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- %%BEGIN
- BCOLOR(87)
- CLS
- COLOR(110)
- FILL(1)
- SPOLYGON(22)(177,97)(183,104)(186,111)(191,118)(196,121)(211,159)(263,287)
- (345,287)(373,235)(378,219)(349,178)(293,144)(297,121)(301,115)
- (309,109)(319,92)(318,28)(256,3)(172,22)(169,84)(175,95)
- (175,95)
- SPOLYGON(15)(134,89)(138,83)(142,73)(149,63)(153,62)(156,65)(157,72)
- (154,76)(147,98)(145,117)(140,129)(130,141)(129,100)(134,88)
- (134,88)
- SPOLYGON(35)(159,287)(113,287)(107,274)(104,257)(103,251)(104,162)(104,140)
- (88,101)(83,85)(85,81)(96,71)(99,69)(98,36)(97,22)
- (99,15)(101,14)(107,19)(112,59)(114,71)(117,71)(119,40)
- (123,21)(125,18)(129,20)(131,35)(131,74)(133,88)(135,87)
- (131,142)(144,223)(166,175)(170,166)(208,207)(184,261)(159,288)
- COLOR(93)
- SPOLYGON(31)(193,107)(203,110)(209,109)(217,107)(221,103)(226,93)(230,89)
- (235,87)(243,88)(252,95)(263,104)(277,104)(287,99)(293,99)
- (299,100)(301,104)(300,112)(301,116)(310,107)(315,95)(318,80)
- (314,32)(239,3)(166,56)(175,90)(180,100)(188,116)(193,119)
- (196,118)(192,106)(192,106)
- SPOLYGON(27)(228,181)(233,180)(233,174)(239,169)(250,170)(261,165)(271,157)
- (283,145)(287,146)(286,157)(280,177)(267,198)(283,174)(288,164)
- (295,161)(295,153)(294,148)(294,140)(297,120)(289,134)(273,150)
- (258,160)(241,163)(232,161)(228,159)(229,181)(229,181)
- SPOLYGON(13)(228,90)(228,113)(231,119)(237,119)(241,117)(239,122)(235,126)
- (227,117)(227,111)(226,100)(223,98)(228,88)(228,88)
- SPOLYGON(18)(224,131)(228,132)(232,130)(236,131)(243,129)(252,131)(255,130)
- (257,132)(255,132)(253,136)(248,141)(239,143)(230,140)(228,134)
- (227,133)(225,135)(225,132)(225,132)
- SPOLYGON(7)(248,170)(251,178)(249,210)(272,190)(272,159)(250,166)(250,166)
- SPOLYGON(29)(90,100)(88,90)(97,79)(104,79)(113,82)(119,82)(121,80)
- (114,74)(126,76)(127,80)(127,84)(114,89)(112,91)(115,104)
- (118,112)(121,123)(118,135)(116,139)(116,123)(107,108)(101,100)
- (101,94)(106,100)(112,107)(113,100)(105,86)(92,92)(90,100)
- (90,100)
- SPOLYGON(13)(152,64)(146,71)(138,83)(134,92)(127,94)(123,101)(126,90)
- (133,88)(138,84)(142,71)(149,64)(153,62)(153,62)
- SPOLYGON(10)(131,140)(128,142)(125,143)(130,149)(136,189)(143,227)(140,196)
- (131,142)(134,138)(134,138)
- COLOR(126)
- SPOLYGON(31)(299,119)(297,132)(302,125)(310,112)(310,109)(307,124)(303,130)
- (312,123)(314,124)(320,109)(323,99)(326,85)(326,79)(327,84)
- (330,60)(332,49)(332,42)(326,28)(323,22)(326,25)(323,15)
- (315,6)(301,1)(307,68)(313,67)(316,78)(315,97)(306,113)
- (299,117)(298,129)(298,129)
- SPOLYGON(28)(297,92)(301,83)(307,62)(307,10)(303,0)(241,0)(251,19)
- (256,39)(256,67)(253,71)(260,61)(260,44)(261,59)(258,70)
- (270,68)(276,59)(280,49)(282,38)(282,58)(276,68)(280,72)
- (288,80)(290,81)(297,75)(294,84)(300,78)(297,88)(297,88)
- SPOLYGON(35)(180,100)(179,95)(181,90)(187,82)(194,68)(200,57)(203,45)
- (202,62)(192,83)(200,80)(210,71)(206,79)(213,78)(218,79)
- (223,73)(229,59)(231,37)(231,29)(235,38)(235,59)(227,72)
- (220,81)(237,70)(245,55)(251,40)(249,58)(243,71)(236,79)
- (248,63)(253,44)(254,34)(254,5)(255,0)(182,0)(166,-1)
- SPOLYGON(16)(181,100)(178,98)(180,78)(168,0)(166,1)(154,29)(152,53)
- (153,63)(153,45)(156,41)(156,62)(161,84)(168,93)(178,101)
- (180,99)(180,99)
- SPOLYGON(11)(194,120)(198,133)(206,149)(212,154)(213,150)(215,151)(208,142)
- (200,132)(196,121)(195,120)(195,120)
- COLOR(77)
- SPOLYGON(20)(257,69)(251,73)(248,83)(250,85)(254,78)(265,73)(273,74)
- (284,81)(290,88)(286,96)(280,101)(290,91)(287,84)(276,73)
- (265,73)(254,77)(253,77)(257,70)(254,71)(254,71)
- SPOLYGON(16)(219,78)(225,84)(227,91)(227,98)(224,92)(223,99)(215,107)
- (207,106)(215,106)(222,97)(221,87)(216,80)(213,79)(221,83)
- (219,80)(219,80)
- SPOLYGON(12)(228,132)(232,137)(235,139)(243,138)(247,137)(255,132)(238,129)
