<_2xModel> 4.0 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 -0.389951290319949,0.270337390722644,-0.0530140239125674 0.373525059082297,0.952138139681495,0.817563901060262 eViewPerspective 65 1.3437463751867122 0.10000000149011612 501.3437463751867 30.489999999999995 41.25 eViewingEye false eDrawFaceAndEdge false e_TextSizeMedium false Regular Meiryo UI e_PersStrong eDrawFaceAndEdge <_2xLayer> <_2xLayerInfoItem> 本体 0 -0.389951290319949,0.270337390722644,-0.0530140239125674 0.373525059082297,0.952138139681495,0.817563901060262 eViewPerspective 65 1.3437463751867122 0.10000000149011612 501.3437463751867 30.489999999999995 41.25 eViewingEye false eDrawFaceAndEdge false true <_2xLayerVisibleList> true 0 true 2 true 4 true 3 false 1 false 5 false false #FF4F80FF <_2xLayerInfoItem> 枠 2 true <_2xLayerVisibleList /> false false #FF4FFF4F <_2xLayerInfoItem> 戸当たり 6 -0.428963309453595,0.227408816517455,0.130269694347479 0.0133315967654564,0.791358478162672,0.542716366918587 eViewPerspective 20 0.82690765061888971 0.10000000149011612 500.82690765061886 43 47 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> true 0 true 2 true 6 true 4 false 3 false 1 true 5 false false #FF4FFF4F <_2xLayerInfoItem> 天板 4 true false false #FF4F80FF <_2xLayerInfoItem> 扉 3 true <_2xLayerVisibleList /> false false #FF4F4FFF <_2xLayerInfoItem> 人、段ボール箱 1 -0.737535500188648,0.70501059365726,-0.186536957337808 -0.00391728605443875,1.14101700940236,1.82906252049656 eViewPerspective 65 2.1888212658247177 0.10000000149011612 502.18882126582474 11.489999999999995 20 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> true 0 true 2 true 4 true 3 true 1 false 5 false false #FFFF4F4F <_2xLayerInfoItem> 寸法 5 -0.429291680778424,0.0953826228649012,-0.20953089500905 -0.0707669410716155,1.211816521813,1.00082834184039 eViewPerspective 65 1.6852104088003483 0.10000000149011612 501.68521040880034 41.489999999999995 16.5 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> true 0 true 2 true 4 true 3 false 1 true 5 false false #FFFF4F4F <_2xPaint> <_2xPaintings> 2 White Clover/ホワイトクローバー #FFECE8DC 0 タカラ塗料 シロツメクサのような優しい春色。 暖かみのあるホワイト。 200 0.5 1280 1000 3 3200 <_2xPaintings> 3 Summer Cloud/サマークラウド #FFF6F6F5 0 タカラ塗料 夏の青空に浮かぶ入道雲。 濁りのないホワイトカラー。 200 0.5 1280 1000 3 3200 <_2xPaintings> 4 Milk Shake/ミルクセーキ #FFF9F4EB 0 タカラ塗料 甘く懐かしいミルクセーキ。 お日様に焼けたホワイト。 200 0.5 1280 1000 3 3200 <_2xPaintings> 5 Wolf Gray/ウルフグレイ #FFC6C1BD 0 タカラ塗料 おおかみの瞳の色。 静かで美しいグレー。 200 0.5 1280 1000 3 3200 <_2xPaintings> 6 Flamingo/フラミンゴ #FFC1A2A4 0 タカラ塗料 踊るフラミンゴたち。 華やかで淡いピンク。 200 0.5 1280 1000 3 3200 <_2xPaintings> 7 Cheddar Cheese/チェダーチーズ #FFFDC672 0 タカラ塗料 こんがりと焼けたおいしそうな色。 笑顔あふれるイエローカラー。 200 0.5 1280 1000 3 3200 <_2xPaintings> 8 Dry Leaves/ドライリーブス #FFBAB59F 0 タカラ塗料 季節の移り変わり、時の流れを感じるグリーン。 200 0.5 1280 1000 3 3200 <_2xPaintings> 9 Green Tea/グリーンティー #FFC1B17F 0 タカラ塗料 ほっこりリラックス。 一休みの時のグリーン。 200 0.5 1280 1000 3 3200 <_2xPaintings> 10 Winter Green/ウインターグリーン #FF93A896 0 タカラ塗料 冬の森の中。 涼やかなライトグリーン。 200 0.5 1280 1000 3 3200 <_2xPaintings> 11 Jeans/ジーンズ #FF7093A2 0 タカラ塗料 お気に入りのジーンズ。 等身大の自分でいられる色。 200 0.5 1280 1000 3 3200 <_2xPaintings> 12 Ajisai/アジサイ #FFCEC8CE 0 タカラ塗料 雨上がりに静かにたたずむアジサイ ノスタルジックな淡いパープル 200 0.5 1280 1000 3 3200 <_2xPaintings> 13 Strawberry Fields/ストロベリーフィールズ #FFC58075 0 タカラ塗料 イチゴ畑は永遠に。 甘酸っぱいピンクレッド。 200 0.5 1280 1000 3 3200 <_2xPaintings> 14 Brown Bear/ブラウンベア #FFCBAF8F 0 タカラ塗料 幼い頃の幸せな触感。 ふわふわのブラウン。 200 0.5 1280 1000 3 3200 <_2xPaintings> 15 Wood/ウッド #FFB7A493 0 タカラ塗料 温もりある木々たち。 