156) (2082," dummy; prob 0.500000",2161) (2082," dummy; prob 0.500000",2162) (2083," dummy; prob 0.500000",2163) (2083," dummy; prob 0.500000",2164) (2084," dummy ",2165) (2084," dummy ",2166) (2085," dummy; prob 0.500000",2167) (2085," dummy; prob 0.500000",2168) (2086," dummy; prob 0.500000",2169) (2086," dummy; prob 0.500000",2170) (2087," dummy ",2165) (2087," dummy ",2166) (2088," dummy; prob 0.500000",2171) (2088," dummy; prob 0.500000",2172) (2089," dummy; prob 0.500000",2173) (2089," dummy; prob 0.500000",2174) (2090," dummy ",2155) (2090," dummy ",2156) (2091," dummy; prob 0.500000",2175) (2091," dummy; prob 0.500000",2176) (2092," dummy; prob 0.500000",2177) (2092," dummy; prob 0.500000",2178) (2093," dummy ",2165) (2093," dummy ",2166) (2094," dummy; prob 0.500000",2179) (2094," dummy; prob 0.500000",2180) (2095," dummy; prob 0.500000",2181) (2095," dummy; prob 0.500000",2182) (2096," dummy ",2155) (2096," dummy ",2156) (2097," dummy; prob 0.500000",2183) (2097," dummy; prob 0.500000",2184) (2098," dummy; prob 0.500000",2185) (2098," dummy; prob 0.500000",2186) (2099," dummy ",2165) (2099," dummy ",2166) (2100," dummy; prob 0.500000",2187) (2100," dummy; prob 0.500000",2188) (2101," dummy; prob 0.500000",2189) (2101," dummy; prob 0.500000",2190) (2102," dummy; prob 0.500000",2191) (2102," dummy; prob 0.500000",2192) (2103," dummy; prob 0.500000",2193) (2103," dummy; prob 0.500000",2194) (2104," dummy ",2165) (2104," dummy ",2166) (2105," dummy; prob 0.500000",2195) (2105," dummy; prob 0.500000",2196) (2106," dummy; prob 0.500000",2197) (2106," dummy; prob 0.500000",2198) (2107," dummy; prob 0.500000",2199) (2107," dummy; prob 0.500000",2200) (2108," dummy; prob 0.500000",2201) (2108," dummy; prob 0.500000",2202) (2109," dummy; prob 0.500000",2203) (2109," dummy; prob 0.500000",2204) (2110," dummy; prob 0.500000",2205) (2110," dummy; prob 0.500000",2206) (2111," dummy ",2165) (2111," dummy ",2166) (2112," dummy; prob 0.500000",2207) (2112," dummy; prob 0.500000",2208) (2113," dummy; prob 0.500000",2209) (2113," dummy; prob 0.500000",2210) (2114," dummy; prob 0.500000",2211) (2114," dummy; prob 0.500000",2212) (2115," dummy; prob 0.500000",2213) (2115," dummy; prob 0.500000",2214) (2116," dummy; prob 0.500000",2215) (2116," dummy; prob 0.500000",2216) (2117," dummy; prob 0.500000",2217) (2117," dummy; prob 0.500000",2218) (2118," dummy; prob 0.500000",2219) (2118," dummy; prob 0.500000",2220) (2119," dummy; prob 0.500000",2221) (2119," dummy; prob 0.500000",2222) (2120," dummy; prob 0.500000",2223) (2120," dummy; prob 0.500000",2224) (2121," dummy; prob 0.500000",2225) (2121," dummy; prob 0.500000",2226) (2122," dummy ",1277) (2122," dummy ",1278) (2123," dummy; prob 0.500000",2227) (2123," dummy; prob 0.500000",2228) (2124," dummy; prob 0.500000",2229) (2124," dummy; prob 0.500000",2230) (2125," dummy; prob 0.500000",2231) (2125," dummy; prob 0.500000",2232) (2126," dummy; prob 0.500000",2233) (2126," dummy; prob 0.500000",2234) (2127," dummy; prob 0.500000",2235) (2127," dummy; prob 0.500000",2236) (2128," dummy; prob 0.500000",2237) (2128," dummy; prob 0.500000",2238) (2129," dummy ",1277) (2129," dummy ",1278) (2130," dummy; prob 0.500000",2239) (2130," dummy; prob 0.500000",2240) (2131," dummy; prob 0.500000",2241) (2131," dummy; prob 0.500000",2242) (2132," dummy; prob 0.500000",2243) (2132," dummy; prob 0.500000",2244) (2133," dummy; prob 0.500000",2245) (2133," dummy; prob 0.500000",2246) (2134," dummy; prob 0.500000",2247) (2134," dummy; prob 0.500000",2248) (2135," dummy; prob 0.500000",2249) (2135," dummy; prob 0.500000",2250) (2136," dummy; prob 0.500000",2251) (2136," dummy; prob 0.500000",2252) (2137," dummy; prob 0.500000",2253) (2137," dummy; prob 0.500000",2254) (2138," dummy; prob 0.500000",2255) (2138," dummy; prob 0.500000",2256) (2139," dummy; prob 0.500000",2257) (2139," dummy; prob 0.500000",2258) (2140," dummy; prob 0.500000",2259) (2140," dummy; prob 0.500000",2260) (2141," dummy; prob 0.500000",2261) (2141," dummy; prob 0.500000",2262) (2142," dummy; prob 0.500000",2263) (2142," dummy; prob 0.500000",2264) (2143," dummy; prob 0.500000",2265) (2143," dummy; prob 0.500000",2266) (2144," dummy; prob 0.500000",2267) (2144," dummy; prob 0.500000",2268) (2145," dummy; prob 0.500000",2269) (2145," dummy; prob 0.500000",2270) (2146," dummy; prob 