- (235,130)(233,129)(227,132)(227,132)(227,132)
- COLOR(109)
- SPOLYGON(21)(250,17)(252,41)(249,55)(254,34)(257,48)(255,70)(259,62)
- (259,70)(263,69)(270,68)(270,50)(263,30)(268,47)(268,57)
- (266,65)(262,68)(262,54)(257,36)(250,18)(240,3)(250,20)
- SPOLYGON(16)(258,5)(273,37)(277,52)(276,61)(279,55)(281,37)(283,51)
- (276,69)(283,61)(286,49)(281,26)(284,45)(277,30)(267,12)
- (256,3)(256,3)
- SPOLYGON(24)(285,18)(294,45)(295,67)(291,75)(287,77)(283,73)(288,61)
- (286,41)(284,68)(280,71)(289,82)(292,82)(297,74)(296,79)
- (300,71)(304,54)(302,37)(301,52)(299,68)(297,51)(296,39)
- (297,56)(289,29)(289,29)
- SPOLYGON(25)(307,34)(309,53)(306,67)(310,66)(314,68)(315,84)(316,92)
- (310,108)(299,117)(298,129)(304,115)(311,107)(308,120)(304,129)
- (313,113)(318,98)(318,83)(315,64)(311,61)(311,42)(304,20)
- (299,17)(305,27)(307,39)(307,39)
- SPOLYGON(25)(242,3)(249,26)(248,40)(246,50)(239,29)(244,47)(242,58)
- (236,67)(230,72)(237,54)(235,35)(230,18)(232,32)(236,49)
- (229,71)(223,80)(240,64)(244,53)(249,39)(250,30)(249,21)
- (244,10)(243,10)(244,12)(244,12)
- SPOLYGON(24)(233,16)(230,29)(226,61)(219,75)(212,79)(209,76)(219,56)
- (223,38)(221,22)(226,8)(218,29)(215,50)(211,66)(201,77)
- (195,83)(207,74)(209,78)(218,78)(224,69)(228,53)(231,30)
- (233,15)(234,24)(234,24)
- SPOLYGON(24)(213,11)(207,23)(208,47)(205,66)(198,79)(208,71)(192,84)
- (201,68)(201,47)(197,65)(186,83)(181,92)(178,97)(179,99)
- (174,95)(182,81)(192,65)(198,47)(201,34)(202,19)(207,48)
- (206,21)(213,11)(213,11)
- SPOLYGON(28)(208,9)(213,7)(208,22)(208,40)(203,32)(195,69)(178,91)
- (176,94)(172,85)(176,78)(187,65)(193,46)(192,30)(189,44)
- (179,67)(171,76)(167,85)(162,73)(168,48)(161,61)(160,73)
- (163,87)(174,99)(178,97)(183,85)(195,67)(203,34)(203,34)
- SPOLYGON(18)(169,51)(166,71)(166,76)(170,71)(175,61)(168,78)(167,86)
- (158,68)(156,49)(161,34)(171,16)(156,39)(152,47)(153,57)
- (155,44)(158,66)(164,86)(164,87)
- SPOLYGON(20)(302,3)(318,11)(321,14)(310,10)(320,18)(328,37)(332,49)
- (326,44)(329,63)(325,80)(325,61)(319,44)(325,58)(326,48)
- (321,29)(325,31)(320,19)(313,10)(297,1)(297,1)
- SPOLYGON(7)(195,120)(201,137)(212,151)(216,151)(200,134)(195,118)(195,118)
- COLOR(110)
- SPOLYGON(16)(306,72)(310,70)(313,81)(313,93)(309,100)(305,101)(301,113)
- (302,114)(308,111)(314,96)(317,83)(315,72)(312,66)(307,68)
- (306,72)(306,72)
- SPOLYGON(9)(179,95)(185,106)(189,111)(192,112)(196,119)(192,119)(186,111)
- (180,99)(180,99)
- COLOR(107)
- SPOLYGON(14)(251,85)(254,95)(258,101)(265,104)(273,103)(278,102)(283,100)
- (289,92)(289,86)(287,86)(275,75)(267,74)(254,77)(251,84)
- SPOLYGON(11)(222,93)(218,84)(215,80)(206,79)(194,84)(191,87)(200,100)
- (210,108)(218,105)(222,98)(222,98)
- COLOR(127)
- SPOLYGON(14)(251,86)(255,81)(264,79)(273,80)(285,87)(288,90)(285,95)
- (278,100)(270,101)(263,102)(256,96)(253,90)(252,85)(252,85)
- SPOLYGON(12)(193,88)(202,84)(210,83)(215,85)(218,90)(221,94)(221,98)
- (216,104)(207,104)(199,98)(192,89)(192,89)
- COLOR(50)
- SPOLYGON(13)(265,74)(260,82)(260,90)(262,98)(268,103)(275,103)(283,98)
- (288,92)(287,87)(281,78)(270,73)(265,74)(265,74)
- SPOLYGON(12)(205,80)(200,88)(203,99)(206,102)(213,106)(219,103)(223,96)
- (220,87)(215,80)(210,80)(205,81)(205,81)
- COLOR(0)
- SPOLYGON(18)(251,85)(253,80)(257,76)(263,73)(269,73)(277,75)(287,85)
- (290,87)(295,87)(289,88)(291,91)(288,88)(281,79)(270,75)
- (261,76)(254,80)(252,83)(252,83)
- SPOLYGON(15)(193,85)(188,87)(197,83)(205,80)(209,80)(215,82)(219,85)
- (223,91)(222,85)(215,79)(205,79)(194,84)(186,85)(191,85)
- (192,85)
- SCIRCLE(274,85,8)
- SCIRCLE(212,89,7)
- COLOR(66)
- SPOLYGON(14)(263,78)(260,88)(264,96)(268,101)(276,100)(281,96)(286,91)
- (285,87)(281,93)(276,96)(269,96)(264,90)(262,83)(264,78)
- SPOLYGON(14)(204,84)(201,90)(205,97)(209,102)(213,103)(216,102)(220,98)