癒しのベージュ。 200 0.5 1280 1000 3 3200 <_2xPaintings> 16 Cream Bread/クリームブレッド #FFF6EAD2 0 タカラ塗料 焼きたての甘い香り漂うクリームパン。 ふんわりとしたクリーム色。 200 0.5 1280 1000 3 3200 <_2xPaintings> 17 Setagaya base Color/世田谷ベースカラー #FF899FA6 0 タカラ塗料 言わずと知れた某有名タレントさんの考案カラー。 たくさんのお客様からの強いご要望により再現。 200 0.5 1280 1000 3 3200 <_2xPaintings> 18 Rhodesian Brown/ローデシアンブラウン #FF958A72 0 タカラ塗料 スズキ自動車の60　年代の見本色から再現。 マットカラーで。 200 0.5 1280 1000 3 3200 <_2xPaintings> 19 Olive Drab/オリーブドラブ #FF56554E 0 タカラ塗料 自衛隊の国防色。 自衛隊基地にも納品している戦車の色。 200 0.5 1280 1000 3 3200 <_2xPaintings> 20 Matte Black/マットブラック #FF414042 0 タカラ塗料 重厚感あるブラック。 人気の高い色。 200 0.5 1280 1000 3 3200 <_2xPaintings> 21 KURAYA Old Blue Sea/KURAYA　オールドブルーシー #FF5D747A 0 タカラ塗料 センスのいい工務店さんからのオーダーでお作りしたオリジナルカラー。 200 0.5 1280 1000 3 3200 <_2xPaintings> 22 Milk tea Beige/ミルクティーベージュ #FFC4AA92 0 タカラ塗料 スズキのラパンのミルクティーベージュをソリッドカラーで再現。 マットでかわいらしい色。 200 0.5 1280 1000 3 3200 <_2xPaintings> 23 Sand Khaki/サンドカーキ #FF7B6855 0 タカラ塗料 タカラ塗料のデモカーのインテリアカラー。 80　年代の古き良き時代の色。 200 0.5 1280 1000 3 3200 <_2xPaintings> 24 Olive Khaki/オリーブカーキ #FF67614B 0 タカラ塗料 タカラ塗料のデモカーのために考案した色。 印象深く見えるようなカラー。 200 0.5 1280 1000 3 3200 <_2xPaintings> 25 Earth Color/アースカラー #FF655246 0 タカラ塗料 造園屋さんのトラックの色。 そのお客様の印象に残るような赤土をイメージしたカラー。 200 0.5 1280 1000 3 3200 <_2xPaintings> 26 Grayish Dark Green/グレイッシュダークグリーン #FF4C514B 0 タカラ塗料 クラシックな旧車のくすんだ色のイメージ。 懐かしいダークグリーン。 200 0.5 1280 1000 3 3200 <_2xPaintings> 27 Dried Plum Red/ドライドプラムレッド #FF924146 0 タカラ塗料 深みのある赤。 派手すぎずそれでいて存在感のある上品な色。 200 0.5 1280 1000 3 3200 <_2xPaintings> 28 Old Rose/オールドローズ #FFA57A7F 0 タカラ塗料 上品で大人の女性をイメージした落ち着きのあるピンク。 200 0.5 1280 1000 3 3200 <_2xPaintings> 29 Serengeti Orange/セレンゲッティオレンジ #FFCB7149 0 タカラ塗料 アフリカの平原。 情熱的な夕焼けの色。 200 0.5 1280 1000 3 3200 <_2xPaintings> 30 Mint Sherbet/ミントシャーベット #FF869C94 0 タカラ塗料 爽やかなミントブルーが目を引くカラー。 200 0.5 1280 1000 3 3200 <_2xPaintings> 31 i think green/アイシンクグリーン #FF546059 0 タカラ塗料 一風変わった設計士さんのバイクを塗るために考案。 落ち着いた色味のグリーン。 200 0.5 1280 1000 3 3200 <_2xPaintings> 32 Green Soybeans/グリーンソイビーンズ #FF8D8970 0 タカラ塗料 枝豆の色。 優しく淡いグリーン。 200 0.5 1280 1000 3 3200 <_2xPaintings> 33 Pumpkin Soup/パンプキンスープ #FFC99854 0 タカラ塗料 暖かいかぼちゃのスープ。 ほっこり暖かくなる色。 200 0.5 1280 1000 3 3200 <_2xPaintings> 34 French Gray/フレンチグレー #FF986C2A 0 タカラ塗料 どの背景にも合わせやすく落ち着いた色味のグレー。 200 0.5 1280 1000 3 3200 <_2xPaintings> 35 Biscuits/ビスケット #FFAA8E70 0 タカラ塗料 ビスケットのようにソフトで軽やかなベージュ。 200 0.5 1280 1000 3 3200 <_2xPaintings> 36 Rust Color/ラストカラー #FF775246 0 タカラ塗料 外に放置され錆びてしまった旧車。 赤錆の色。 200 0.5 1280 1000 3 3200 <_2xPaintings> 37 Eagle Blue Gray/イーグルブルーグレー #FF5D686D 0 タカラ塗料 戦闘機　F-15 Strike Eagle をイメージ。 スタイリッシュなブルーグレー。 200 0.5 1280 1000 3 3200 <_2xPaintings> 38 Rain boots Navy/レインブーツネイビー #FF494F56 0 タカラ塗料 雨の日が待ち遠しいレインブーツのネイビー。 200 0.5 1280 1000 3 3200 <_2xPaintings> 39 Entrance Green/エントランスグリーン #FF474D4C 0 タカラ塗料 タカラ塗料の店舗カラー。 上品でクラシカルなグリーン 200 0.5 1280 1000 3 3200 <_2xPaintings> 40 Furniture Brown/ファニチャーブラウン #FF4B4949 0 タカラ塗料 タカラ塗料の什器カラー。 ブラウンでもブラックでもない不思議な色。 200 0.5 1280 1000 3 3200 <_2xBooleanMeshInfo> <_2xBooleanMeshInfo> 1 0.022,0.0095,0.3/0.022,0.0095,-0.3/-0.022,0.0095,-0.3/-0.022,0.0095,0.3/-0.022,-0.0095,-0.3/-0.022,-0.0095,0.3/0.01,-0.0095,-0.3/0.01,-0.0095,-0.1363636/0.01,-0.0095,0.011/0.022,0,0/0.022,0,0.3/0.022,0,-0.3/0.022,0,-0.1303636/0.01,0,0.3/0.01,0,-0.3/0.01,-0.0095,0.3 4#True#0#2,3,0,1#1,1,1,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0 4#True#1#5,3,2,4#1,0,1,1#-1,0,0/-1,0,0/-1,0,0/-1,0,0#-1,0,0 3#False#0#0,3,5#0,0,0#0,0,1/0,0,1/0,0,1#0,0,0.9999999 3#False#0#4,2,1#0,0,0#0,0,-1/0,0,-1/0,0,-1#0,0,-0.9999999 