1Observation Operator H: 2Mat Object: H_observation_operator 1 MPI process 3 type: seqaij 4row 0: (0, 1.) 5row 1: (2, 1.) 6row 2: (4, 1.) 7row 3: (12, 1.) 8row 4: (14, 1.) 9row 5: (16, 1.) 10row 6: (24, 1.) 11row 7: (26, 1.) 12row 8: (28, 1.) 13row 9: (72, 1.) 14row 10: (74, 1.) 15row 11: (76, 1.) 16row 12: (84, 1.) 17row 13: (86, 1.) 18row 14: (88, 1.) 19row 15: (96, 1.) 20row 16: (98, 1.) 21row 17: (100, 1.) 22row 18: (144, 1.) 23row 19: (146, 1.) 24row 20: (148, 1.) 25row 21: (156, 1.) 26row 22: (158, 1.) 27row 23: (160, 1.) 28row 24: (168, 1.) 29row 25: (170, 1.) 30row 26: (172, 1.) 31Localization Matrix Q: 32Mat Object: Q_localization 1 MPI process 33 type: mpiaij 34 row 0: (0, 0.999933) (1, 0.677772) (3, 0.683128) (4, 0.462203) (9, 0.686927) (10, 0.464861) (12, 0.468655) (13, 0.312037) (18, 0.208333) 35 row 1: (0, 0.845015) (1, 0.842104) (2, 0.208333) (3, 0.435651) (4, 0.434093) (9, 0.429198) (10, 0.42766) (12, 0.210682) (13, 0.209861) 36 row 2: (0, 0.464487) (1, 0.99991) (2, 0.469959) (4, 0.466893) (5, 0.208333) (9, 0.209251) (10, 0.474282) (11, 0.211957) (13, 0.210441) 37 row 3: (0, 0.208333) (1, 0.841955) (2, 0.845369) (4, 0.43279) (5, 0.434613) (10, 0.431669) (11, 0.433488) (13, 0.21135) (14, 0.212319) 38 row 4: (1, 0.683766) (2, 0.999998) (4, 0.467355) (5, 0.684482) (10, 0.467696) (11, 0.684966) (13, 0.314683) (14, 0.468202) (20, 0.208333) 39 row 5: (1, 0.450154) (2, 0.91458) (4, 0.309793) (5, 0.642424) (8, 0.208333) (10, 0.309475) (11, 0.641812) (13, 0.20935) (14, 0.448047) 40 row 6: (0, 0.849027) (1, 0.432978) (3, 0.842068) (4, 0.42929) (6, 0.211797) (9, 0.433223) (10, 0.210282) (12, 0.429533) (13, 0.208333) 41 row 7: (0, 0.739911) (1, 0.739567) (2, 0.208333) (3, 0.736044) (4, 0.735702) (9, 0.402768) (10, 0.40257) (12, 0.400551) (13, 0.400355) 42 row 8: (0, 0.427134) (1, 0.836212) (2, 0.417841) (3, 0.432577) (4, 0.846454) (5, 0.423179) (7, 0.208333) (10, 0.419861) (13, 0.425222) 43 row 9: (1, 0.73114) (2, 0.736385) (4, 0.735861) (5, 0.74114) (8, 0.208333) (10, 0.395193) (11, 0.398183) (13, 0.397884) (14, 0.400893) 44 row 10: (1, 0.442795) (2, 0.851402) (4, 0.43603) (5, 0.838858) (8, 0.208333) (10, 0.216812) (11, 0.436967) (13, 0.213214) (14, 0.430281) 45 row 11: (1, 0.331402) (2, 0.801515) (4, 0.332349) (5, 0.803645) (8, 0.33401) (11, 0.52389) (13, 0.208333) (14, 0.525313) (17, 0.209433) 46 row 12: (0, 0.476374) (1, 0.21418) (3, 0.999886) (4, 0.472355) (6, 0.464511) (7, 0.208333) (9, 0.210356) (12, 0.464657) (13, 0.208405) 47 row 13: (0, 0.429475) (1, 0.423819) (3, 0.848099) (4, 0.837367) (6, 0.433855) (7, 0.428148) (12, 0.428177) (13, 0.422537) (15, 0.208333) 48 row 14: (0, 0.208333) (1, 0.473093) (2, 0.211513) (3, 0.463802) (4, 0.999925) (5, 0.470248) (7, 0.461006) (10, 0.209563) (13, 0.466294) 49 row 15: (1, 0.428613) (2, 0.431257) (4, 0.838498) (5, 0.84347) (7, 0.417305) (8, 0.419888) (11, 0.208333) (13, 0.425686) (14, 0.428314) 50 row 16: (1, 0.208821) (2, 0.46465) (4, 0.473234) (5, 0.999918) (7, 0.210674) (8, 0.468405) (13, 0.210694) (14, 0.468446) (17, 0.208333) 51 row 17: (2, 0.556779) (4, 0.347115) (5, 0.890325) (7, 0.208657) (8, 0.560013) (11, 0.343633) (13, 0.208333) (14, 0.559237) (17, 0.345737) 52 row 18: (0, 0.208333) (3, 0.839545) (4, 0.429117) (6, 0.849978) (7, 0.43466) (12, 0.437413) (13, 0.213124) (15, 0.443051) (16, 0.216113) 53 row 19: (3, 0.73125) (4, 0.737252) (6, 0.734521) (7, 0.740549) (8, 0.208333) (12, 0.400667) (13, 0.40413) (15, 0.402554) (16, 0.406031) 54 row 20: (3, 0.43092) (4, 0.837675) (5, 0.417046) (6, 0.435156) (7, 0.845597) (8, 0.42116) (13, 0.421431) (15, 0.208333) (16, 0.425584) 55 row 21: (2, 0.208333) (4, 0.732955) (5, 0.742272) (7, 0.730587) (8, 0.739874) (13, 0.396866) (14, 0.402184) (16, 0.395514) (17, 0.400816) 56 row 22: (2, 0.211817) (4, 0.436414) (5, 0.847774) (7, 0.431039) (8, 0.837721) (13, 0.211163) (14, 0.430805) (16, 0.208333) (17, 0.425491) 57 row 23: (2, 0.337873) (4, 0.331636) (5, 0.805057) (7, 0.327871) (8, 0.796561) (11, 0.212473) (13, 