- (221,92)(217,97)(213,99)(205,95)(203,91)(205,83)(205,83)
- COLOR(82)
- SPOLYGON(24)(262,84)(261,91)(264,92)(265,97)(269,97)(271,101)(274,98)
- (277,99)(277,96)(281,96)(281,94)(283,94)(283,90)(281,95)
- (274,99)(274,96)(271,99)(270,95)(266,95)(266,92)(262,92)
- (263,89)(262,86)(262,86)
- SPOLYGON(25)(203,88)(204,88)(203,94)(206,96)(207,100)(210,99)(210,102)
- (212,99)(214,102)(217,97)(218,100)(218,97)(221,97)(217,98)
- (217,100)(215,99)(212,101)(211,99)(207,100)(207,96)(206,97)
- (206,95)(203,94)(203,90)(203,90)
- COLOR(98)
- SPOLYGON(7)(263,93)(268,98)(272,99)(277,97)(270,98)(262,92)(262,92)
- SPOLYGON(7)(205,95)(209,100)(212,101)(217,100)(209,100)(204,93)(204,93)
- COLOR(61)
- SPOLYGON(11)(228,132)(232,136)(235,137)(238,137)(242,137)(250,134)(253,131)
- (248,133)(242,135)(230,134)(230,134)
- SPOLYGON(9)(228,131)(233,129)(236,130)(240,128)(254,131)(240,130)(232,131)
- (229,132)(229,132)
- BCOLOR(87)
- COLOR(57)
- SPOLYGON(7)(230,133)(232,131)(235,131)(233,132)(233,134)(230,133)(230,133)
- BCOLOR(127)
- COLOR(111)
- SPOLYGON(14)(233,136)(235,137)(237,137)(238,139)(239,137)(241,139)(241,137)
- (240,139)(238,137)(236,137)(235,136)(233,138)(233,137)(233,137)
- COLOR(42)
- SPOLYGON(20)(301,146)(336,159)(360,170)(373,180)(379,203)(378,223)(378,236)
- (354,287)(339,287)(360,253)(375,226)(375,219)(374,212)(363,211)
- (320,215)(314,217)(295,174)(292,142)(295,144)(295,144)
- SPOLYGON(35)(192,205)(191,192)(179,176)(169,167)(169,162)(185,140)(192,135)
- (200,135)(206,147)(210,151)(205,140)(213,149)(236,162)(243,171)
- (248,203)(248,206)(252,205)(255,182)(258,170)(266,156)(270,152)
- (284,141)(294,128)(298,119)(299,143)(319,206)(305,241)(292,269)
- (281,287)(196,287)(193,275)(183,257)(181,243)(187,222)(195,203)
- COLOR(10)
- SPOLYGON(30)(290,136)(291,151)(287,170)(275,193)(254,207)(258,211)(275,216)
- (295,219)(303,219)(306,222)(306,241)(306,236)(313,223)(319,211)
- (329,199)(335,193)(328,197)(327,192)(338,182)(317,202)(303,214)
- (289,214)(274,210)(272,204)(286,185)(296,169)(297,147)(293,133)
- (291,134)(291,135)
- SPOLYGON(27)(318,201)(328,186)(341,178)(327,192)(330,196)(342,190)(353,186)
- (329,199)(321,210)(330,208)(358,208)(377,209)(378,220)(372,242)
- (349,282)(347,287)(339,287)(349,270)(366,241)(375,226)(375,213)
- (370,211)(340,212)(326,212)(315,219)(317,206)(317,206)
- SPOLYGON(26)(222,155)(226,173)(231,190)(239,201)(251,210)(224,188)(216,177)
- (206,171)(200,173)(197,188)(195,201)(192,184)(178,165)(175,163)
- (179,160)(188,168)(194,172)(195,169)(191,155)(197,167)(198,159)
- (203,151)(208,147)(211,146)(219,154)(219,154)
- SPOLYGON(20)(228,190)(231,199)(246,211)(272,223)(285,231)(291,241)(294,259)
- (287,273)(278,280)(259,287)(281,287)(296,262)(307,237)(310,220)
- (307,216)(284,219)(250,207)(239,202)(226,182)(226,182)
- SPOLYGON(12)(298,121)(299,147)(314,151)(339,160)(323,161)(308,166)(295,176)
- (286,187)(295,162)(291,134)(295,123)(295,123)
- COLOR(93)
- SPOLYGON(19)(283,286)(295,264)(308,237)(315,221)(319,217)(347,213)(367,211)
- (374,213)(375,220)(373,228)(355,259)(370,229)(370,223)(367,218)
- (349,217)(327,218)(321,218)(317,222)(283,291)
- SPOLYGON(13)(169,168)(171,168)(179,177)(189,189)(192,199)(193,207)(186,225)
- (182,236)(187,217)(185,198)(174,178)(170,171)(170,171)
- SPOLYGON(6)(181,251)(177,264)(160,286)(184,261)(181,251)(181,251)
- SPOLYGON(13)(142,212)(144,226)(148,244)(151,259)(150,271)(148,279)(154,265)
- (156,250)(154,231)(148,217)(145,223)(142,212)(142,212)
- SPOLYGON(18)(103,17)(106,25)(109,51)(113,71)(116,75)(118,74)(120,45)
- (122,26)(125,18)(122,22)(118,45)(117,66)(116,71)(114,70)
- (110,43)(108,22)(104,16)(104,16)
- COLOR(58)
- SPOLYGON(10)(287,140)(268,157)(261,169)(256,200)(259,200)(268,195)(280,176)
- (287,160)(288,142)(288,142)
- SPOLYGON(26)(288,190)(305,173)(320,166)(334,163)(351,168)(369,181)(375,200)