4#True#0#7,5,4,6#0,0,1,1#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0 3#True#1#9,0,10#0,1,1#1,0,0/1,0,0/1,0,0#1,0,0 3#True#1#11,1,12#1,0,1#1,0,0/1,0,0/1,0,0#0.9999999,0,0 3#False#0#10,0,13#0,0,1#0,0,1/0,0,1/0,0,1#0,0,1 3#False#0#1,11,14#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,-1 4#True#0#8,15,5,7#1,1,0,1#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0 4#True#1#0,9,12,1#0,1,0,0#1,0,0/1,0,0/1,0,0/1,0,0#1,0,0 4#False#0#5,15,13,0#0,1,0,0#0,0,1/0,0,1/0,0,1/0,0,1#0,0,1 4#False#0#14,6,4,1#1,0,0,0#0,0,-1/0,0,-1/0,0,-1/0,0,-1#0,0,-1 4#True#0#12,9,14,11#0,0,0,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0 4#True#0#10,13,14,9#0,1,0,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0 4#True#1#14,8,7,6#0,0,0,0#1,0,0/1,0,0/1,0,0/1,0,0#1,0,0 4#True#1#14,13,15,8#0,0,0,0#1,0,0/1,0,0/1,0,0/1,0,0#1,0,0 <_2xBooleanMeshInfo> 2 0.03252532,-0.0005176365,0.001924271/0.03252532,0,0.001992419/-0.03247468,-0.0005176291,0.001924272/0.03252532,-0.0009999946,0.00172447/-0.03247468,0,0.001992419/-0.03247468,0.0005176514,0.001924271/-0.03247468,0.001931861,0.0005100574/-0.03247468,0.001732066,0.0009924187/0.03252532,0.001931861,0.0005100663/-0.03247468,0.002000004,-7.580034E-06/-0.03247468,-0.0005176365,-0.001939433/-0.03247468,0,-0.002007581/0.03252532,-0.0005176291,-0.001939433/-0.03247468,-0.0009999946,-0.001739631/0.03252532,0.001931861,-0.0005252068/0.03252532,0.001732036,-0.00100761/-0.03247468,0.001931861,-0.0005252154/0.03252532,0.002000004,-7.581431E-06/0.03252532,0.001732066,0.000992402/-0.03247468,0.001414225,0.001406631/0.03252532,0.001414225,0.001406634/-0.03247468,0.001000017,0.00172447/0.03252532,0.001000002,0.00172447/0.03252532,0.0005176514,0.001924271/0.03252532,-0.00141421,0.001406628/-0.03247468,-0.001732044,0.0009924192/0.03252532,-0.001732036,0.0009924294/-0.03247468,-0.001931839,0.0005100635/0.03252532,-0.001931846,0.0005100602/-0.03247468,-0.001999989,-7.581431E-06/0.03252532,-0.001999989,-7.580034E-06/-0.03247468,-0.001931839,-0.0005252259/0.03252532,-0.001931839,-0.0005252275/-0.03247468,-0.001732044,-0.00100758/0.03252532,-0.001732051,-0.00100757/-0.03247468,-0.00141421,-0.00142179/0.03252532,-0.00141421,-0.001421791/0.03252532,-0.0009999946,-0.001739632/0.03252532,0.0005176514,-0.001939432/-0.03247468,0.001000017,-0.001739632/0.03252532,0.001000017,-0.001739631/0.03252532,0.001414225,-0.001421789/-0.03247468,-0.0009999871,0.00172447/-0.03247468,-0.00141421,0.001406629/0.03252532,0,-0.002007581/-0.03247468,0.001414225,-0.001421791/-0.03247468,0.0005176514,-0.001939432/-0.03247468,0.001732066,-0.00100757/-0.01897469,0.003605545,-0.002257581/-0.01897469,0.004073367,-0.001274389/-0.006974682,0.003605545,-0.002257581/-0.006974682,0.004112273,-0.001141751/-0.01897469,0.004257619,0.0002566054/-0.006974682,0.004246831,0.0003944193/-0.01897469,0.003885552,0.001752967/-0.006974682,0.003826484,0.001877919/-0.01897469,0.00321129,0.002776332/-0.006974682,0.002906188,0.003115093/-0.01897469,0.00240922,0.00351274/-0.006974682,0.002011761,0.003736127/-0.01897469,0.0010003,0.004139273/-0.006974682,0.0008654147,0.004169507/-0.01897469,-0.0005393326,0.004223978/-0.006974682,-0.0006761551,0.004204281/-0.01897469,-0.002008468,0.003755792/-0.006974682,-0.002129354,0.00368874/-0.01897469,-0.002986051,0.003016651/-0.006974682,-0.002986051,0.003016651/-0.01897469,-0.003668942,0.002168605/-0.006974682,-0.003737517,0.002048588/-0.01897469,-0.004202917,0.0007220353/-