0.208333) (14, 0.52733) (17, 0.521644) 58 row 24: (0, 0.208333) (3, 0.684862) (4, 0.467485) (6, 0.999952) (7, 0.683543) (12, 0.464665) (13, 0.312099) (15, 0.679552) (16, 0.463741) 59 row 25: (3, 0.437422) (4, 0.436585) (6, 0.84407) (7, 0.842512) (8, 0.208333) (12, 0.214423) (13, 0.213977) (15, 0.433936) (16, 0.433104) 60 row 26: (3, 0.213231) (4, 0.474187) (5, 0.208558) (6, 0.472614) (7, 0.999881) (8, 0.463166) (13, 0.209096) (15, 0.208333) (16, 0.464254) 61 row 27: (4, 0.431829) (5, 0.434528) (6, 0.21007) (7, 0.842058) (8, 0.847123) (13, 0.208333) (14, 0.209752) (16, 0.427001) (17, 0.429673) 62 row 28: (4, 0.461916) (5, 0.677048) (7, 0.683439) (8, 0.999918) (13, 0.311918) (14, 0.464467) (16, 0.468995) (17, 0.687088) (26, 0.208333) 63 row 29: (4, 0.307643) (5, 0.638397) (7, 0.450348) (8, 0.915119) (13, 0.208333) (14, 0.446132) (16, 0.310332) (17, 0.643564) (26, 0.208591) 64 row 30: (3, 0.445754) (4, 0.304981) (6, 0.91054) (7, 0.636433) (12, 0.309705) (13, 0.208333) (15, 0.645555) (16, 0.448428) (24, 0.212789) 65 row 31: (3, 0.336725) (4, 0.333802) (6, 0.806356) (7, 0.799837) (8, 0.333759) (12, 0.210262) (13, 0.208333) (15, 0.524942) (16, 0.520605) 66 row 32: (4, 0.348275) (5, 0.210981) (6, 0.554503) (7, 0.890758) (8, 0.564076) (13, 0.208333) (15, 0.34101) (16, 0.557739) (17, 0.34722) 67 row 33: (4, 0.333038) (5, 0.336382) (6, 0.328972) (7, 0.800756) (8, 0.808238) (13, 0.208333) (14, 0.210544) (16, 0.522355) (17, 0.527342) 68 row 34: (4, 0.309062) (5, 0.447626) (6, 0.209993) (7, 0.642857) (8, 0.912188) (13, 0.208333) (14, 0.306957) (16, 0.447379) (17, 0.638801) 69 row 35: (4, 0.2838) (5, 0.503108) (7, 0.504523) (8, 0.86939) (13, 0.208333) (14, 0.376896) (16, 0.377991) (17, 0.658822) (26, 0.280065) 70 row 36: (0, 0.847412) (1, 0.43189) (3, 0.432604) (4, 0.209832) (9, 0.84206) (10, 0.429055) (12, 0.429765) (13, 0.208333) (18, 0.210291) 71 row 37: (0, 0.743704) (1, 0.74211) (2, 0.208333) (3, 0.401348) (4, 0.400442) (9, 0.732752) (10, 0.731181) (12, 0.395121) (13, 0.394228) 72 row 38: (0, 0.431497) (1, 0.847992) (2, 0.424562) (3, 0.208333) (4, 0.430463) (9, 0.424116) (10, 0.834051) (11, 0.417287) (13, 0.423098) 73 row 39: (1, 0.732731) (2, 0.729872) (4, 0.391435) (5, 0.389822) (10, 0.74083) (11, 0.73794) (13, 0.396002) (14, 0.394373) (19, 0.208333) 74 row 40: (1, 0.437518) (2, 0.844094) (4, 0.214836) (5, 0.434624) (10, 0.436654) (11, 0.842488) (13, 0.214375) (14, 0.433765) (20, 0.208333) 75 row 41: (1, 0.33997) (2, 0.810314) (4, 0.210196) (5, 0.52263) (10, 0.337123) (11, 0.803986) (13, 0.208333) (14, 0.518458) (20, 0.331366) 76 row 42: (0, 0.738847) (1, 0.405153) (3, 0.730068) (4, 0.400088) (9, 0.742217) (10, 0.407097) (12, 0.733399) (13, 0.40201) (18, 0.208333) 77 row 43: (0, 0.654535) (1, 0.648291) (3, 0.663611) (4, 0.657286) (9, 0.656733) (10, 0.65047) (12, 0.665838) (13, 0.659493) (15, 0.208333) 78 row 44: (0, 0.208377) (1, 0.59393) (3, 0.212804) (4, 0.605146) (9, 0.212037) (10, 0.603203) (12, 0.216533) (13, 0.614581) (14, 0.208333) 79 row 45: (1, 0.662282) (2, 0.661241) (4, 0.663434) (5, 0.662392) (7, 0.208333) (10, 0.659525) (11, 0.658488) (13, 0.660673) (14, 0.659635) 80 row 46: (1, 0.395341) (2, 0.737628) (4, 0.395256) (5, 0.737478) (10, 0.39569) (11, 0.738246) (13, 0.395605) (14, 0.738095) (20, 0.208333) 81 row 47: (1, 0.208913) (2, 0.662296) (5, 0.655412) (10, 0.210811) (11, 0.667609) (13, 0.208333) (14, 0.660674) (20, 0.215236) (23, 0.212712) 82 row 48: (0, 0.42552) (3, 0.833561) (4, 0.421649) (6, 0.41273) (9, 0.432711) (10, 0.208333) (12, 0.847095) (13, 0.428782) (15, 0.419729) 83 row 49: (0, 0.213794) (1, 0.209912) (3, 0.611923) (4, 0.60203) (6, 0.209947) (9, 0.212155) (12, 0.607746) (13, 0.597915) (15, 0.208333) 84 row 50: (1, 0.215977) (3, 0.214229) (4, 0.731306) (5, 0.208333) (10, 0.223091) (12, 0.221292) (13, 0.752577) (14, 0.215225) (16, 0.213483) 85 row 51: (1, 0.2182) (2, 0.217733) (4, 0.612465) (5, 0.611297) (7, 0.208333) (10, 0.213737) (11, 0.213279) (13, 0.601283) (14, 0.600135) 