- (375,203)(369,204)(348,205)(338,203)(341,198)(352,193)(355,185)
- (344,185)(337,190)(341,185)(342,178)(334,180)(321,190)(312,199)
- (303,202)(286,201)(284,197)(288,191)(288,191)
- SPOLYGON(7)(227,161)(236,168)(242,183)(244,198)(234,188)(227,164)(227,164)
- SPOLYGON(16)(202,144)(197,137)(190,139)(173,157)(170,164)(182,176)(175,164)
- (178,159)(185,166)(188,165)(189,160)(189,155)(194,154)(195,156)
- (202,148)(202,148)
- SPOLYGON(17)(201,181)(189,228)(184,243)(187,257)(194,274)(196,283)(201,286)
- (197,269)(193,241)(196,214)(202,188)(204,183)(206,183)(211,186)
- (203,176)(201,178)(201,178)
- COLOR(25)
- SPOLYGON(31)(227,157)(235,168)(242,190)(245,206)(251,209)(253,211)(270,221)
- (294,223)(309,218)(316,214)(316,212)(304,218)(294,219)(277,217)
- (258,211)(252,207)(255,205)(257,188)(263,168)(269,157)(277,148)
- (280,144)(268,154)(257,171)(254,183)(251,205)(247,206)(243,178)
- (238,166)(234,162)(234,162)
- SPOLYGON(14)(319,216)(328,210)(362,208)(376,209)(378,214)(377,234)(369,247)
- (356,258)(372,232)(375,225)(372,211)(344,212)(321,215)(321,215)
- SPOLYGON(8)(168,164)(173,171)(186,185)(193,205)(193,191)(183,179)(170,164)
- (170,164)
- COLOR(41)
- SPOLYGON(21)(237,264)(244,266)(251,264)(258,266)(263,268)(275,261)(281,252)
- (283,242)(282,232)(274,224)(259,220)(247,213)(238,216)(233,224)
- (228,228)(225,241)(229,250)(232,255)(228,259)(235,264)(235,264)
- SPOLYGON(15)(280,245)(285,243)(285,246)(280,253)(271,259)(266,268)(264,274)
- (256,284)(262,272)(255,266)(251,265)(248,270)(248,263)(264,251)
- (264,251)
- SPOLYGON(9)(213,272)(208,268)(208,263)(216,259)(221,259)(225,264)(226,272)
- (222,276)(222,276)
- COLOR(53)
- SPOLYGON(27)(264,279)(269,272)(272,268)(284,262)(288,258)(289,265)(286,274)
- (278,277)(272,276)(268,279)(265,279)(259,282)(254,287)(245,286)
- (222,277)(213,273)(217,273)(213,262)(220,272)(224,275)(228,268)
- (224,275)(234,282)(253,286)(258,280)(266,277)(266,277)
- COLOR(58)
- SCONNECT(15)(266,246)(266,240)(261,237)(259,233)(254,233)(249,233)(254,239)
- (257,243)(264,244)(266,248)(254,246)(249,245)(247,237)(251,235)
- (251,235)
- SCONNECT(35)(257,233)(257,225)(258,222)(258,227)(265,235)(263,240)(264,234)
- (265,225)(269,230)(272,235)(271,242)(266,245)(270,242)(273,234)
- (277,232)(282,233)(279,240)(277,243)(271,245)(266,248)(276,244)
- (274,249)(267,252)(262,251)(254,248)(249,248)(255,246)(244,244)
- (242,238)(241,230)(242,230)(245,226)(247,226)(252,229)(256,229)
- SCONNECT(12)(244,240)(236,237)(232,237)(236,246)(240,250)(247,250)(254,248)
- (244,252)(249,256)(256,256)(262,252)(262,252)
- SCONNECT(26)(241,233)(240,225)(231,222)(232,224)(229,228)(227,229)(226,232)
- (229,236)(232,240)(228,232)(228,240)(231,247)(235,250)(242,251)
- (233,253)(228,259)(234,259)(239,263)(243,264)(249,260)(252,261)
- (257,262)(260,254)(248,256)(240,258)(240,258)
- SCONNECT(23)(262,252)(265,256)(272,257)(280,250)(283,245)(286,245)(288,245)
- (284,248)(284,251)(274,256)(284,250)(286,246)(285,245)(285,243)
- (277,244)(283,240)(284,234)(274,226)(269,226)(266,223)(264,220)
- (259,223)(259,223)
- SCONNECT(7)(257,225)(255,218)(243,214)(241,217)(239,219)(241,225)(241,225)
- SCONNECT(17)(251,261)(248,265)(248,268)(251,264)(257,262)(257,266)(267,268)
- (271,263)(271,261)(275,261)(271,260)(275,257)(266,257)(264,259)
- (264,272)(260,255)(260,255)
- SCONNECT(6)(266,269)(263,278)(253,287)(259,279)(261,268)(262,268)
- SCONNECT(31)(254,283)(243,285)(228,280)(221,275)(224,276)(227,272)(228,265)
- (224,260)(219,259)(214,259)(212,258)(208,254)(213,259)(222,260)
- (224,262)(227,269)(224,275)(220,275)(216,269)(211,260)(215,266)
- (216,272)(210,271)(208,267)(209,263)(208,270)(214,275)(223,278)
- (238,286)(257,286)(257,286)
- SCONNECT(3)(210,261)(215,260)(215,260)
- SCONNECT(16)(267,275)(271,268)(277,264)(280,264)(286,260)(290,257)(291,263)