0.006974682,-0.004224353,0.0005854825/-0.01897469,-0.00418774,-0.0008198672/-0.006974682,-0.00415922,-0.0009551258/-0.01897469,-0.003625371,-0.002255599/-0.006974682,-0.003550626,-0.002371887/-0.01897469,-0.002824478,-0.003183238/-0.006974682,-0.002824478,-0.003183238/-0.01897469,-0.001933962,-0.003809784/-0.006974682,-0.001809746,-0.00387045/-0.01897469,-0.0005616322,-0.004231958/-0.006974682,-0.0005779266,-0.004222442/-0.01897463,0.0004947782,-0.002256415/-0.006974682,0.0004769713,-0.002257581/-0.006974682,0.001261175,-0.001952011/-0.01897463,0.001048714,-0.002056662/-0.006974682,0.002045169,-0.001097755/-0.01897462,0.001527563,-0.001729438/-0.01897465,0.00190939,-0.001292959/-0.006974682,0.00231725,2.933433E-05/-0.01897465,0.002170011,-0.0007748452/-0.01897465,0.002292827,-0.0002081436/-0.006974682,0.002009287,0.001147228/-0.01897466,0.002270103,0.0003713104/-0.01897466,0.002103299,0.0009266376/-0.006974682,0.001198456,0.001975921/-0.01897466,0.001802981,0.001422651/-0.01897468,0.001388252,0.001827822/-0.006974682,0.0003406405,0.002267055/-0.01897466,0.0008853972,0.00211648/-0.006974682,-0.0002397895,0.002279885/-0.01897468,0.0003264099,0.002270284/-0.006974682,-0.0008049309,0.002146966/-0.01897468,-0.0002532676,0.00227949/-0.006974682,-0.00131879,0.001876769/-0.01897468,-0.000816837,0.002143523/-0.006974682,-0.001748621,0.001486507/-0.01897468,-0.001328468,0.001871043/-0.006974682,-0.002067037,0.001001048/-0.01897468,-0.001755789,0.001479313/-0.006974682,-0.002253748,0.0004513236/-0.01897469,-0.002071612,0.0009932602/-0.006974682,-0.002287783,-0.0003712841/-0.01897468,-0.002257206,0.0004390893/-0.01897468,-0.00229691,-0.0001404691/-0.01897468,-0.002191007,-0.0007092503/-0.006974682,-0.001950614,-0.001226218/-0.01897469,-0.001946621,-0.001233523/-0.006974682,-0.001583323,-0.001675834/-0.01897469,-0.001579098,-0.001680325/-0.006974682,-0.001115143,-0.002019156/-0.01897469,-0.001112141,-0.002021021/-0.006974682,-0.0005759224,-0.002234308/-0.01897469,-0.0005759224,-0.002234307/-0.006974682,-2.086163E-06,-0.002282248/-0.01897469,-1.400709E-06,-0.002290617/-0.01897469,0.00500001,-0.002257581/-0.006974682,0.00500001,-0.002257581/-0.02054766,0.01282082,-0.002257682/-0.002814516,0.01337928,-0.002257724/-0.01988047,0.01394479,-0.002257735/-0.003219098,0.01466358,-0.002257682/-0.01972461,0.01535805,-0.002257748/-0.003153667,0.01567572,-0.002257581/-0.02000566,0.01632191,-0.002257581/-0.002814472,0.01662078,-0.002257748/-0.02054764,0.01717921,-0.002257668/-0.002149358,0.01741523,-0.002257581/2.531707E-05,0.02500001,-0.002257581/-0.001297146,0.01798165,-0.002257733/0.007025316,0.00500001,-0.002257581/-0.0003144145,0.01176782,-0.002257581/-0.001297176,0.0120184,-0.002257733/0.007025316,0.003605545,-0.002257581/0.01902531,0.003605545,-0.002257581/0.01902531,0.00500001,-0.002257581/0.02085064,0.01258479,-0.002257581/0.02170283,0.0120184,-0.002257733/0.02268559,0.01176782,-0.002257581/0.02368911,0.01179841,-0.002257782/0.03252532,0.00500001,-0.002257581/0.02465032,0.01218542,-0.002257581/0.02545233,0.01282088,-0.002257733/0.02611944,0.01394479,-0.002257812/0.02627535,0.01535809,-0.002257782/0.03250234,0.02334805,-0.002257581/0.02584779,0.01663484,-0.002257733/0.02519998,0.01741523,-0.002257581/0.02437012,0.01798034,-0.002257782/0.03094289,0.02496329,-0.002257581/0.02297786,0.01826878,-0.002257812/0.02170284,0.01798168,-0.002257703/0.02060634,0.01719996,-0.002257748/0.002452359,0.01717921,-0.002257668/0.02005629