86 row 52: (1, 0.208333) (2, 0.436178) (4, 0.425873) (5, 0.848062) (8, 0.425099) (11, 0.429896) (13, 0.419722) (14, 0.836306) (17, 0.418959) 87 row 53: (2, 0.400132) (4, 0.208333) (5, 0.733729) (8, 0.40499) (11, 0.403252) (13, 0.210087) (14, 0.73916) (17, 0.408143) (23, 0.215347) 88 row 54: (0, 0.208333) (3, 0.741738) (4, 0.403964) (6, 0.744534) (7, 0.405566) (12, 0.731148) (13, 0.397891) (15, 0.733904) (16, 0.399472) 89 row 55: (0, 0.208333) (3, 0.664906) (4, 0.660715) (6, 0.660885) (7, 0.656718) (12, 0.661922) (13, 0.657749) (15, 0.657918) (16, 0.653769) 90 row 56: (4, 0.602333) (5, 0.208406) (6, 0.210518) (7, 0.611796) (8, 0.212094) (13, 0.596772) (15, 0.208333) (16, 0.606155) (17, 0.209895) 91 row 57: (4, 0.655636) (5, 0.653416) (7, 0.663742) (8, 0.661497) (13, 0.657717) (14, 0.65549) (15, 0.208333) (16, 0.665847) (17, 0.663595) 92 row 58: (4, 0.39203) (5, 0.736727) (7, 0.385937) (8, 0.725887) (11, 0.208333) (13, 0.395287) (14, 0.742526) (16, 0.389149) (17, 0.731601) 93 row 59: (2, 0.210526) (4, 0.211015) (5, 0.665458) (7, 0.212089) (8, 0.668451) (13, 0.208333) (14, 0.65798) (16, 0.209395) (17, 0.660942) 94 row 60: (3, 0.443833) (4, 0.214272) (6, 0.850951) (7, 0.430997) (12, 0.437348) (13, 0.210865) (15, 0.838957) (16, 0.424679) (24, 0.208333) 95 row 61: (3, 0.394531) (4, 0.394805) (6, 0.738269) (7, 0.738756) (8, 0.208333) (12, 0.393667) (13, 0.39394) (15, 0.736737) (16, 0.737222) 96 row 62: (4, 0.416368) (6, 0.42236) (7, 0.834964) (8, 0.419961) (13, 0.422667) (15, 0.428739) (16, 0.847071) (17, 0.426309) (25, 0.208333) 97 row 63: (4, 0.400829) (5, 0.396038) (7, 0.734088) (8, 0.725759) (13, 0.406052) (14, 0.401205) (16, 0.743173) (17, 0.734742) (25, 0.208333) 98 row 64: (4, 0.21163) (5, 0.430387) (7, 0.433582) (8, 0.840047) (13, 0.212896) (14, 0.432756) (16, 0.435966) (17, 0.844494) (26, 0.208333) 99 row 65: (4, 0.208653) (5, 0.520662) (7, 0.337109) (8, 0.806208) (13, 0.208333) (14, 0.519944) (16, 0.336621) (17, 0.80512) (26, 0.334919) 100 row 66: (3, 0.335336) (6, 0.803035) (7, 0.517906) (12, 0.337071) (13, 0.208333) (15, 0.806906) (16, 0.520459) (24, 0.338457) (25, 0.209239) 101 row 67: (3, 0.21035) (4, 0.210766) (6, 0.665639) (7, 0.666801) (8, 0.209015) (12, 0.208333) (13, 0.208745) (15, 0.659999) (16, 0.661151) 102 row 68: (4, 0.208333) (6, 0.403473) (7, 0.736045) (8, 0.395237) (13, 0.210424) (15, 0.407219) (16, 0.742541) (17, 0.398916) (25, 0.211577) 103 row 69: (4, 0.209621) (5, 0.208333) (6, 0.208866) (7, 0.664748) (8, 0.661142) (13, 0.209617) (15, 0.208862) (16, 0.664738) (17, 0.661132) 104 row 70: (4, 0.2097) (5, 0.333434) (7, 0.527375) (8, 0.804537) (13, 0.208333) (14, 0.331376) (16, 0.524283) (17, 0.799918) (26, 0.331303) 105 row 71: (5, 0.414423) (7, 0.410529) (8, 0.784506) (13, 0.208333) (14, 0.417123) (16, 0.413207) (17, 0.78938) (23, 0.21011) (26, 0.416458) 106 row 72: (0, 0.467012) (3, 0.208333) (9, 0.99999) (10, 0.469464) (12, 0.469874) (13, 0.209535) (18, 0.471851) (19, 0.210504) (21, 0.210706) 107 row 73: (0, 0.419271) (1, 0.414667) (9, 0.844585) (10, 0.835699) (12, 0.430457) (13, 0.425745) (18, 0.4297) (19, 0.424995) (21, 0.208333) 108 row 74: (1, 0.462516) (2, 0.208333) (9, 0.460932) (10, 0.999867) (11, 0.47438) (13, 0.46409) (14, 0.209111) (19, 0.472759) (20, 0.213401) 109 row 75: (1, 0.433596) (2, 0.428611) (9, 0.208333) (10, 0.84616) (11, 0.836801) (13, 0.426917) (14, 0.421999) (19, 0.422491) (20, 0.417619) 110 row 76: (1, 0.208333) (2, 0.46413) (10, 0.472759) (11, 0.999924) (13, 0.211344) (14, 0.470236) (19, 0.211511) (20, 0.470575) (23, 0.210272) 111 row 77: (2, 0.557668) (5, 0.345585) (10, 0.345735) (11, 0.887609) (13, 0.208333) (14, 0.559635) (19, 0.208398) (20, 0.559791) (23, 0.346972) 112 row 78: (0, 0.429667) (1, 0.208333) (3, 0.428329) (9, 0.843903) (10, 0.43013) (12, 0.841377) (13, 0.428791) (18, 0.428589) (21, 0.427254) 113 row 79: (1, 0.209048) (3, 0.211726) (4, 0.214553) (9, 0.594002) (10, 0.601066) (12, 0.607907) (13, 0.615123) (21, 0.208333) (22, 0.21112) 