0.500000",2271) (2146," dummy; prob 0.500000",2272) (2147," dummy; prob 0.500000",2273) (2147," dummy; prob 0.500000",2274) (2148," dummy; prob 0.500000",2275) (2148," dummy; prob 0.500000",2276) (2149," dummy; prob 0.500000",2277) (2149," dummy; prob 0.500000",2278) (2150," dummy; prob 0.500000",2279) (2150," dummy; prob 0.500000",2280) (2151," dummy; prob 0.500000",2281) (2151," dummy; prob 0.500000",2282) (2152," dummy; prob 0.500000",2283) (2152," dummy; prob 0.500000",2284) (2153," dummy ",2285) (2154," dummy ",2286) (2155," dummy; prob 0.500000",2287) (2155," dummy; prob 0.500000",2288) (2156," dummy; prob 0.500000",2289) (2156," dummy; prob 0.500000",2290) (2157," dummy ",2291) (2158," dummy ",2292) (2159," dummy ",2293) (2160," dummy ",2294) (2161," dummy ",2295) (2162," dummy ",2296) (2163," dummy ",2297) (2164," dummy ",2298) (2165," dummy; prob 0.500000",2299) (2165," dummy; prob 0.500000",2300) (2166," dummy; prob 0.500000",2301) (2166," dummy; prob 0.500000",2302) (2167," dummy ",2303) (2168," dummy ",2304) (2169," dummy ",2305) (2170," dummy ",2306) (2171," dummy ",2307) (2172," dummy ",2308) (2173," dummy ",2309) (2174," dummy ",2310) (2175," dummy ",2311) (2176," dummy ",2312) (2177," dummy ",2313) (2178," dummy ",2314) (2179," dummy ",2315) (2180," dummy ",2316) (2181," dummy ",2317) (2182," dummy ",2318) (2183," dummy ",2319) (2184," dummy ",2320) (2185," dummy ",2321) (2186," dummy ",2322) (2187," dummy ",2323) (2188," dummy ",2324) (2189," dummy ",2297) (2190," dummy ",2298) (2191," dummy ",2303) (2192," dummy ",2304) (2193," dummy ",2325) (2194," dummy ",2326) (2195," dummy ",2327) (2196," dummy ",2328) (2197," dummy ",1373) (2198," dummy ",1374) (2199," dummy ",1379) (2200," dummy ",1380) (2201," dummy ",1381) (2202," dummy ",1382) (2203," dummy ",1383) (2204," dummy ",1384) (2205," dummy ",2329) (2206," dummy ",2330) (2207," dummy ",2331) (2208," dummy ",2332) (2209," dummy ",1389) (2210," dummy ",1390) (2211," dummy ",1391) (2212," dummy ",1392) (2213," dummy ",2321) (2214," dummy ",2322) (2215," dummy ",2323) (2216," dummy ",2324) (2217," dummy ",1393) (2218," dummy ",1394) (2219," dummy ",1395) (2220," dummy ",1396) (2221," dummy ",1373) (2222," dummy ",1374) (2223," dummy ",1379) (2224," dummy ",1380) (2225," dummy ",2333) (2226," dummy ",2334) (2227," dummy ",2335) (2228," dummy ",2336) (2229," dummy ",1373) (2230," dummy ",1374) (2231," dummy ",1379) (2232," dummy ",1380) (2233," dummy ",1381) (2234," dummy ",1382) (2235," dummy ",1383) (2236," dummy ",1384) (2237," dummy ",2337) (2238," dummy ",2338) (2239," dummy ",2339) (2240," dummy ",2340) (2241," dummy ",1389) (2242," dummy ",1390) (2243," dummy ",1391) (2244," dummy ",1392) (2245," dummy ",1393) (2246," dummy ",1394) (2247," dummy ",1395) (2248," dummy ",1396) (2249," dummy ",1393) (2250," dummy ",1394) (2251," dummy ",1395) (2252," dummy ",1396) (2253," dummy ",1373) (2254," dummy ",1374) (2255," dummy ",1379) (2256," dummy ",1380) (2257," dummy ",2333) (2258," dummy ",2334) (2259," dummy ",2335) (2260," dummy ",2336) (2261," dummy ",1373) (2262," dummy ",1374) (2263," dummy ",1379) (2264," dummy ",1380) (2265," dummy ",1381) (2266," dummy ",1382) (2267," dummy ",1383) (2268," dummy ",1384) (2269," dummy ",2337) (2270," dummy ",2338) (2271," dummy ",2339) (2272," dummy ",2340) (2273," dummy ",1389) (2274," dummy ",1390) (2275," dummy ",1391) (2276," dummy ",1392) (2277," dummy ",1393) (2278," dummy ",1394) (2279," dummy ",1395) (2280," dummy ",1396) (2281," dummy ",1393) (2282," dummy ",1394) (2283," dummy ",1395) (2284," dummy ",1396) (2285," dummy ",2341) (2285," dummy ",2342) (2286," dummy ",2343) (2286," dummy ",2344) (2287," dummy ",2345) (2287," dummy ",2346) (2288," dummy ",2347) (2288," dummy ",2348) (2289," dummy ",2349) (2289," dummy ",2350) (2290," dummy ",2351) (2290," dummy ",2352) (2291," dummy ",2353) (2291," dummy ",2354) (2292," dummy ",2355) (2292," dummy ",2356) (2293," dummy ",2341) (2293," dummy ",2357) (2294," dummy ",2343) (2294," dummy ",2358) (2295," dummy ",2359) (2295," dummy ",2354) (2296," dummy ",2360) (2296," dummy ",2356) (2297," dummy ",2361) (2297," dummy ",2362) (2298," dummy ",2363) (2298," dummy ",2364) (2299," dummy ",2365) (2299," dummy ",2366) (2300," dummy ",2367) (2300," dummy ",2368) (2301," dummy ",2369) (2301," dummy ",2370) (2302," dummy ",2371) (2302," dummy ",2372) (2303," dummy ",2373) (2303," dummy ",2374) (2304," dummy ",2375) (2304," dummy ",2376) (2305," dummy ",2361) (2305," dummy ",2377) (2306," dummy ",2363) (2306," dummy ",2378) (2307," dummy ",2379) (2307," dummy ",2374) (2308," dummy ",2380) (2308," dummy ",2376) (2309," dummy ",2341) (2309," dummy ",2381) (2310," dummy ",2343) (2310," dummy ",2382) (2311," dummy ",2383) (2311," dummy ",2354) (2312," dummy ",2384) (2312," dummy ",2356) (2313," dummy ",2361) (2313," dummy ",2385) (2314," dummy ",2363) (2314," dummy ",2386) (2315," dummy ",2387) (2315," dummy ",2374) (2316," dummy ",2388) (2316," dummy ",2376) (2317," dummy ",2341) (2317," dummy ",2389) (2318," dummy ",2343) (2318," dummy ",2390) (2319," dummy ",2391) (2319," dummy ",2354) (2320," dummy ",2392) (2320," dummy ",2356) (2321," dummy ",2361) (2321," dummy ",2393) (2322," dummy ",2363) (2322," dummy ",2394) (2323," dummy ",2395) (2323," dummy ",2374) (2324," dummy ",2396) (2324," dummy ",2376) (2325," dummy ",2361) (2325," dummy ",2397) (2326," dummy ",2363) (2326," dummy ",2398) (2327," dummy ",2399) (2327," dummy ",2374) (2328," dummy ",2400) (2328," dummy ",2376) (2329," dummy ",2361) (2329," dummy ",2401) (2330," dummy ",2363) (2330," dummy ",2402) (2331," dummy ",2403) (2331," dummy ",2374) (2332," dummy ",2404) (2332," dummy ",2376) (2333," dummy ",1493) (2333," dummy ",2405) (2334," dummy ",1495) (2334," dummy ",2406) (2335," dummy ",2407) (2335," dummy ",1506) (2336," dummy ",2408) (2336," dummy ",1508) (2337," dummy ",1493) (2337," dummy ",2409) (2338," dummy ",1495) (2338," dummy ",2410) (2339," dummy ",2411) (2339," dummy ",1506) (2340," dummy ",2412) (2340," dummy ",1508) (2341," dummy; prob 0.500000",2413) (2341," dummy; prob 0.500000",2414) (2342," dummy ",2415) (2343," dummy; prob 0.500000",2416) (2343," dummy; prob 0.500000",2417) (2344," dummy ",2418) (2345," dummy; prob 0.500000",2419) (2345," dummy; prob 0.500000",2420) (2346," dummy ",2421) (2347," dummy; prob 0.500000",2422) (2347," dummy; prob 0.500000",2423) (2348," dummy ",2424) (2349," dummy ",2425) (2350," dummy; prob 0.500000",2419) (2350," dummy; prob 0.500000",2422) (2351," dummy ",2426) (2352," dummy; prob 0.500000",2420) (2352," dummy; prob 0.500000",2423) (2353," dummy ",2427) (2354," dummy; prob 0.500000",2428) (2354," dummy; prob 0.500000",2429) (2355," dummy ",2430) (2356," dummy; prob 0.500000",2431) (2356," dummy; prob 0.500000",2432) (2357," dummy ",2415) (2358," dummy ",2418) (2359," dummy ",2427) (2360," dummy ",2430) (2361," dummy; prob 0.500000",2433) (2361," dummy; prob 0.500000",2434) (2362," dummy ",2435) (2363," dummy; prob 0.500000",2436) (2363," dummy; prob 0.500000",2437) (2364," dummy ",2438) (2365," dummy; prob 0.500000",2439) (2365," dummy; prob 0.500000",2440) (2366," dummy ",2441) (2367," dummy; prob 0.500000",2442) (2367," dummy; prob 0.500000",2443) (2368," dummy ",2444) (2369," dummy ",2445) (2370," dummy; prob 0.500000",2439) (2370," dummy; prob 0.500000",2442) (2371," dummy ",2446) (2372," dummy; prob 0.500000",2440) (2372," dummy; prob 0.500000",2443) (2373," dummy ",2447) (2374," dummy; prob 0.500000",2448) (2374," dummy; prob 0.500000",2449) (2375," dummy ",2450) (2376," dummy; prob 0.500000",2451) (2376," dummy; prob 0.500000",2452) (2377," dummy ",2435) (2378," dummy ",2438) (2379," dummy ",2447) (2380," dummy ",2450) (2381," dummy ",2415) (2382," dummy ",2418) (2383," dummy ",2427) (2384," dummy ",2430) (2385," dummy ",2435) (2386," dummy ",2438) (2387," dummy ",2447) (2388," dummy ",2450) (2389," dummy ",2415) (2390," dummy ",2418) (2391," dummy ",2427) (2392," dummy ",2430) (2393," dummy ",2435) (2394," dummy ",2438) (2395," dummy ",2447) (2396," dummy ",2450) (2397," dummy ",2435) (2398," dummy ",2438) (2399," dummy ",2447) (2400," dummy ",2450) (2401," dummy ",2435) (2402," dummy ",2438) (2403," dummy ",2447) (2404," dummy ",2450) (2405," dummy ",1587) (2406," dummy ",1590) (2407," dummy ",1599) (2408," dummy ",1602) (2409," dummy ",1587) (2410," dummy ",1590) (2411," dummy ",1599) (2412," dummy ",1602) (2413," dummy ",2453) (2413," dummy ",2454) (2414," dummy ",2455) (2414," dummy ",2456) (2415," dummy; prob 0.500000",2454) (2415," dummy; prob 0.500000",2456) (2416," dummy ",2457) (2416," dummy ",2458) (2417," dummy ",2459) (2417," dummy ",2460) (2418," dummy; prob 0.500000",2458) (2418," dummy; prob 0.500000",2460) (2419," dummy ",2461) (2419," dummy ",2462) (2420," dummy ",2463) (2420," dummy ",2464) (2421," dummy; prob 0.500000",2462) (2421," dummy; prob 0.500000",2464) (2422," dummy ",2465) (2422," dummy ",2466) (2423," dummy ",2467) (2423," dummy ",2468) (2424," dummy; prob 0.500000",2466) (2424," dummy; prob 0.500000",2468) (2425," dummy; prob 0.500000",2461) (2425," dummy; prob 0.500000",2465) (2426," dummy; prob 0.500000",2463) (2426," dummy; prob 0.500000",2467) (2427," dummy; prob 0.500000",2469) (2427," dummy; prob 0.500000",2470) (2428," dummy ",2469) (2428," dummy ",2471) (2429," dummy ",2470) (2429," dummy ",2472) (2430," dummy; prob 0.500000",2473) (2430," dummy; prob 0.500000",2474) (2431," dummy ",2473) (2431," dummy ",2475) (2432," dummy ",2474) (2432," dummy ",2476) (2433," dummy ",2477) (2433," dummy ",2478) (2434," dummy ",2479) (2434," dummy ",2480) (2435," dummy; prob 0.500000",2478) (2435," dummy; prob 0.500000",2480) (2436," dummy ",2481) (2436," dummy ",2482) (2437," dummy ",2483) (2437," dummy ",2484) (2438," dummy; prob 0.500000",2482) (2438," dummy; prob 0.500000",2484) (2439," dummy ",2485) (2439," dummy ",2486) (2440," dummy ",2487) (2440," dummy ",2488) (2441," dummy; prob 0.500000",2486) (2441," dummy; prob 0.500000",2488) (2442," dummy ",2489) (2442," dummy ",2490) (2443," dummy ",2491) (2443," dummy ",2492) (2444," dummy; prob 0.500000",2490) (2444," dummy; prob 0.500000",2492) (2445," dummy; prob 0.500000",2485) (2445," dummy; prob 0.500000",2489) (2446," dummy; prob 0.500000",2487) (2446," dummy; prob 0.500000",2491) (2447," dummy; prob 0.500000",2493) (2447," dummy; prob 0.500000",2494) (2448," dummy ",2493) (2448," dummy ",2495) (2449," dummy ",2494) (2449," dummy ",2496) (2450," dummy; prob 0.500000",2497) (2450," dummy; prob 0.500000",2498) (2451," dummy ",2497) (2451," dummy ",2499) (2452," dummy ",2498) (2452," dummy ",2500) (2453," dummy ",2501) (2454," dummy ",2501) (2455," dummy ",2502) (2456," dummy ",2502) (2457," dummy ",2503) (2458," dummy ",2503) (2459," dummy ",2504) (2460," dummy ",2504) (2461," dummy ",2505) (2462," dummy ",2505) (2463," dummy ",2506) (2464," dummy ",2506) (2465," dummy ",2507) (2466," dummy ",2507) (2467," dummy ",2508) (2468," dummy ",2508) (2469," dummy ",2509) (2470," dummy ",2510) (2471," dummy ",2509) (2472," dummy ",2510) (2473," dummy ",2511) (2474," dummy ",2512) (2475," dummy ",2511) (2476," dummy ",2512) (2477," dummy ",2513) (2478," dummy ",2513) (2479," dummy ",2514) (2480," dummy ",2514) (2481," dummy ",2515) (2482," dummy ",2515) (2483," dummy ",2516) (2484," dummy ",2516) (2485," dummy ",2517) (2486," dummy ",2517) (2487," dummy ",2518) (2488," dummy ",2518) (2489," dummy ",2519) (2490," dummy ",2519) (2491," dummy ",2520) (2492," dummy ",2520) (2493," dummy ",2521) (2494," dummy ",2522) (2495," dummy ",2521) (2496," dummy ",2522) (2497," dummy ",2523) (2498," dummy ",2524) (2499," dummy ",2523) (2500," dummy ",2524) (2501," dummy ",2525) (2501," dummy ",2526) (2502," dummy ",2527) (2503," dummy ",2528) (2504," dummy ",2529) (2504," dummy ",2530) (2505," dummy ",2531) (2505," dummy ",2532) (2506," dummy ",2533) (2507," dummy ",2534) (2508," dummy ",2535) (2508," dummy ",2536) (2509," dummy ",2537) (2509," dummy ",2538) (2510," dummy ",2539) (2511," dummy ",2540) (2512," dummy ",2541) (2512," dummy ",2542) (2513," dummy ",2543) (2513," dummy ",2544) (2514," dummy ",2545) (2515," dummy ",2546) (2516," dummy ",2547) (2516," dummy ",2548) (2517," dummy ",2549) (2517," dummy ",2550) (2518," dummy ",2551) (2519," dummy ",2552) (2520," dummy ",2553) (2520," dummy ",2554) (2521," dummy ",2555) (2521," dummy ",2556) (2522," dummy ",2557) (2523," dummy ",2558) (2524," dummy ",2559) (2524," dummy ",2560) (2525," dummy ",2561) (2525," dummy ",2562) (2526," dummy ",2563) (2526," dummy ",2564) (2527," dummy ",2565) (2528," dummy ",2566) (2529," dummy ",2567) (2529," dummy ",2568) (2530," dummy ",2569) (2530," dummy ",2570) (2531," dummy ",2571) (2531," dummy ",2572) (2532," dummy ",2573) (2532," dummy ",2574) (2533," dummy ",2575) (2534," dummy ",2576) (2535," dummy ",2577) (2535," dummy ",2578) (2536," dummy ",2579) (2536," dummy ",2580) (2537," dummy ",2581) (2537," dummy ",2582) (2538," dummy ",2583) (2538," dummy ",2584) (2539," dummy ",2585) (2540," dummy ",2586) (2541," dummy ",2587) (2541," dummy ",2588) (2542," dummy ",2589) (2542," dummy ",2590) (2543," dummy ",2591) (2543," dummy ",2592) (2544," dummy ",2593) (2544," dummy ",2594) (2545," dummy ",2595) (2546," dummy ",2596) (2547," dummy ",2597) (2547," dummy ",2598) (2548," dummy ",2599) (2548," dummy ",2600) (2549," dummy ",2601) (2549," dummy ",2602) (2550," dummy ",2603) (2550," dummy ",2604) (2551," dummy ",2605) (2552," dummy ",2606) (2553," dummy ",2607) (2553," dummy ",2608) (2554," dummy ",2609) (2554," dummy ",2610) (2555," dummy ",2611) (2555," dummy ",2612) (2556," dummy ",2613) (2556," dummy ",2614) (2557," dummy ",2615) (2558," dummy ",2616) (2559," dummy ",2617) (2559," dummy ",2618) (2560," dummy ",2619) (2560," dummy ",2620) (2561," dummy ",2621) (2561," dummy ",2622) (2562," dummy ",2623) (2563," dummy ",2624) (2563," dummy ",2625) (2564," dummy ",2626) (2565," dummy ",2627) (2566," dummy ",2628) (2567," dummy ",2629) (2567," dummy ",2630) (2568," dummy ",2631) (2569," dummy ",2632) (2569," dummy ",2633) (2570," dummy ",2634) (2571," dummy ",2635) (2571," dummy ",2636) (2572," dummy ",2637) (2573," dummy ",2624) (2573," dummy ",2625) (2574," dummy ",2638) (2575," dummy ",2639) (2576," dummy ",2640) (2577," dummy ",2641) (2577," dummy ",2642) (2578," dummy ",2643) (2579," dummy ",2632) (2579," dummy ",2633) (2580," dummy ",2644) (2581," dummy ",2635) (2581," dummy ",2636) (2582," dummy ",2645) (2583," dummy ",2646) (2583," dummy ",2647) (2584," dummy ",2648) (2585," dummy ",2649) (2586," dummy ",2650) (2587," dummy ",2641) (2587," dummy ",2642) (2588," dummy ",2651) (2589," dummy ",2652) (2589," dummy ",2653) (2590," dummy ",2654) (2591," dummy ",2655) (2591," dummy ",2656) (2592," dummy ",2657) (2593," dummy ",2658) (2593," dummy ",2659) (2594," dummy ",2660) (2595," dummy ",2661) (2596," dummy ",2662) (2597," dummy ",2663) (2597," dummy ",2664) (2598," dummy ",2665) (2599," dummy ",2666) (2599," dummy ",2667) (2600," dummy ",2668) (2601," dummy ",2669) (2601," dummy ",2670) (2602," dummy ",2671) (2603," dummy ",2658) (2603," dummy ",2659) (2604," dummy ",2672) (2605," dummy ",2673) (2606," dummy ",2674) (2607," dummy ",2675) (2607," dummy ",2676) (2608," dummy ",2677) (2609," dummy ",2666) (2609," dummy ",2667) (2610," dummy ",2678) (2611," dummy ",2669) (2611," dummy ",2670) (2612," dummy ",2679) (2613," dummy ",2680) (2613," dummy ",2681) (2614," dummy ",2682) (2615," dummy ",2683) (2616," dummy ",2684) (2617," dummy ",2675) (2617," dummy ",2676) (2618," dummy ",2685) (2619," dummy ",2686) (2619," dummy ",2687) (2620," dummy ",2688) (2621," dummy ",2689) (2621," dummy ",2690) (2622," dummy ",2690) (2622," dummy ",2691) (2623," dummy ",68) (2623," dummy ",467) (2624," dummy ",2692) (2624," dummy ",2693) (2625," dummy ",2693) (2625," dummy ",2694) (2626," dummy ",68) (2626," dummy ",467) (2627," dummy ",467) (2628," dummy ",467) (2629," dummy ",2695) (2629," dummy ",1181) (2630," dummy ",1181) (2630," dummy ",2696) (2631," dummy ",467) (2632," dummy ",2697) (2632," dummy ",1184) (2633," dummy ",1184) (2633," dummy ",2698) (2634," dummy ",467) (2635," dummy ",2699) (2635," dummy ",2700) (2636," dummy ",2700) (2636," dummy ",2701) (2637," dummy ",68) (2637," dummy ",467) (2638," dummy ",68) (2638," dummy ",467) (2639," dummy ",467) (2640," dummy ",467) (2641," dummy ",2702) (2641," dummy ",1190) (2642," dummy ",1190) (2642," dummy ",2703) (2643," dummy ",467) (2644," dummy ",467) (2645," dummy ",68) (2645," dummy ",467) (2646," dummy ",2704) (2646," dummy ",2705) (2647," dummy ",2705) (2647," dummy ",2706) (2648," dummy ",68) (2648," dummy ",467) (2649," dummy ",467) (2650," dummy ",467) (2651," dummy ",467) (2652," dummy ",2707) (2652," dummy ",1195) (2653," dummy ",1195) (2653," dummy ",2708) (2654," dummy ",467) (2655," dummy ",2709) (2655," dummy ",1181) (2656," dummy ",1181) (2656," dummy ",2710) (2657," dummy ",467) (2658," dummy ",2711) (2658," dummy ",2122) (2659," dummy ",2122) (2659," dummy ",2712) (2660," dummy ",467) (2661," dummy ",467) (2662," dummy ",467) (2663," dummy ",2713) (2663," dummy ",1181) (2664," dummy ",1181) (2664," dummy ",2714) (2665," dummy ",467) (2666," dummy ",2715) (2666," dummy ",1184) (2667," dummy ",1184) (2667," dummy ",2716) (2668," dummy ",467) (2669," dummy ",2717) (2669," dummy ",2129) (2670," dummy ",2129) (2670," dummy ",2718) (2671," dummy ",467) (2672," dummy ",467) (2673," dummy ",467) (2674," dummy ",467) (2675," dummy ",2719) (2675," dummy ",1190) (2676," dummy ",1190) (2676," dummy ",2720) (2677," dummy ",467) (2678," dummy ",467) (2679," dummy ",467) (2680," dummy ",2721) (2680," dummy ",1195) (2681," dummy ",1195) (2681," dummy ",2722) (2682," dummy ",467) (2683," dummy ",467) (2684," dummy ",467) (2685," dummy ",467) (2686," dummy ",2723) (2686," dummy ",1195) (2687," dummy ",1195) (2687," dummy ",2724) (2688," dummy ",467) (2689," dummy; prob 0.500000",2725) (2689," dummy; prob 0.500000",2726) (2690," dummy ",2727) (2690," dummy ",2728) (2691," dummy; prob 0.500000",2729) (2691," dummy; prob 0.500000",2730) (2692," dummy; prob 0.500000",2731) (2692," dummy; prob 0.500000",2732) (2693," dummy ",2727) (2693," dummy ",2728) (2694," dummy; prob 0.500000",2733) (2694," dummy; prob 0.500000",2734) (2695," dummy; prob 0.500000",2735) (2695," dummy; prob 0.500000",2736) (2696," dummy; prob 0.500000",2737) (2696," dummy; prob 0.500000",2738) (2697," dummy; prob 0.500000",2739) (2697," dummy; prob 0.500000",2740) (2698," dummy; prob 0.500000",2741) (2698," dummy; prob 0.500000",2742) (2699," dummy; prob 0.500000",2743) (2699," dummy; prob 0.500000",2744) (2700," dummy ",2727) (2700," dummy ",2728) (2701," dummy; prob 0.500000",2745) (2701," dummy; prob 0.500000",2746) (2702," dummy; prob 0.500000",2747) (2702," dummy; prob 0.500000",2748) (2703," dummy; prob 0.500000",2749) (2703," dummy; prob 0.500000",2750) (2704," dummy; prob 0.500000",2751) (2704," dummy; prob 0.500000",2752) (2705," dummy ",2727) (2705," dummy ",2728) (2706," dummy; prob 0.500000",2753) (2706," dummy; prob 0.500000",2754) (2707," dummy; prob 0.500000",2755) (2707," dummy; prob 0.500000",2756) (2708," dummy; prob 0.500000",2757) (2708," dummy; prob 0.500000",2758) (2709," dummy; prob 0.500000",2759) (2709," dummy; prob 0.500000",2760) (2710," dummy; prob 0.500000",2761) (2710," dummy; prob 0.500000",2762) (2711," dummy; prob 0.500000",2763) (2711," dummy; prob 0.500000",2764) (2712," dummy; prob 0.500000",2765) (2712," dummy; prob 0.500000",2766) (2713," dummy; prob 0.500000",2767) (2713," dummy; prob 0.500000",2768) (2714," dummy; prob 0.500000",2769) (2714," dummy; prob 0.500000",2770) (2715," dummy; prob 0.500000",2771) (2715," dummy; prob 0.500000",2772) (2716," dummy; prob 0.500000",2773) (2716," dummy; prob 0.500000",2774) (2717," dummy; prob 0.500000",2775) (2717," dummy; prob 0.500000",2776) (2718," dummy; prob 0.500000",2777) (2718," dummy; prob 0.500000",2778) (2719," dummy; prob 0.500000",2779) (2719," dummy; prob 0.500000",2780) (2720," dummy; prob 0.500000",2781) (2720," dummy; prob 0.500000",2782) (2721," dummy; prob 0.500000",2783) (2721," dummy; prob 0.500000",2784) (2722," dummy; prob 0.500000",2785) (2722," dummy; prob 0.500000",2786) (2723," dummy; prob 0.500000",2787) (2723," dummy; prob 0.500000",2788) (2724," dummy; prob 0.500000",2789) (2724," dummy; prob 0.500000",2790) (2725," dummy ",2791) (2726," dummy ",2792) (2727," dummy; prob 0.500000",2793) (2727," dummy; prob 0.500000",2794) (2728," dummy; prob 0.500000",2795) (2728," dummy; prob 0.500000",2796) (2729," dummy ",2797) (2730," dummy ",2798) (2731," dummy ",2799) (2732," dummy ",2800) (2733," dummy ",2801) (2734," dummy ",2802) (2735," dummy ",1373) (2736," dummy ",1374) (2737," dummy ",1379) (2738," dummy ",1380) (2739," dummy ",1381) (2740," dummy ",1382) (2741," dummy ",1383) (2742," dummy ",1384) (2743," dummy ",2803) (2744," dummy ",2804) (2745," dummy ",2805) (2746," dummy ",2806) (2747," dummy ",1389) (2748," dummy ",1390) (2749," dummy ",1391) (2750," dummy ",1392) (2751," dummy ",2807) (2752," dummy ",2808) (2753," dummy ",2809) (2754," dummy ",2810) (2755," dummy ",1393) (2756," dummy ",1394) (2757," dummy ",1395) (2758," dummy ",1396) (2759," dummy ",1373) (2760," dummy ",1374) (2761," dummy ",1379) (2762," dummy ",1380) (2763," dummy ",2333) (2764," dummy ",2334) (2765," dummy ",2335) (2766," dummy ",2336) (2767," dummy ",1373) (2768," dummy ",1374) (2769," dummy ",1379) (2770," dummy ",1380) (2771," dummy ",1381) (2772," dummy ",1382) (2773," dummy ",1383) (2774," dummy ",1384) (2775," dummy ",2337) (2776," dummy ",2338) (2777," dummy ",2339) (2778," dummy ",2340) (2779," dummy ",1389) (2780," dummy ",1390) (2781," dummy ",1391) (2782," dummy ",1392) (2783," dummy ",1393) (2784," dummy ",1394) (2785," dummy ",1395) (2786," dummy ",1396) (2787," dummy ",1393) (2788," dummy ",1394) (2789," dummy ",1395) (2790," dummy ",1396) (2791," dummy ",2811) (2791," dummy ",2812) (2792," dummy ",2813) (2792," dummy ",2814) (2793," dummy ",2815) (2793," dummy ",2816) (2794," dummy ",2817) (2794," dummy ",2818) (2795," dummy ",2819) (2795," dummy ",2820) (2796," dummy ",2821) (2796," dummy ",2822) (2797," dummy ",2823) (2797," dummy ",2824) (2798," dummy ",2825) (2798," dummy ",2826) (2799," dummy ",2811) (2799," dummy ",2827) (2800," dummy ",2813) (2800," dummy ",2828) (2801," dummy ",2829) (2801," dummy ",2824) (2802," dummy ",2830) (2802," dummy ",2826) (2803," dummy ",2811) (2803," dummy ",2831) (2804," dummy ",2813) (2804," dummy ",2832) (2805," dummy ",2833) (2805," dummy ",2824) (2806," dummy ",2834) (2806," dummy ",2826) (2807," dummy ",2811) (2807," dummy ",2835) (2808," dummy ",2813) (2808," dummy ",2836) (2809," dummy ",2837) (2809," dummy ",2824) (2810," dummy ",2838) (2810," dummy ",2826) (2811," dummy; prob 0.500000",2839) (2811," dummy; prob 0.500000",2840) (2812," dummy ",2841) (2813," dummy; prob 0.500000",2842) (2813," dummy; prob 0.500000",2843) (2814," dummy ",2844) (2815," dummy; prob 0.500000",2845) (2815," dummy; prob 0.500000",2846) (2816," dummy ",2847) (2817," dummy; prob 0.500000",2848) (2817," dummy; prob 0.500000",2849) (2818," dummy ",2850) (2819," dummy ",2851) (2820," dummy; prob 0.500000",2845) (2820," dummy; prob 0.500000",2848) (2821," dummy ",2852) (2822," dummy; prob 0.500000",2846) (2822," dummy; prob 0.500000",2849) (2823," dummy ",2853) (2824," dummy; prob 0.500000",2854) (2824," dummy; prob 0.500000",2855) (2825," dummy ",2856) (2826," dummy; prob 0.500000",2857) (2826," dummy; prob 0.500000",2858) (2827," dummy ",2841) (2828," dummy ",2844) (2829," dummy ",2853) (2830," dummy ",2856) (2831," dummy ",2841) (2832," dummy ",2844) (2833," dummy ",2853) (2834," dummy ",2856) (2835," dummy ",2841) (2836," dummy ",2844) (2837," dummy ",2853) (2838," dummy ",2856) (2839," dummy ",2859) (2839," dummy ",2860) (2840," dummy ",2861) (2840," dummy ",2862) (2841," dummy; prob 0.500000",2860) (2841," dummy; prob 0.500000",2862) (2842," dummy ",2863) (2842," dummy ",2864) (2843," dummy ",2865) (2843," dummy ",2866) (2844," dummy; prob 0.500000",2864) (2844," dummy; prob 0.500000",2866) (2845," dummy ",2867) (2845," dummy ",2868) (2846," dummy ",2869) (2846," dummy ",2870) (2847," dummy; prob 0.500000",2868) (2847," dummy; prob 0.500000",2870) (2848," dummy ",2871) (2848," dummy ",2872) (2849," dummy ",2873) (2849," dummy ",2874) (2850," dummy; prob 0.500000",2872) (2850," dummy; prob 0.500000",2874) (2851," dummy; prob 0.500000",2867) (2851," dummy; prob 0.500000",2871) (2852," dummy; prob 0.500000",2869) (2852," dummy; prob 0.500000",2873) (2853," dummy; prob 0.500000",2875) (2853," dummy; prob 0.500000",2876) (2854," dummy ",2875) (2854," dummy ",2877) (2855," dummy ",2876) (2855," dummy ",2878) (2856," dummy; prob 0.500000",2879) (2856," dummy; prob 0.500000",2880) (2857," dummy ",2879) (2857," dummy ",2881) (2858," dummy ",2880) (2858," dummy ",2882) (2859," dummy ",2883) (2860," dummy ",2883) (2861," dummy ",2884) (2862," dummy ",2884) (2863," dummy ",2885) (2864," dummy ",2885) (2865," dummy ",2886) (2866," dummy ",2886) (2867," dummy ",2887) (2868," dummy ",2887) (2869," dummy ",2888) (2870," dummy ",2888) (2871," dummy ",2889) (2872," dummy ",2889) (2873," dummy ",2890) (2874," dummy ",2890) (2875," dummy ",2891) (2876," dummy ",2892) (2877," dummy ",2891) (2878," dummy ",2892) (2879," dummy ",2893) (2880," dummy ",2894) (2881," dummy ",2893) (2882," dummy ",2894) (2883," dummy ",2895) (2883," dummy ",2896) (2884," dummy ",2897) (2885," dummy ",2898) (2886," dummy ",2899) (2886," dummy ",2900) (2887," dummy ",2901) (2887," dummy ",2902) (2888," dummy ",2903) (2889," dummy ",2904) (2890," dummy ",2905) (2890," dummy ",2906) (2891," dummy ",2907) (2891," dummy ",2908) (2892," dummy ",2909) (2893," dummy ",2910) (2894," dummy ",2911) (2894," dummy ",2912) (2895," dummy ",2913) (2895," dummy ",2914) (2896," dummy ",2915) (2896," dummy ",2916) (2897," dummy ",2917) (2898," dummy ",2918) (2899," dummy ",2919) (2899," dummy ",2920) (2900," dummy ",2921) (2900," dummy ",2922) (2901," dummy ",2923) (2901," dummy ",2924) (2902," dummy ",2925) (2902," dummy ",2926) (2903," dummy ",2927) (2904," dummy ",2928) (2905," dummy ",2929) (2905," dummy ",2930) (2906," dummy ",2931) (2906," dummy ",2932) (2907," dummy ",2933) (2907," dummy ",2934) (2908," dummy ",2935) (2908," dummy ",2936) (2909," dummy ",2937) (2910," dummy ",2938) (2911," dummy ",2939) (2911," dummy ",2940) (2912," dummy ",2941) (2912," dummy ",2942) (2913," dummy ",2943) (2913," dummy ",2944) (2914," dummy ",2945) (2915," dummy ",2946) (2915," dummy ",2947) (2916," dummy ",2948) (2917," dummy ",2949) (2918," dummy ",2950) (2919," dummy ",2951) (2919," dummy ",2952) (2920," dummy ",2953) (2921," dummy ",2954) (2921," dummy ",2955) (2922," dummy ",2956) (2923," dummy ",2957) (2923," dummy ",2958) (2924," dummy ",2959) (2925," dummy ",2946) (2925," dummy ",2947) (2926," dummy ",2960) (2927," dummy ",2961) (2928," dummy ",2962) (2929," dummy ",2963) (2929," dummy ",2964) (2930," dummy ",2965) (2931," dummy ",2954) (2931," dummy ",2955) (2932," dummy ",2966) (2933," dummy ",2957) (2933," dummy ",2958) (2934," dummy ",2967) (2935," dummy ",2968) (2935," dummy ",2969) (2936," dummy ",2970) (2937," dummy ",2971) (2938," dummy ",2972) (2939," dummy ",2963) (2939," dummy ",2964) (2940," dummy ",2973) (2941," dummy ",2974) (2941," dummy ",2975) (2942," dummy ",2976) (2943," dummy ",2977) (2943," dummy ",1181) (2944," dummy ",1181) (2944," dummy ",2978) (2945," dummy ",467) (2946," dummy ",2979) (2946," dummy ",2122) (2947," dummy ",2122) (2947," dummy ",2980) (2948," dummy ",467) (2949," dummy ",467) (2950," dummy ",467) (2951," dummy ",2981) (2951," dummy ",1181) (2952," dummy ",1181) (2952," dummy ",2982) (2953," dummy ",467) (2954," dummy ",2983) (2954," dummy ",1184) (2955," dummy ",1184) (2955," dummy ",2984) (2956," dummy ",467) (2957," dummy ",2985) (2957," dummy ",2129) (2958," dummy ",2129) (2958," dummy ",2986) (2959," dummy ",467) (2960," dummy ",467) (2961," dummy ",467) (2962," dummy ",467) (2963," dummy ",2987) (2963," dummy ",1190) (2964," dummy ",1190) (2964," dummy ",2988) (2965," dummy ",467) (2966," dummy ",467) (2967," dummy ",467) (2968," dummy ",2989) (2968," dummy ",1195) (2969," dummy ",1195) (2969," dummy ",2990) (2970," dummy ",467) (2971," dummy ",467) (2972," dummy ",467) (2973," dummy ",467) (2974," dummy ",2991) (2974," dummy ",1195) (2975," dummy ",1195) (2975," dummy ",2992) (2976," dummy ",467) (2977," dummy; prob 0.500000",2993) (2977," dummy; prob 0.500000",2994) (2978," dummy; prob 0.500000",2995) (2978," dummy; prob 0.500000",2996) (2979," dummy; prob 0.500000",2997) (2979," dummy; prob 0.500000",2998) (2980," dummy; prob 0.500000",2999) (2980," dummy; prob 0.500000",3000) (2981," dummy; prob 0.500000",3001) (2981," dummy; prob 0.500000",3002) (2982," dummy; prob 0.500000",3003) (2982," dummy; prob 0.500000",3004) (2983," dummy; prob 0.500000",3005) (2983," dummy; prob 0.500000",3006) (2984," dummy; prob 0.500000",3007) (2984," dummy; prob 0.500000",3008) (2985," dummy; prob 0.500000",3009) (2985," dummy; prob 0.500000",3010) (2986," dummy; prob 0.500000",3011) (2986," dummy; prob 0.500000",3012) (2987," dummy; prob 0.500000",3013) (2987," dummy; prob 0.500000",3014) (2988," dummy; prob 0.500000",3015) (2988," dummy; prob 0.500000",3016) (2989," dummy; prob 0.500000",3017) (2989," dummy; prob 0.500000",3018) (2990," dummy; prob 0.500000",3019) (2990," dummy; prob 0.500000",3020) (2991," dummy; prob 0.500000",3021) (2991," dummy; prob 0.500000",3022) (2992," dummy; prob 0.500000",3023) (2992," dummy; prob 0.500000",3024) (2993," dummy ",1373) (2994," dummy ",1374) (2995," dummy ",1379) (2996," dummy ",1380) (2997," dummy ",2333) (2998," dummy ",2334) (2999," dummy ",2335) (3000," dummy ",2336) (3001," dummy ",1373) (3002," dummy ",1374) (3003," dummy ",1379) (3004," dummy ",1380) (3005," dummy ",1381) (3006," dummy ",1382) (3007," dummy ",1383) (3008," dummy ",1384) (3009," dummy ",2337) (3010," dummy ",2338) (3011," dummy ",2339) (3012," dummy ",2340) (3013," dummy ",1389) (3014," dummy ",1390) (3015," dummy ",1391) (3016," dummy ",1392) (3017," dummy ",1393) (3018," dummy ",1394) (3019," dummy ",1395) (3020," dummy ",1396) (3021," dummy ",1393) (3022," dummy ",1394) (3023," dummy ",1395) (3024," dummy ",1396)