,0.01632191,-0.002257581/0.002994344,0.01632191,-0.002257581/0.01978089,0.01533644,-0.002257682/0.003275394,0.01535805,-0.002257748/0.01984634,0.01432429,-0.002257581/0.003119528,0.01394479,-0.002257735/0.02018549,0.01337931,-0.002257724/0.002452329,0.01282084,-0.002257703/0.001650319,0.01218542,-0.002257581/0.03225736,0.024,-0.002257581/0.03178947,0.02456936,-0.002257581/-0.03082275,0.02497703,-0.002257581/-0.02162988,0.01798034,-0.002257782/-0.03147469,0.02473207,-0.002257581/-0.03204405,0.02426414,-0.002257581/-0.03243798,0.02341762,-0.002257581/-0.02429716,0.01798168,-0.002257703/-0.02514936,0.01741523,-0.002257581/-0.0258144,0.01662074,-0.002257832/-0.02615367,0.01567572,-0.002257581/-0.02621908,0.01466359,-0.002257703/-0.03247468,0.00500001,-0.002257581/-0.02581441,0.01337932,-0.002257832/-0.02514936,0.01258479,-0.002257581/-0.02429718,0.0120184,-0.002257733/-0.02331442,0.01176782,-0.002257581/-0.02231091,0.01179846,-0.002257832/-0.02134968,0.01218542,-0.002257581/-0.02302215,0.01826878,-0.002257812/-2.214313E-05,0.01826878,-0.002257812/0.001370102,0.01798029,-0.002257832/0.0006890893,0.01179846,-0.002257832/-0.002149358,0.01258479,-0.002257581/-0.01897469,0.00500001,-0.004257581/0.007025316,0.004073367,-0.001274389/0.01902531,0.004112273,-0.001141751/0.007025316,0.004257619,0.0002566054/0.01902531,0.004246831,0.0003944193/0.007025316,0.003885552,0.001752967/0.01902531,0.003826484,0.001877919/0.007025316,0.00321129,0.002776332/0.01902531,0.002906188,0.003115093/0.007025316,0.00240922,0.00351274/0.01902531,0.002011761,0.003736127/0.007025316,0.0010003,0.004139273/0.01902531,0.0008654147,0.004169507/0.007025316,-0.0005393326,0.004223978/0.01902531,-0.0006761551,0.004204281/0.007025316,-0.002008468,0.003755792/0.01902531,-0.002129354,0.00368874/0.007025316,-0.002986051,0.003016651/0.01902531,-0.002986051,0.003016651/0.007025316,-0.003668942,0.002168605/0.01902531,-0.003737517,0.002048588/0.007025316,-0.004202917,0.0007220353/0.01902531,-0.004224353,0.0005854825/0.007025316,-0.00418774,-0.0008198672/0.01902531,-0.00415922,-0.0009551258/0.007025316,-0.003625371,-0.002255599/0.01902531,-0.003550626,-0.002371887/0.007025316,-0.002824478,-0.003183238/0.01902531,-0.002824478,-0.003183238/0.007025316,-0.001933962,-0.003809784/0.01902531,-0.001809746,-0.00387045/0.007025316,-0.0005616322,-0.004231958/0.01902531,-0.0005779266,-0.004222442/0.01902531,0.0004769713,-0.002257581/0.01902531,0.001025185,-0.002066466/0.007025316,0.0004769713,-0.002257581/0.007025316,0.001025185,-0.002066466/0.01902531,0.001508072,-0.001744167/0.007025316,0.001508072,-0.001744167/0.01902531,0.001894876,-0.00131122/0.007025316,0.001894876,-0.00131122/0.01902531,0.002160937,-0.0007952098/0.007025316,0.002160937,-0.0007952098/0.01902531,0.002289325,-0.000229015/0.007025316,0.002289325,-0.000229015/0.01902531,0.002271831,0.0003512888/0.007025316,0.002271831,0.0003512888/0.01902531,0.002109602,0.0009087268/0.007025316,0.002109602,0.0009087268/0.01902531,0.00181295,0.001407782/0.007025316,0.00181295,0.001407782/0.01902531,0.001400784,0.001816655/0.007025316,0.001400784,0.001816655/0.01902531,0.0008993596,0.002109294/0.007025316,0.0008993596,0.002109294/0.01902531,0.0003406405,0.002267055/0.007025316,0.0003406405,0.002267055/0.01902531,-0.0002397895,0.002279885/0.007025316,-0.0002397895,0.002279885/0.01902531,-0.0008049309,0.002146966/0.007025316,-0.0008049309,0.002146966/0.01902531,-0.00131879,0.001876769/0.007025316,-0.00131879,0.001