114 row 80: (1, 0.213019) (4, 0.219515) (9, 0.208333) (10, 0.731325) (11, 0.212031) (12, 0.214703) (13, 0.750984) (14, 0.2185) (22, 0.213707) 115 row 81: (2, 0.208699) (4, 0.211114) (5, 0.211766) (10, 0.599647) (11, 0.601296) (13, 0.607478) (14, 0.609146) (22, 0.208333) (23, 0.208978) 116 row 82: (2, 0.431005) (5, 0.434152) (10, 0.419512) (11, 0.839075) (13, 0.422585) (14, 0.844969) (17, 0.208333) (20, 0.420068) (23, 0.423144) 117 row 83: (2, 0.405588) (5, 0.409009) (10, 0.208333) (11, 0.734266) (13, 0.210234) (14, 0.740156) (17, 0.214479) (20, 0.397834) (23, 0.401197) 118 row 84: (3, 0.469295) (4, 0.208907) (6, 0.20862) (9, 0.45901) (12, 0.999873) (13, 0.468709) (15, 0.468122) (16, 0.208333) (21, 0.45786) 119 row 85: (3, 0.219543) (4, 0.214031) (9, 0.221347) (10, 0.215795) (12, 0.749761) (13, 0.733109) (15, 0.211967) (21, 0.213715) (22, 0.208333) 120 row 86: (3, 0.210463) (4, 0.470172) (9, 0.208333) (10, 0.465836) (12, 0.470968) (13, 0.999782) (14, 0.454304) (16, 0.459322) (22, 0.455075) 121 row 87: (4, 0.208333) (5, 0.214635) (10, 0.214974) (11, 0.221453) (13, 0.731351) (14, 0.750803) (17, 0.211616) (22, 0.211951) (23, 0.218349) 122 row 88: (2, 0.21049) (5, 0.466777) (10, 0.208333) (11, 0.474484) (13, 0.462416) (14, 0.999871) (17, 0.458289) (20, 0.210042) (23, 0.465871) 123 row 89: (2, 0.213064) (5, 0.439227) (8, 0.215788) (11, 0.429663) (13, 0.2108) (14, 0.844138) (17, 0.434721) (23, 0.425245) (26, 0.208333) 124 row 90: (3, 0.422256) (6, 0.419897) (12, 0.844106) (13, 0.426813) (15, 0.839581) (16, 0.424431) (21, 0.433111) (22, 0.208333) (24, 0.430698) 125 row 91: (3, 0.208333) (12, 0.609013) (13, 0.603334) (15, 0.608761) (16, 0.603084) (21, 0.214968) (22, 0.212719) (24, 0.214868) (25, 0.21262) 126 row 92: (4, 0.208333) (7, 0.213898) (13, 0.73417) (14, 0.220241) (15, 0.212325) (16, 0.75141) (17, 0.226085) (22, 0.218627) (25, 0.224433) 127 row 93: (5, 0.209204) (8, 0.20964) (13, 0.598265) (14, 0.60982) (16, 0.599373) (17, 0.610948) (23, 0.212422) (25, 0.208333) (26, 0.212863) 128 row 94: (5, 0.430253) (7, 0.208333) (8, 0.43411) (13, 0.423076) (14, 0.838866) (16, 0.426876) (17, 0.846101) (23, 0.422265) (26, 0.426059) 129 row 95: (5, 0.400333) (8, 0.403828) (11, 0.208333) (13, 0.213825) (14, 0.741128) (16, 0.215835) (17, 0.747271) (23, 0.406438) (26, 0.40998) 130 row 96: (3, 0.208376) (6, 0.469688) (7, 0.20951) (12, 0.467286) (13, 0.208333) (15, 0.999994) (16, 0.4696) (24, 0.468697) (25, 0.209024) 131 row 97: (3, 0.208333) (6, 0.431257) (7, 0.426881) (12, 0.428668) (13, 0.424315) (15, 0.844139) (16, 0.835906) (24, 0.416853) (25, 0.412607) 132 row 98: (7, 0.459021) (13, 0.465976) (14, 0.208333) (15, 0.460929) (16, 0.999885) (17, 0.470872) (22, 0.209283) (25, 0.472823) (26, 0.211697) 133 row 99: (7, 0.42399) (8, 0.422386) (13, 0.425978) (14, 0.424367) (16, 0.844) (17, 0.840935) (22, 0.208333) (25, 0.433902) (26, 0.432265) 134 row 100: (7, 0.208333) (8, 0.463777) (13, 0.212482) (14, 0.472185) (16, 0.47311) (17, 0.999907) (23, 0.212339) (25, 0.212796) (26, 0.472822) 135 row 101: (5, 0.349959) (7, 0.211388) (8, 0.564826) (13, 0.208333) (14, 0.55752) (16, 0.346033) (17, 0.884991) (23, 0.344502) (26, 0.556463) 136 row 102: (6, 0.556381) (7, 0.343321) (12, 0.347168) (13, 0.208333) (15, 0.886422) (16, 0.556692) (21, 0.211992) (24, 0.565431) (25, 0.349209) 137 row 103: (6, 0.402715) (7, 0.399068) (12, 0.213498) (13, 0.211416) (15, 0.744449) (16, 0.738048) (17, 0.208333) (24, 0.409807) (25, 0.406104) 138 row 104: (6, 0.213232) (7, 0.436766) (8, 0.212832) (13, 0.210802) (15, 0.4325) (16, 0.844324) (17, 0.431753) (24, 0.208333) (25, 0.427531) 139 row 105: (7, 0.402125) (8, 0.405774) (13, 0.210489) (14, 0.21255) (15, 0.208333) (16, 0.736952) (17, 0.743304) (25, 0.402368) (26, 0.406018) 140 row 106: (5, 0.211272) (7, 0.345086) (8, 0.563444) (14, 0.349533) (16, 0.555701) (17, 0.89171) (23, 0.208333) (25, 0.340553) (26, 0.556428) 141 row 107: (5, 0.212686) (7, 0.21392) (8, 0.530562) (14, 0.336591) (16, 0.33844) (17, 