- (287,268)(287,272)(282,277)(277,277)(272,275)(269,276)(269,280)
- (264,280)(264,280)
- COLOR(77)
- FILL(1)
- SPOLYGON(9)(114,72)(114,77)(117,79)(123,80)(126,80)(127,78)(122,75)
- (114,73)(114,73)
- COLOR(0)
- FILL(0)
- SCONNECT(17)(241,3)(249,15)(251,31)(248,50)(242,63)(232,73)(223,80)
- (233,71)(240,63)(244,53)(244,38)(240,22)(244,35)(246,44)
- (245,53)(243,59)(243,59)
- SCONNECT(11)(234,16)(234,26)(238,43)(236,58)(231,70)(222,79)(229,71)
- (236,56)(236,47)(233,34)(233,34)
- SCONNECT(5)(230,32)(230,48)(227,65)(219,78)(219,78)
- SCONNECT(6)(252,28)(251,48)(249,59)(243,72)(235,81)(235,81)
- SCONNECT(7)(226,10)(222,21)(223,43)(218,60)(213,69)(208,77)(208,77)
- SCONNECT(5)(218,40)(214,60)(208,73)(197,81)(197,81)
- SCONNECT(17)(207,9)(204,21)(205,44)(203,61)(199,75)(191,83)(183,89)
- (193,80)(200,70)(203,51)(203,32)(201,52)(195,69)(189,79)
- (181,89)(180,92)(180,92)
- SCONNECT(7)(194,30)(193,46)(184,69)(175,79)(170,85)(171,91)(177,97)
- SCONNECT(14)(166,0)(155,25)(152,37)(152,57)(154,66)(153,48)(156,40)
- (154,51)(158,73)(162,85)(167,92)(174,99)(179,102)(179,101)
- SCONNECT(7)(168,50)(163,71)(164,81)(170,93)(180,101)(181,101)(181,101)
- SCONNECT(10)(254,71)(257,61)(257,48)(252,29)(251,24)(256,37)(261,52)
- (260,66)(257,71)(257,71)
- SCONNECT(5)(262,66)(262,49)(254,26)(251,17)(251,17)
- SCONNECT(6)(258,6)(271,29)(275,44)(276,59)(272,67)(272,67)
- SCONNECT(7)(277,55)(277,43)(270,20)(265,8)(278,30)(280,46)(278,57)
- SCONNECT(5)(278,29)(282,44)(282,58)(275,69)(275,69)
- SCONNECT(5)(284,29)(288,49)(287,63)(282,72)(282,72)
- SCONNECT(9)(287,19)(294,43)(294,60)(292,74)(288,80)(295,71)(297,55)
- (297,40)(297,40)
- SCONNECT(9)(301,45)(300,56)(299,71)(291,82)(298,74)(302,67)(303,55)
- (303,47)(303,47)
- SCONNECT(7)(309,44)(307,64)(302,76)(294,83)(299,75)(301,70)(296,78)
- SCONNECT(32)(300,79)(296,89)(299,85)(303,75)(300,86)(296,93)(298,89)
- (301,85)(303,77)(305,70)(308,67)(313,67)(315,72)(317,83)
- (315,97)(309,108)(305,113)(300,116)(305,101)(300,114)(294,128)
- (278,146)(258,160)(245,163)(233,161)(214,149)(200,132)(193,111)
- (191,104)(182,92)(181,91)(181,91)
- SCONNECT(7)(180,92)(177,97)(184,107)(187,114)(192,119)(195,119)(195,119)
- SCONNECT(12)(303,0)(312,4)(316,8)(324,18)(325,23)(320,13)(306,4)
- (301,3)(314,10)(320,19)(324,24)(324,24)
- SCONNECT(14)(310,12)(322,21)(327,29)(332,44)(331,53)(326,34)(322,28)
- (327,36)(331,54)(329,72)(327,84)(327,62)(325,38)(321,30)
- SCONNECT(9)(321,44)(326,66)(325,91)(320,109)(322,94)(322,83)(320,108)
- (314,125)(314,125)
- SCONNECT(12)(317,95)(316,109)(312,122)(308,126)(303,130)(309,118)(311,107)
- (304,123)(297,133)(296,133)(295,132)(295,132)
- SCONNECT(4)(194,121)(201,140)(206,148)(206,148)
- SCONNECT(17)(191,85)(197,78)(202,76)(210,75)(217,79)(223,84)(225,91)
- (223,97)(221,87)(215,80)(207,79)(197,83)(190,88)(195,84)
- (192,88)(194,92)(194,92)
- SCONNECT(6)(196,96)(202,103)(210,107)(217,106)(222,100)(222,100)
- SCONNECT(5)(218,70)(209,67)(192,68)(181,73)(181,73)
- SCONNECT(9)(206,80)(202,84)(200,88)(201,95)(205,102)(212,105)(218,105)
- (221,101)(221,101)
- SCONNECT(19)(290,85)(284,76)(276,70)(269,68)(259,71)(253,76)(250,80)
- (250,87)(253,79)(261,74)(270,73)(279,77)(286,84)(288,87)
- (293,87)(289,88)(288,93)(283,99)(283,99)
- SCONNECT(6)(256,98)(262,104)(266,105)(274,104)(280,101)(280,101)
- SCONNECT(7)(267,73)(263,76)(259,85)(260,94)(264,100)(271,104)(279,101)
- SCONNECT(6)(248,66)(253,62)(265,60)(281,63)(293,67)(293,67)
- SCONNECT(10)(229,109)(229,117)(234,119)(237,119)(240,120)(236,125)(232,123)
- (227,119)(228,108)(228,108)
- SCONNECT(10)(227,132)(232,130)(236,131)(243,129)(254,131)(255,131)(242,134)
- (235,134)(226,132)(226,132)
- SCONNECT(5)(230,136)(231,139)(234,141)(246,140)(246,140)
- COLOR(127)
- FILL(1)
- SPOLYGON(14)(255,83)(258,80)(266,78)(274,82)(278,85)(268,81)(259,85)
- (258,92)(261,100)(270,95)(261,99)(256,90)(257,84)(257,84)