876769/0.01902531,-0.001748621,0.001486507/0.007025316,-0.001748621,0.001486507/0.01902531,-0.002067037,0.001001048/0.007025316,-0.002067037,0.001001048/0.01902531,-0.002253748,0.0004513236/0.007025316,-0.002253748,0.0004513236/0.01902531,-0.002296865,-0.0001276406/0.007025316,-0.002296865,-0.0001276406/0.01902531,-0.002193622,-0.000698955/0.007025316,-0.002193622,-0.000698955/0.01902531,-0.001950614,-0.001226218/0.007025316,-0.001950614,-0.001226218/0.01902531,-0.001583323,-0.001675834/0.007025316,-0.001583323,-0.001675834/0.01902531,-0.001115143,-0.002019156/0.007025316,-0.0008562282,-0.00215355/0.01902531,-0.0005759224,-0.002234308/0.007025316,-1.400709E-06,-0.002290617/0.01902531,-1.393259E-06,-0.002274011/0.007025316,0.00500001,-0.004257581/0.03248858,0.02341758,-0.004257581/0.03209466,0.02426417,-0.004257581/0.03152531,0.02473207,-0.004257581/0.03087337,0.02497703,-0.004257581/0.03252532,0.00500001,-0.004257581/-0.0308923,0.02496329,-0.004257581/-0.03173883,0.02456936,-0.004257581/-0.03220674,0.024,-0.004257581/-0.0324517,0.02334808,-0.004257581/-0.03247468,0.00500001,-0.004257581/0.02377404,0.01713848,-0.004257581/0.02445951,0.01673366,-0.004257581/0.02503502,0.01604632,-0.004257581/0.02525757,0.01528201,-0.004257581/0.02520658,0.01438704,-0.004257581/0.02464144,0.013412,-0.004257581/0.02367654,0.01282986,-0.004257581/0.01902531,0.00500001,-0.004257581/0.02255054,0.01278456,-0.004257581/0.02154188,0.01328737,-0.004257581/0.02090032,0.0142138,-0.004257581/0.002206579,0.01438704,-0.004257581/0.001641437,0.013412,-0.004257581/0.0006765425,0.01282987,-0.004257581/-0.0004494786,0.01278456,-0.004257581/-0.006974682,0.00500001,-0.004257581/-0.001458108,0.01328737,-0.004257581/-0.002099678,0.0142138,-0.004257581/-0.02079342,0.01438704,-0.004257581/-0.002215594,0.01533473,-0.004257581/-0.02076793,0.01551369,-0.004257581/-0.001777127,0.01637295,-0.004257581/-0.02128839,0.01651332,-0.004257581/2.531707E-05,0.02500001,-0.004257581/-0.0008927733,0.01707143,-0.004257581/-0.0001159608,0.01724556,-0.004257581/0.0007740408,0.01713848,-0.004257581/0.001711607,0.01651332,-0.004257581/0.02122287,0.01637295,-0.004257581/-0.02135856,0.013412,-0.004257581/-0.02232346,0.01282987,-0.004257581/-0.02344948,0.01278456,-0.004257581/-0.02445811,0.01328737,-0.004257581/-0.02509968,0.0142138,-0.004257581/-0.0252156,0.01533473,-0.004257581/-0.02477713,0.01637295,-0.004257581/-0.02389278,0.01707143,-0.004257581/-0.02311596,0.01724556,-0.004257581/-0.02222596,0.01713848,-0.004257581/0.02210723,0.01707143,-0.004257581/0.02078441,0.01533473,-0.004257581/0.002232075,0.01551369,-0.004257581/0.02288403,0.01724556,-0.004257581/0.02084601,0.01555957,-0.003257581/0.02077532,0.015,-0.003257581/0.02105361,0.01608394,-0.003257581/0.02138513,0.01654024,-0.003257581/0.0218197,0.01689973,-0.003257581/0.02233003,0.01713988,-0.003257581/0.02288403,0.01724556,-0.003257581/0.02344692,0.01721016,-0.003257581/0.02398333,0.01703587,-0.003257581/0.02445951,0.01673366,-0.003257581/0.0248456,0.01632252,-0.003257581/0.02511731,0.01582828,-0.003257581/0.02525757,0.01528201,-0.003257581/0.02525757,0.01471801,-0.003257581/0.02511731,0.01417173,-0.003257581/0.0248456,0.01367749,-0.003257581/0.02445951,0.01326635,-0.003257581/0.02398333,0.01296414,-0.003257581/0.02344692,0.01278986,-0.003257581/0.02288403,0.01275444,-0.003257581/0.02233003,0.01286013,-0.003257581/0.0218197,0.01310027,-0.003257581/0.02138513,0.01345977,-0.003257581/0.02105361,0.01391608,