0.806313) (23, 0.208333) (25, 0.209544) (26, 0.520775) 142 row 108: (0, 0.212827) (9, 0.848026) (10, 0.43696) (12, 0.430165) (13, 0.211039) (18, 0.838408) (19, 0.431813) (21, 0.425089) (22, 0.208333) 143 row 109: (0, 0.208333) (9, 0.741958) (10, 0.735249) (12, 0.404813) (13, 0.400961) (18, 0.735763) (19, 0.72911) (21, 0.401256) (22, 0.397434) 144 row 110: (9, 0.418936) (10, 0.84459) (11, 0.43047) (13, 0.429691) (14, 0.208333) (18, 0.41444) (19, 0.835908) (20, 0.425865) (22, 0.425093) 145 row 111: (1, 0.208333) (10, 0.742171) (11, 0.73653) (13, 0.402133) (14, 0.398914) (19, 0.732799) (20, 0.727227) (22, 0.396784) (23, 0.393602) 146 row 112: (2, 0.208333) (10, 0.434245) (11, 0.842272) (13, 0.210018) (14, 0.427893) (19, 0.435534) (20, 0.844679) (22, 0.210697) (23, 0.429166) 147 row 113: (2, 0.335543) (5, 0.21087) (10, 0.33172) (11, 0.804983) (13, 0.208333) (14, 0.527155) (19, 0.328838) (20, 0.798483) (23, 0.522806) 148 row 114: (9, 0.738512) (10, 0.398268) (12, 0.732977) (13, 0.395121) (18, 0.745164) (19, 0.402048) (21, 0.73958) (22, 0.398875) (24, 0.208333) 149 row 115: (3, 0.208333) (9, 0.66215) (10, 0.654337) (12, 0.667142) (13, 0.659273) (18, 0.655908) (19, 0.648165) (21, 0.660855) (22, 0.653056) 150 row 116: (10, 0.59472) (12, 0.211292) (13, 0.605689) (14, 0.208333) (18, 0.211) (19, 0.604944) (21, 0.215373) (22, 0.616087) (23, 0.212363) 151 row 117: (10, 0.654632) (11, 0.651828) (13, 0.660291) (14, 0.657464) (19, 0.659594) (20, 0.656769) (22, 0.665293) (23, 0.662445) (25, 0.208333) 152 row 118: (2, 0.208333) (10, 0.398081) (11, 0.74025) (13, 0.393536) (14, 0.732236) (19, 0.400907) (20, 0.745238) (22, 0.396334) (23, 0.73717) 153 row 119: (2, 0.209055) (10, 0.210865) (11, 0.667175) (13, 0.209508) (14, 0.66338) (19, 0.209684) (20, 0.663871) (22, 0.208333) (23, 0.660095) 154 row 120: (9, 0.429402) (12, 0.842114) (13, 0.429065) (15, 0.426269) (18, 0.429783) (19, 0.208333) (21, 0.842832) (22, 0.429445) (24, 0.426647) 155 row 121: (9, 0.211732) (10, 0.215837) (12, 0.601593) (13, 0.611969) (16, 0.208333) (18, 0.210412) (19, 0.214494) (21, 0.598253) (22, 0.608576) 156 row 122: (10, 0.210348) (12, 0.209529) (13, 0.741903) (14, 0.211359) (16, 0.210536) (19, 0.208333) (22, 0.735648) (23, 0.209336) (25, 0.20852) 157 row 123: (13, 0.595754) (14, 0.60672) (16, 0.208726) (17, 0.213049) (20, 0.208333) (22, 0.60198) (23, 0.613051) (25, 0.21118) (26, 0.215547) 158 row 124: (11, 0.430911) (13, 0.427279) (14, 0.841402) (17, 0.42083) (19, 0.208333) (20, 0.431199) (22, 0.427564) (23, 0.841941) (26, 0.421112) 159 row 125: (5, 0.21049) (11, 0.402745) (13, 0.209078) (14, 0.739071) (17, 0.401838) (20, 0.401416) (22, 0.208333) (23, 0.736755) (26, 0.400512) 160 row 126: (6, 0.208333) (12, 0.736126) (13, 0.402582) (15, 0.740577) (16, 0.405144) (21, 0.73243) (22, 0.400454) (24, 0.736859) (25, 0.403004) 161 row 127: (6, 0.208333) (12, 0.660414) (13, 0.658607) (15, 0.663956) (16, 0.66214) (21, 0.659714) (22, 0.65791) (24, 0.663253) (25, 0.661439) 162 row 128: (13, 0.608933) (14, 0.214505) (15, 0.208333) (16, 0.614708) (17, 0.21679) (22, 0.593958) (23, 0.208588) (25, 0.599602) (26, 0.210817) 163 row 129: (5, 0.208333) (13, 0.661685) (14, 0.663645) (16, 0.661015) (17, 0.662973) (22, 0.653219) (23, 0.655155) (25, 0.652557) (26, 0.654491) 164 row 130: (8, 0.208333) (13, 0.394145) (14, 0.734801) (16, 0.399233) (17, 0.743793) (22, 0.388067) (23, 0.724065) (25, 0.393085) (26, 0.732928) 165 row 131: (5, 0.213343) (8, 0.216349) (11, 0.208333) (14, 0.660119) (16, 0.211188) (17, 0.668351) (23, 0.654457) (25, 0.20914) (26, 0.662622) 166 row 132: (6, 0.209603) (12, 0.426688) (13, 0.208333) (15, 0.84075) (16, 0.431448) (21, 0.43111) (22, 0.210683) (24, 0.849128) (25, 0.435915) 167 row 133: (12, 0.404175) (13, 0.400329) (15, 0.737365) (16, 0.730698) (21, 0.409992) (22, 0.406097) (24, 0.747454) (25, 0.740696) (26, 0.208333) 168 row 134: (13, 0.424071) (15, 0.41551) (16, 0.833407) (17, 0.422771) (22, 0.431483) (23, 0.208333) (24, 0.422789) (25, 