- SPOLYGON(13)(197,88)(203,85)(209,84)(214,86)(217,88)(211,86)(203,89)
- (199,93)(201,100)(209,96)(201,100)(197,90)(197,90)
- SCIRCLE(280,90,3)
- SCIRCLE(216,93,2)
- COLOR(0)
- SCONNECT(17)(305,73)(308,72)(311,75)(313,87)(311,95)(306,100)(305,101)
- (307,96)(308,90)(306,86)(305,79)(309,74)(312,79)(309,79)
- (308,85)(308,89)(308,89)
- SCONNECT(7)(181,95)(188,108)(192,111)(190,104)(186,99)(183,99)(185,95)
- SCONNECT(5)(199,135)(189,136)(178,148)(144,225)(144,225)
- SCONNECT(3)(160,287)(183,261)(183,261)
- SCONNECT(11)(189,189)(193,206)(198,183)(193,209)(183,232)(181,248)(186,264)
- (192,274)(195,276)(192,275)(196,291)
- SCONNECT(6)(344,191)(334,194)(319,209)(314,220)(292,270)(278,292)
- SCONNECT(24)(128,90)(130,90)(134,89)(138,82)(142,72)(149,63)(153,61)
- (155,62)(156,65)(158,72)(155,74)(151,85)(148,94)(146,109)
- (142,126)(134,137)(129,143)(128,146)(131,141)(134,162)(145,232)
- (149,260)(147,276)(147,276)
- SCONNECT(19)(98,69)(99,54)(97,24)(97,18)(100,14)(102,14)(106,18)
- (110,43)(113,70)(115,73)(117,60)(121,29)(124,19)(127,18)
- (131,24)(131,71)(132,82)(133,87)(133,87)
- SCONNECT(18)(112,287)(107,276)(103,251)(104,142)(103,139)(90,108)(83,85)
- (83,83)(88,77)(100,68)(126,76)(127,78)(124,82)(118,83)
- (105,80)(96,86)(96,89)(96,89)
- SCONNECT(15)(117,138)(119,129)(116,114)(108,106)(103,101)(103,95)(104,102)
- (110,108)(114,100)(113,97)(105,85)(94,90)(90,93)(91,100)
- (91,100)
- SCONNECT(3)(104,101)(108,101)(108,101)
- COLOR(16)
- SCONNECT(16)(299,119)(298,128)(297,132)(296,133)(298,135)(300,154)(295,172)
- (284,187)(265,202)(254,206)(258,187)(264,166)(272,154)(284,141)
- (297,124)(297,124)
- COLOR(0)
- SCONNECT(10)(221,154)(221,171)(227,190)(238,204)(245,208)(241,189)(238,173)
- (231,162)(225,156)(225,156)
- SCONNECT(10)(268,153)(258,169)(254,181)(251,207)(246,206)(247,206)(246,188)
- (242,170)(234,161)(234,161)
- COLOR(16)
- SCONNECT(7)(296,135)(297,145)(350,165)(371,179)(377,190)(379,205)(379,205)
- COLOR(0)
- SCONNECT(12)(246,206)(254,213)(272,221)(301,222)(316,214)(317,212)(305,217)
- (296,220)(270,216)(256,210)(251,206)(251,206)
- SCONNECT(10)(318,216)(329,209)(361,208)(376,208)(378,209)(380,217)(377,232)
- (380,210)(378,205)(378,205)
- SCONNECT(3)(378,229)(376,237)(352,292)
- SCONNECT(4)(375,213)(376,222)(373,230)(334,295)
- COLOR(16)
- SCONNECT(8)(316,216)(357,211)(373,211)(376,221)(378,234)(370,247)(357,258)
- (357,258)
- COLOR(0)
- SCONNECT(4)(342,179)(325,194)(315,218)(315,218)
- COLOR(16)
- SCONNECT(11)(187,138)(178,150)(168,165)(170,169)(168,165)(172,165)(192,189)
- (195,203)(185,182)(169,167)(169,167)
- SCONNECT(5)(196,148)(199,179)(194,203)(204,169)(204,169)
- COLOR(0)
- SCONNECT(7)(114,74)(115,79)(120,80)(124,81)(127,79)(127,79)(127,79)
- COLOR(58)
- SPOLYGON(8)(295,135)(295,131)(296,130)(297,135)(298,145)(296,145)(294,133)
- (294,132)
- COLOR(72)
- SPOLYGON(13)(307,108)(303,103)(295,106)(295,112)(298,122)(303,132)(313,122)
- (316,117)(316,111)(312,107)(306,110)(305,108)(305,108)
- COLOR(92)
- SPOLYGON(11)(307,108)(303,105)(299,105)(296,109)(298,118)(303,129)(312,121)
- (315,115)(311,107)(307,110)(307,110)
- COLOR(108)
- SPOLYGON(11)(307,111)(309,109)(311,109)(314,114)(310,123)(303,128)(297,109)
- (299,106)(305,108)(306,112)(306,112)
- COLOR(125)
- SPOLYGON(13)(306,111)(307,112)(309,111)(311,110)(313,114)(310,120)(303,128)
- (299,112)(302,122)(304,111)(303,111)(303,111)(303,111)
- COLOR(127)
- SPOLYGON(9)(310,112)(309,115)(307,122)(304,124)(309,120)(311,114)(311,113)
- (312,114)(312,114)
- COLOR(95)
- SPOLYGON(12)(255,195)(261,189)(272,190)(277,198)(275,204)(265,208)(254,205)
- (248,206)(249,202)(252,195)(259,192)(259,192)
- SPOLYGON(15)(376,82)(381,82)(386,88)(386,102)(380,108)(368,105)(359,106)
- (352,105)(350,98)(354,89)(361,84)(369,84)(373,80)(377,81)
- (377,81)