-0.003257581/0.02084601,0.01444045,-0.003257581/-0.002153993,0.01555957,-0.003257581/-0.002224684,0.015,-0.003257581/-0.001946375,0.01608394,-0.003257581/-0.001614869,0.01654024,-0.003257581/-0.001180306,0.01689973,-0.003257581/-0.0006699711,0.01713988,-0.003257581/-0.0001159608,0.01724556,-0.003257581/0.0004469156,0.01721016,-0.003257581/0.0009833276,0.01703587,-0.003257581/0.001459524,0.01673366,-0.003257581/0.001845598,0.01632252,-0.003257581/0.002117306,0.01582828,-0.003257581/0.002257571,0.01528201,-0.003257581/0.002257571,0.01471801,-0.003257581/0.002117306,0.01417173,-0.003257581/0.001845598,0.01367749,-0.003257581/0.001459524,0.01326635,-0.003257581/0.0009833276,0.01296414,-0.003257581/0.0004469156,0.01278986,-0.003257581/-0.0001159608,0.01275444,-0.003257581/-0.0006699711,0.01286013,-0.003257581/-0.001180306,0.01310027,-0.003257581/-0.001614869,0.01345977,-0.003257581/-0.001946375,0.01391608,-0.003257581/-0.002153993,0.01444045,-0.003257581/-0.02515399,0.01555957,-0.003257581/-0.02522469,0.015,-0.003257581/-0.02494638,0.01608394,-0.003257581/-0.02461487,0.01654024,-0.003257581/-0.02418029,0.01689973,-0.003257581/-0.02366997,0.01713988,-0.003257581/-0.02311596,0.01724556,-0.003257581/-0.02255309,0.01721016,-0.003257581/-0.02201667,0.01703587,-0.003257581/-0.02154048,0.01673366,-0.003257581/-0.0211544,0.01632252,-0.003257581/-0.0208827,0.01582828,-0.003257581/-0.02074243,0.01528201,-0.003257581/-0.02074243,0.01471801,-0.003257581/-0.0208827,0.01417173,-0.003257581/-0.0211544,0.01367749,-0.003257581/-0.02154048,0.01326635,-0.003257581/-0.02201667,0.01296414,-0.003257581/-0.02255309,0.01278986,-0.003257581/-0.02311596,0.01275444,-0.003257581/-0.02366997,0.01286013,-0.003257581/-0.02418029,0.01310027,-0.003257581/-0.02461487,0.01345977,-0.003257581/-0.02494638,0.01391608,-0.003257581/-0.02515399,0.01444045,-0.003257581/-0.03252497,-0.001390316,-0.001858945/-0.02002497,-0.001251727,-0.001955656/-0.03249298,-0.0004695728,-0.002263692/-0.02002497,-0.0004739538,-0.002257581/-0.02002497,-0.002038285,-0.001103994/-0.03252497,-0.002110384,-0.0009573686/-0.02002497,-0.002313837,2.207188E-05/-0.03252497,-0.002306342,0.0001796363/-0.02002497,-0.002009392,0.0011407/-0.03252497,-0.001929678,0.001270134/-0.02002497,-0.001201168,0.001971793/-0.03252497,-0.001073845,0.002043726/-0.02002497,-9.151548E-05,0.002307299/-0.03252497,4.892051E-05,0.002308665/-0.02002497,0.001041725,0.002063236/-0.03252497,0.001160204,0.001999314/-0.02002497,0.001914859,0.001300732/-0.03252497,0.001984477,0.001192477/-0.02002497,0.002309263,0.0002106922/-0.03252497,0.002317458,8.822745E-05/-0.02002497,0.002126172,-0.0009339773/-0.03252497,0.0020767,-0.001039703/-0.02002497,0.001584426,-0.001677646/-0.03252497,0.001577482,-0.001684209/-0.02002497,0.001115754,-0.002020492/-0.03252497,0.0008532405,-0.002155883/-0.02002497,0.0005761534,-0.002235028/-0.03251511,-3.874302E-07,-0.002308239/-0.01999982,6.258488E-07,-0.002277471/-0.03250882,-0.003614627,-0.002256386/-0.03252532,-0.003155738,-0.002876172/-0.03247507,-0.002920195,-0.003114536/-0.03250493,-0.002163045,-0.003669502/-0.01999982,0,-0.00425758/-0.03250825,-1.348555E-06,-0.004257708/-0.02002497,0.001082852,-0.004134751/-0.03252497,0.0007839501,-0.004185217/-0.03252497,0.001960948,-0.003798245/-0.02002497,0.00248298,-0.003479037/-0.03252497,0.003195658,-0.002837997/-0.02002497,0.003557622,-0.002367143/-0.03252497,0.004001334,-0.001497254/-0.02002497,0.004165396,-0.0009450503/-0.03252