0.847396) (26, 0.430162) 169 row 135: (13, 0.39585) (14, 0.396717) (16, 0.736474) (17, 0.738004) (22, 0.397067) (23, 0.397936) (24, 0.208333) (25, 0.738621) (26, 0.740155) 170 row 136: (8, 0.208333) (13, 0.209348) (14, 0.429214) (16, 0.43084) (17, 0.84077) (22, 0.211308) (23, 0.432909) (25, 0.434547) (26, 0.847732) 171 row 137: (5, 0.208632) (8, 0.335207) (13, 0.208333) (14, 0.524274) (16, 0.334753) (17, 0.807485) (23, 0.520391) (25, 0.332147) (26, 0.801634) 172 row 138: (6, 0.338307) (7, 0.211464) (12, 0.333565) (13, 0.208333) (15, 0.806213) (16, 0.525202) (21, 0.330096) (24, 0.798414) (25, 0.52001) 173 row 139: (13, 0.209818) (15, 0.657871) (16, 0.664946) (17, 0.210835) (21, 0.208333) (22, 0.210871) (24, 0.66079) (25, 0.667895) (26, 0.211893) 174 row 140: (7, 0.211794) (13, 0.20862) (15, 0.408926) (16, 0.736766) (17, 0.397527) (22, 0.208333) (24, 0.408408) (25, 0.735877) (26, 0.397022) 175 row 141: (7, 0.209671) (8, 0.20936) (13, 0.209579) (14, 0.209268) (15, 0.208333) (16, 0.665277) (17, 0.664405) (25, 0.660659) (26, 0.659792) 176 row 142: (8, 0.329655) (13, 0.208333) (14, 0.33432) (16, 0.522284) (17, 0.803518) (22, 0.209593) (23, 0.336233) (25, 0.525126) (26, 0.807797) 177 row 143: (5, 0.208333) (8, 0.412878) (14, 0.415169) (16, 0.412754) (17, 0.785256) (22, 0.20883) (23, 0.416207) (25, 0.413787) (26, 0.787129) 178 row 144: (0, 0.208333) (9, 0.686917) (10, 0.466183) (12, 0.464772) (13, 0.310255) (18, 0.999915) (19, 0.679638) (21, 0.677646) (22, 0.45968) 179 row 145: (9, 0.439244) (10, 0.434216) (12, 0.211526) (13, 0.20889) (18, 0.849253) (19, 0.839885) (20, 0.208333) (21, 0.429479) (22, 0.42455) 180 row 146: (9, 0.208333) (10, 0.476933) (11, 0.217261) (13, 0.212819) (18, 0.459991) (19, 0.999772) (20, 0.477938) (22, 0.469016) (23, 0.213312) 181 row 147: (10, 0.433968) (11, 0.4284) (13, 0.211281) (14, 0.208333) (18, 0.21419) (19, 0.848874) (20, 0.838394) (22, 0.434041) (23, 0.428472) 182 row 148: (10, 0.471679) (11, 0.687392) (13, 0.319069) (14, 0.47215) (19, 0.686897) (20, 0.999875) (22, 0.471799) (23, 0.687562) (26, 0.208333) 183 row 149: (2, 0.210618) (10, 0.309117) (11, 0.64232) (13, 0.208333) (14, 0.446916) (19, 0.447709) (20, 0.91143) (22, 0.306962) (23, 0.638171) 184 row 150: (9, 0.436694) (10, 0.215131) (12, 0.435804) (13, 0.214655) (18, 0.844126) (19, 0.43601) (21, 0.842469) (22, 0.435122) (24, 0.208333) 185 row 151: (9, 0.387109) (10, 0.393217) (12, 0.383037) (13, 0.389089) (18, 0.732195) (19, 0.743126) (20, 0.208333) (21, 0.724913) (22, 0.735737) 186 row 152: (10, 0.421331) (13, 0.424494) (18, 0.425491) (19, 0.839045) (20, 0.425346) (21, 0.428682) (22, 0.845089) (23, 0.428536) (25, 0.208333) 187 row 153: (10, 0.397042) (11, 0.403135) (13, 0.397655) (14, 0.403757) (19, 0.730808) (20, 0.741451) (22, 0.731878) (23, 0.742536) (26, 0.208333) 188 row 154: (10, 0.208333) (11, 0.42659) (13, 0.211105) (14, 0.431805) (19, 0.430308) (20, 0.83843) (22, 0.435564) (23, 0.848283) (26, 0.213227) 189 row 155: (11, 0.519732) (13, 0.208333) (14, 0.522243) (17, 0.211827) (19, 0.33286) (20, 0.800191) (22, 0.334551) (23, 0.803971) (26, 0.339855) 190 row 156: (9, 0.216473) (12, 0.475552) (13, 0.212279) (15, 0.208333) (18, 0.477769) (19, 0.213366) (21, 0.999836) (22, 0.46932) (24, 0.461359) 191 row 157: (9, 0.208333) (12, 0.429722) (13, 0.422841) (18, 0.432532) (19, 0.425612) (21, 0.848543) (22, 0.835489) (24, 0.428201) (25, 0.421342) 192 row 158: (12, 0.208333) (13, 0.462027) (18, 0.213048) (19, 0.471549) (21, 0.474869) (22, 0.99984) (23, 0.460049) (24, 0.208961) (25, 0.463296) 193 row 159: (13, 0.424441) (14, 0.41929) (19, 0.434226) (20, 0.428969) (21, 0.208333) (22, 0.846296) (23, 0.836441) (25, 0.421688) (26, 0.416566) 194 row 160: (13, 0.210143) (14, 0.464378) (17, 0.208333) (19, 0.211046) (20, 0.466197) (22, 0.476214) (23, 0.999871) (25, 0.214168) (26, 0.472484) 195 row 161: (11, 0.341216) (13, 0.208333) (14, 0.560174) (17, 0.34794) (20, 0.552466) (22, 0.346719) (23, 0.890851) (25, 0.209422) (26, 0.562789) 