- SPOLYGON(12)(371,230)(381,228)(388,236)(388,244)(383,252)(373,254)(366,249)
- (361,245)(360,238)(366,234)(371,229)(371,229)
- SPOLYGON(12)(294,282)(282,283)(280,278)(281,269)(286,265)(294,265)(300,259)
- (308,261)(309,271)(306,279)(297,282)(297,282)
- SPOLYGON(11)(64,197)(77,189)(86,196)(88,209)(84,214)(75,216)(67,210)
- (62,205)(61,200)(68,194)(68,194)
- SPOLYGON(12)(65,83)(76,79)(86,90)(87,104)(78,106)(67,105)(60,99)
- (55,95)(59,89)(57,82)(64,82)(64,82)
- SPOLYGON(12)(10,221)(20,211)(30,212)(35,222)(33,230)(23,236)(15,236)
- (10,229)(7,230)(7,225)(11,220)(11,220)
- COLOR(111)
- SPOLYGON(13)(356,102)(358,99)(364,97)(369,98)(373,99)(378,98)(384,95)
- (386,100)(382,107)(376,107)(366,105)(357,104)(357,104)
- SPOLYGON(13)(291,281)(292,278)(294,276)(302,275)(306,267)(306,263)(308,266)
- (308,273)(307,278)(298,282)(286,282)(290,279)(290,279)
- COLOR(58)
- SCONNECT(25)(353,106)(350,99)(352,93)(355,89)(360,83)(367,84)(370,84)
- (372,80)(378,81)(384,84)(386,95)(386,99)(385,106)(379,108)
- (367,106)(353,106)(357,100)(360,97)(367,96)(374,99)(380,96)
- (382,95)(386,96)(386,96)(386,96)
- SCONNECT(16)(361,240)(360,243)(362,246)(368,252)(374,254)(383,251)(387,246)
- (389,240)(385,233)(380,227)(375,229)(372,229)(361,237)(360,239)
- (360,240)(360,240)
- SCONNECT(11)(250,206)(254,206)(264,208)(272,205)(277,201)(273,189)(263,189)
- (256,192)(250,198)(247,206)(247,206)
- SCONNECT(20)(282,283)(288,279)(294,275)(298,275)(304,270)(304,264)(308,261)
- (310,269)(307,278)(304,281)(282,283)(281,280)(280,276)(280,269)
- (285,265)(292,265)(297,261)(302,260)(306,261)(306,261)
- SCONNECT(17)(58,82)(65,83)(73,80)(77,79)(83,87)(87,91)(87,97)
- (89,101)(87,104)(80,107)(69,106)(56,94)(58,96)(56,94)
- (59,90)(57,83)(57,83)
- SCONNECT(13)(61,203)(65,208)(71,213)(77,216)(83,215)(87,211)(89,205)
- (84,195)(78,189)(68,193)(62,197)(60,203)(60,203)
- SCONNECT(13)(22,211)(28,211)(34,218)(35,224)(35,228)(25,235)(17,236)
- (10,229)(7,230)(8,225)(14,215)(21,211)(21,211)
- COLOR(111)
- SPOLYGON(11)(69,196)(71,200)(69,206)(73,210)(78,210)(80,216)(66,207)
- (64,203)(63,201)(67,195)(67,195)
- COLOR(36)
- SCONNECT(14)(308,108)(310,107)(312,106)(316,109)(316,117)(308,126)(302,132)
- (295,111)(295,108)(298,105)(300,103)(303,103)(307,107)(307,107)
- COLOR(87)
- WIDTH(4)
- SCONNECT(35)(104,210)(79,221)(76,223)(76,227)(78,229)(86,227)(108,218)
- (113,228)(93,235)(86,239)(85,243)(87,246)(91,246)(117,236)
- (126,253)(127,255)(116,255)(104,257)(96,262)(93,266)(93,271)
- (96,277)(101,281)(119,281)(129,279)(135,276)(139,271)(140,264)
- (154,267)(158,267)(160,266)(160,260)(141,254)(137,254)(125,233)
- SCONNECT(18)(125,233)(135,229)(136,225)(133,222)(127,222)(121,225)(116,215)
- (126,210)(130,208)(128,202)(121,202)(112,207)(104,191)(100,190)
- (97,192)(97,196)(103,208)(103,208)
- SCONNECT(12)(131,263)(131,269)(127,272)(116,274)(107,274)(101,271)(102,267)
- (110,263)(124,262)(127,261)(131,263)(131,263)
- SCONNECT(25)(177,202)(176,185)(176,181)(173,180)(168,182)(168,196)(168,208)
- (155,220)(155,224)(157,226)(161,225)(167,220)(167,274)(169,277)
- (172,277)(174,275)(175,230)(176,213)(176,211)(189,201)(194,197)
- (192,191)(187,191)(177,202)(177,202)
- SCONNECT(17)(183,228)(180,232)(180,236)(182,238)(186,238)(190,232)(196,227)
- (209,221)(211,220)(213,219)(213,216)(211,214)(205,214)(192,219)
- (185,225)(183,229)(183,229)
- SCONNECT(17)(181,256)(184,254)(188,254)(192,260)(196,263)(204,263)(210,261)
- (216,261)(218,262)(218,265)(215,269)(198,272)(190,270)(185,265)
- (182,262)(182,256)(182,256)
- SCONNECT(35)(241,211)(241,205)(240,203)(228,208)(218,213)(218,219)(219,220)
- (228,218)(232,216)(226,267)(227,270)(232,270)(236,259)(244,230)
- (250,266)(252,269)(256,269)(259,266)(252,228)(250,216)(250,211)
- (256,199)(264,189)(271,184)(279,184)(286,190)(293,204)(297,225)