196 row 162: (12, 0.424177) (13, 0.211261) (15, 0.42966) (16, 0.214225) (18, 0.208333) (21, 0.839452) (22, 0.438886) (24, 0.849877) (25, 0.444538) 197 row 163: (12, 0.39396) (13, 0.388918) (15, 0.388274) (16, 0.383297) (18, 0.208333) (21, 0.743625) (22, 0.734612) (24, 0.733461) (25, 0.724569) 198 row 164: (13, 0.428192) (14, 0.208333) (16, 0.424437) (21, 0.421824) (22, 0.844873) (23, 0.432126) (24, 0.418118) (25, 0.837755) (26, 0.42834) 199 row 165: (13, 0.397671) (14, 0.394342) (16, 0.400215) (17, 0.396868) (22, 0.73657) (23, 0.730723) (24, 0.208333) (25, 0.74104) (26, 0.735159) 200 row 166: (13, 0.210451) (14, 0.432996) (16, 0.208333) (17, 0.428989) (20, 0.218108) (22, 0.433699) (23, 0.849353) (25, 0.429687) (26, 0.841791) 201 row 167: (13, 0.208333) (14, 0.521861) (16, 0.210299) (17, 0.52629) (20, 0.328744) (22, 0.334032) (23, 0.802238) (25, 0.337013) (26, 0.808902) 202 row 168: (12, 0.466567) (13, 0.314795) (15, 0.68616) (16, 0.470339) (21, 0.680961) (22, 0.46666) (24, 0.999966) (25, 0.686293) (26, 0.208333) 203 row 169: (12, 0.218166) (13, 0.216208) (15, 0.440971) (16, 0.437325) (21, 0.439208) (22, 0.435575) (24, 0.84751) (25, 0.840754) (26, 0.208333) 204 row 170: (13, 0.208333) (16, 0.465176) (17, 0.210938) (21, 0.208777) (22, 0.471682) (23, 0.214174) (24, 0.466078) (25, 0.999888) (26, 0.477042) 205 row 171: (13, 0.211775) (14, 0.208333) (16, 0.437702) (17, 0.431164) (22, 0.432601) (23, 0.42613) (24, 0.219437) (25, 0.851415) (26, 0.839164) 206 row 172: (13, 0.312826) (14, 0.463474) (16, 0.467193) (17, 0.681284) (22, 0.467302) (23, 0.681438) (24, 0.208333) (25, 0.686728) (26, 0.99997) 207 row 173: (13, 0.209087) (14, 0.449407) (16, 0.308168) (17, 0.641891) (20, 0.208333) (22, 0.309401) (23, 0.644268) (25, 0.448304) (26, 0.914635) 208 row 174: (12, 0.308065) (13, 0.209126) (15, 0.642681) (16, 0.4502) (21, 0.44728) (22, 0.308821) (24, 0.914013) (25, 0.644142) (26, 0.208333) 209 row 175: (12, 0.208536) (13, 0.208333) (15, 0.521711) (16, 0.521255) (21, 0.33565) (22, 0.335342) (24, 0.804939) (25, 0.804251) (26, 0.334892) 210 row 176: (13, 0.208333) (15, 0.349646) (16, 0.557076) (17, 0.343307) (21, 0.211886) (22, 0.346822) (24, 0.565567) (25, 0.886193) (26, 0.555833) 211 row 177: (13, 0.208561) (14, 0.208333) (16, 0.520503) (17, 0.519993) (22, 0.337067) (23, 0.33672) (24, 0.335914) (25, 0.806188) (26, 0.805415) 212 row 178: (13, 0.208333) (14, 0.306378) (16, 0.44838) (17, 0.639065) (22, 0.309619) (23, 0.44759) (24, 0.209277) (25, 0.645323) (26, 0.914115) 213 row 179: (8, 0.285206) (13, 0.208333) (14, 0.378721) (16, 0.379298) (17, 0.66401) (22, 0.280564) (23, 0.50007) (25, 0.500809) (26, 0.867082) 214 row 180: (9, 0.443444) (10, 0.306111) (12, 0.305515) (18, 0.90962) (19, 0.64119) (20, 0.209184) (21, 0.640034) (22, 0.448359) (24, 0.208333) 215 row 181: (9, 0.337602) (10, 0.334561) (12, 0.210335) (13, 0.208333) (18, 0.808719) (19, 0.801933) (20, 0.330327) (21, 0.525378) (22, 0.520874) 216 row 182: (9, 0.213164) (10, 0.348554) (13, 0.208333) (18, 0.567239) (19, 0.888225) (20, 0.555088) (21, 0.348994) (22, 0.555723) (23, 0.341114) 217 row 183: (10, 0.338121) (11, 0.337488) (13, 0.208747) (14, 0.208333) (18, 0.335408) (19, 0.807708) (20, 0.806298) (22, 0.520376) (23, 0.519448) 218 row 184: (10, 0.30524) (11, 0.442799) (14, 0.305163) (18, 0.208444) (19, 0.640145) (20, 0.90925) (22, 0.447761) (23, 0.639995) (26, 0.208333) 219 row 185: (10, 0.280103) (11, 0.500227) (13, 0.208333) (14, 0.379446) (19, 0.499118) (20, 0.865783) (22, 0.378578) (23, 0.664017) (26, 0.286284) 220 row 186: (9, 0.331497) (12, 0.332885) (13, 0.208333) (18, 0.801588) (19, 0.523138) (21, 0.804709) (22, 0.525219) (24, 0.334037) (25, 0.209095) 221 row 187: (9, 0.209491) (12, 0.210987) (13, 0.208333) (18, 0.66392) (19, 0.656537) (21, 0.668108) (22, 0.660681) (24, 0.212721) (25, 0.210048) 222 row 188: (10, 0.208333) (13, 0.211106) (18, 0.401036) (19, 0.733378) (20, 0.401343) (21, 0.405976) (22, 0.74196) (23, 0.406287) (25, 0.215968) 223 row 189: (10, 0.208526) (11, 0.208934) (18, 0.20896) (19, 0.662101) (20, 0.663245) (21, 0.208333) (22, 0.660349) (23, 0.66149) (26, 0.208523) 224 row 190: (10, 0.208333) (11, 0.337041) (13, 0.208626) (14, 0.337489) (19, 0.519585) (20, 0.805514) (22, 0.520243) (23, 0.806511) (26, 0.336316) 225 row 191: (10, 0.209791) (11, 0.417284) (13, 0.208333) (14, 0.414608) (19, 0.416254) (20, 0.790359) (22, 0.413584) (23, 0.785522) (26, 0.409827) 226 row 192: (9, 0.208697) (12, 0.345742) (15, 0.208333) (18, 0.559809) (19, 0.34328) (21, 0.886523) (22, 0.553284) (24, 0.558937) (25, 0.342717) 227 row 193: (12, 0.208333) (13, 0.208754) (18, 0.399168) (19, 0.399914) (21, 0.735856) (22, 0.737162) (23, 0.211883) (24, 0.40588) (25, 0.406638) 228 row 194: (13, 0.21229) (19, 0.431295) (20, 0.212735) (21, 0.427167) (22, 0.84669) (23, 0.438316) (24, 0.208333) (25, 0.434129) (26, 0.214253) 229 row 195: (13, 0.209973) (14, 0.208333) (19, 0.403159) (20, 0.400242) (21, 0.209788) (22, 0.742265) (23, 0.737164) (25, 0.400418) (26, 0.397519) 230 row 196: (11, 0.208333) (14, 0.345256) (17, 0.209698) (19, 0.346369) (20, 0.558467) (22, 0.558133) (23, 0.884607) (25, 0.348506) (26, 0.561737) 231 row 197: (11, 0.213412) (14, 0.340082) (17, 0.212771) (19, 0.208962) (20, 0.52591) (22, 0.333366) (23, 0.804688) (25, 0.208333) (26, 0.524486) 232 row 198: (12, 0.332267) (13, 0.208333) (15, 0.332025) (18, 0.334814) (19, 0.210021) (21, 0.802257) (22, 0.52451) (24, 0.801715) (25, 0.524148) 233 row 199: (13, 0.208923) (15, 0.208333) (16, 0.210525) (21, 0.657467) (22, 0.663574) (23, 0.208662) (24, 0.661921) (25, 0.668067) (26, 0.210263) 234 row 200: (13, 0.210691) (16, 0.208333) (19, 0.210476) (21, 0.397968) (22, 0.744021) (23, 0.406594) (24, 0.393834) (25, 0.73669) (26, 0.40238) 235 row 201: (13, 0.208333) (16, 0.208898) (19, 0.209034) (21, 0.211929) (22, 0.663379) (23, 0.656927) (24, 0.212502) (25, 0.664964) (26, 0.658498) 236 row 202: (14, 0.33433) (16, 0.209662) (17, 0.336806) (19, 0.208333) (20, 0.334786) (22, 0.519548) (23, 0.800438) (25, 0.52321) (26, 0.805956) 237 row 203: (11, 0.209966) (13, 0.208333) (14, 0.417135) (17, 0.414873) (20, 0.41597) (22, 0.412984) (23, 0.788996) (25, 0.410741) (26, 0.784913) 238 row 204: (12, 0.306664) (13, 0.208333) (15, 0.448381) (16, 0.309902) (21, 0.637108) (22, 0.446562) (24, 0.912062) (25, 0.643338) (26, 0.211008) 239 row 205: (12, 0.210754) (13, 0.208333) (15, 0.335787) (16, 0.332135) (21, 0.527491) (22, 0.522034) (24, 0.806422) (25, 0.798257) (26, 0.331729) 240 row 206: (13, 0.208508) (16, 0.343667) (17, 0.208333) (21, 0.346958) (22, 0.561288) (23, 0.35004) (24, 0.556175) (25, 0.884532) (26, 0.560867) 241 row 207: (13, 0.208333) (16, 0.33473) (17, 0.333218) (21, 0.211375) (22, 0.522078) (23, 0.519834) (24, 0.339351) (25, 0.804125) (26, 0.800744) 242 row 208: (13, 0.208333) (14, 0.309612) (16, 0.307829) (17, 0.449609) (20, 0.209228) (22, 0.445965) (23, 0.641949) (25, 0.638524) (26, 0.913311) 243 row 209: (13, 0.208333) (14, 0.377154) (16, 0.280575) (17, 0.498081) (20, 0.284921) (22, 0.381186) (23, 0.664526) (25, 0.503243) (26, 0.867789) 244 row 210: (12, 0.280656) (13, 0.208333) (15, 0.501618) (16, 0.37981) (21, 0.499166) (22, 0.377895) (24, 0.866656) (25, 0.663486) (26, 0.28523) 245 row 211: (15, 0.410316) (16, 0.413483) (17, 0.208728) (21, 0.409598) (22, 0.412761) (23, 0.208333) (24, 0.78167) (25, 0.787417) (26, 0.416485) 246 row 212: (15, 0.208333) (16, 0.334252) (17, 0.210898) (21, 0.208698) (22, 0.334806) (23, 0.211267) (24, 0.520925) (25, 0.80132) (26, 0.526695) 247 row 213: (13, 0.208333) (14, 0.208592) (16, 0.415306) (17, 0.415782) (22, 0.413876) (23, 0.41435) (24, 0.412388) (25, 0.787312) (26, 0.788173) 248 row 214: (13, 0.208333) (14, 0.283934) (16, 0.378049) (17, 0.504821) (22, 0.377441) (23, 0.504034) (24, 0.279296) (25, 0.65982) (26, 0.87109) 249 row 215: (8, 0.208333) (13, 0.208543) (14, 0.340324) (16, 0.340962) (17, 0.541909) (22, 0.340057) (23, 0.540541) (25, 0.541505) (26, 0.845731) 250