- (298,236)(296,239)(284,236)(276,237)(269,243)(268,251)(272,256)
- SCONNECT(26)(272,256)(282,260)(293,258)(302,251)(302,250)(306,250)(310,247)
- (306,240)(306,234)(304,218)(301,199)(293,186)(285,177)(281,176)
- (271,177)(263,181)(254,187)(247,195)(247,198)(244,188)(243,184)
- (239,183)(236,183)(235,191)(238,204)(238,204)
- SCONNECT(12)(294,249)(292,252)(284,254)(279,254)(274,252)(273,246)(276,243)
- (281,242)(289,244)(295,247)(294,250)(294,250)
- SCONNECT(19)(312,236)(310,237)(310,240)(313,243)(321,242)(328,241)(332,242)
- (330,245)(326,249)(326,253)(329,255)(333,255)(338,249)(340,243)
- (340,238)(334,232)(328,232)(312,235)(312,235)
- SCONNECT(23)(370,193)(374,184)(382,177)(390,174)(397,174)(405,179)(412,186)
- (415,194)(417,209)(415,221)(406,241)(387,269)(385,269)(350,246)
- (337,230)(330,206)(334,194)(340,187)(346,183)(353,182)(362,185)
- (371,194)(371,194)
- SCONNECT(22)(374,203)(381,190)(386,185)(392,183)(398,185)(404,190)(407,201)
- (408,212)(405,224)(396,244)(384,260)(355,238)(347,229)(341,216)
- (340,203)(343,195)(350,191)(357,192)(369,202)(371,204)(372,204)
- (372,204)
- COLOR(123)
- WIDTH(1)
- SCONNECT(35)(104,210)(79,221)(76,223)(76,227)(78,229)(86,227)(108,218)
- (113,228)(93,235)(86,239)(85,243)(87,246)(91,246)(117,236)
- (126,253)(127,255)(116,255)(104,257)(96,262)(93,266)(93,271)
- (96,277)(101,281)(119,281)(129,279)(135,276)(139,271)(140,264)
- (154,267)(158,267)(160,266)(160,260)(141,254)(137,254)(125,233)
- SCONNECT(18)(125,233)(135,229)(136,225)(133,222)(127,222)(121,225)(116,215)
- (126,210)(130,208)(128,202)(121,202)(112,207)(104,191)(100,190)
- (97,192)(97,196)(103,208)(103,208)
- SCONNECT(12)(131,263)(131,269)(127,272)(116,274)(107,274)(101,271)(102,267)
- (110,263)(124,262)(127,261)(131,263)(131,263)
- SCONNECT(25)(177,202)(176,185)(176,181)(173,180)(168,182)(168,196)(168,208)
- (155,220)(155,224)(157,226)(161,225)(167,220)(167,274)(169,277)
- (172,277)(174,275)(175,230)(176,213)(176,211)(189,201)(194,197)
- (192,191)(187,191)(177,202)(177,202)
- SCONNECT(17)(183,228)(180,232)(180,236)(182,238)(186,238)(190,232)(196,227)
- (209,221)(211,220)(213,219)(213,216)(211,214)(205,214)(192,219)
- (185,225)(183,229)(183,229)
- SCONNECT(17)(181,256)(184,254)(188,254)(192,260)(196,263)(204,263)(210,261)
- (216,261)(218,262)(218,265)(215,269)(198,272)(190,270)(185,265)
- (182,262)(182,256)(182,256)
- SCONNECT(35)(241,211)(241,205)(240,203)(228,208)(218,213)(218,219)(219,220)
- (228,218)(232,216)(226,267)(227,270)(232,270)(236,259)(244,230)
- (250,266)(252,269)(256,269)(259,266)(252,228)(250,216)(250,211)
- (256,199)(264,189)(271,184)(279,184)(286,190)(293,204)(297,225)
- (298,236)(296,239)(284,236)(276,237)(269,243)(268,251)(272,256)
- SCONNECT(26)(272,256)(282,260)(293,258)(302,251)(302,250)(306,250)(310,247)
- (306,240)(306,234)(304,218)(301,199)(293,186)(285,177)(281,176)
- (271,177)(263,181)(254,187)(247,195)(247,198)(244,188)(243,184)
- (239,183)(236,183)(235,191)(238,204)(238,204)
- SCONNECT(12)(294,249)(292,252)(284,254)(279,254)(274,252)(273,246)(276,243)
- (281,242)(289,244)(295,247)(294,250)(294,250)
- SCONNECT(19)(312,236)(310,237)(310,240)(313,243)(321,242)(328,241)(332,242)
- (330,245)(326,249)(326,253)(329,255)(333,255)(338,249)(340,243)
- (340,238)(334,232)(328,232)(312,235)(312,235)
- SCONNECT(23)(370,193)(374,184)(382,177)(390,174)(397,174)(405,179)(412,186)
- (415,194)(417,209)(415,221)(406,241)(387,269)(385,269)(350,246)
- (337,230)(330,206)(334,194)(340,187)(346,183)(353,182)(362,185)
- (371,194)(371,194)
- SCONNECT(22)(374,203)(381,190)(386,185)(392,183)(398,185)(404,190)(407,201)
- (408,212)(405,224)(396,244)(384,260)(355,238)(347,229)(341,216)
- (340,203)(343,195)(350,191)(357,192)(369,202)(371,204)(372,204)
- (372,204)
- BCOLOR(46)
- COLOR(127)
- FILL(0)
- TEXT(12,12,7)
- STYPE(16,278)"KISARAGI☆"
- %%END
- /E
-
-