497,0.004269674,4.346948E-05/-0.02002497,0.004226267,0.0006004861/-0.03252497,0.003964871,0.001577336/-0.02002497,0.003731996,0.00206643/-0.03252497,0.003127858,0.002898385/-0.02002497,0.002747357,0.003259917/-0.03252497,0.001871318,0.003829065/-0.02002497,0.001401752,0.004023858/-0.03252497,0.0003638864,0.0042446/-0.02002497,-0.0001280308,0.004257708/-0.03252497,-0.001191951,0.004089262/-0.02002497,-0.001640737,0.003930531/-0.03252497,-0.002587318,0.003384006/-0.02002497,-0.002937324,0.003085254/-0.03252497,-0.003635056,0.002223488/-0.02002497,-0.003847212,0.001832952/-0.03252497,-0.004194468,0.0007636105/-0.02002497,-0.004250504,0.0003383891/-0.03252497,-0.004190601,-0.000799743/-0.02002497,-0.004094109,-0.001201724/-0.02002497,-0.003602535,-0.002257581/-0.03250507,-0.0007602945,-0.004190085/-0.03250507,-0.001485512,-0.003991819/-0.02615367,-0.01567571,-0.002257581/-0.02621908,-0.01466358,-0.002257703/-0.03245743,-0.02332658,-0.002257581/-0.0258144,-0.01337928,-0.002257832/-0.02514936,-0.01258478,-0.002257581/-0.02429719,-0.01201834,-0.002257703/-0.01997469,-0.004999995,-0.002257581/-0.02331442,-0.0117678,-0.002257581/-0.02231088,-0.01179844,-0.002257832/-0.02134968,-0.01218541,-0.002257581/-0.02054769,-0.0128208,-0.002257703/-0.00597468,-0.004999995,-0.002257581/-0.01988044,-0.01394479,-0.002257713/-0.002814442,-0.01337925,-0.002257782/-0.003219098,-0.01466358,-0.002257682/-0.01972461,-0.01535801,-0.002257748/-0.003153667,-0.01567571,-0.002257581/-0.002814487,-0.0166207,-0.002257748/-0.02000566,-0.01632189,-0.002257581/-0.02054767,-0.01717918,-0.002257682/-0.001857683,-0.01767243,-0.002257735/2.531707E-05,-0.025,-0.002257581/-0.02134968,-0.01781458,-0.002257581/-0.02231085,-0.0182016,-0.002257782/-0.03089228,-0.02496327,-0.002257581/-0.02365731,-0.01818952,-0.002257733/-0.02485767,-0.0176724,-0.002257766/-0.02581441,-0.01662066,-0.002257832/0.01978089,-0.01466358,-0.002257682/0.003119558,-0.01394479,-0.002257713/0.003275394,-0.01535801,-0.002257748/0.01984634,-0.01567571,-0.002257581/0.0201855,-0.01662067,-0.002257748/0.002994344,-0.01632189,-0.002257581/0.002452329,-0.01717918,-0.002257682/0.02114232,-0.01767243,-0.002257735/0.001650319,-0.01781458,-0.002257581/0.000689134,-0.01820154,-0.002257832/0.02005629,-0.0136781,-0.002257581/0.006025314,-0.004999995,-0.002257581/0.02060638,-0.01280005,-0.002257782/0.02002531,-0.004999995,-0.002257581/0.02170283,-0.01201836,-0.002257733/0.02297787,-0.01173123,-0.002257812/0.02437013,-0.01201966,-0.002257782/0.03252532,-0.003605545,-0.002257581/0.02002531,-0.003605545,-0.002257581/0.02519998,-0.01258478,-0.002257581/0.02584781,-0.01336519,-0.002257733/0.02627535,-0.01464192,-0.002257782/0.03248858,-0.02341755,-0.002257581/0.0262043,-0.01567571,-0.002257581/0.02584779,-0.01663481,-0.002257733/0.02519998,-0.01741522,-0.002257581/0.02437012,-0.01798034,-0.002257782/0.03087336,-0.02497701,-0.002257581/0.03209464,-0.02426414,-0.002257581/0.03152531,-0.02473205,-0.002257581/0.02336504,-0.01823219,-0.002257581/0.02234268,-0.01818955,-0.002257703/-0.002149358,-0.01258478,-0.002257581/-0.001297191,-0.01201834,-0.002257703/-0.00597468,-0.003605545,-0.002257581/0.006025314,-0.003605545,-0.002257581/0.000689134,-0.0117984,-0.002257782/0.001650319,-0.01218541,-0.002257581/-0.0003144145,-0.0117678,-0.002257581/0.002452299,-0.01282082,-0.002257733/-0.0006573051,-0.01818952,-0.002257733/-0.03247468,0,-0.002257581/-0.03220674,-0.024,-0.002257581/-0.03173885,-0.02456932,-0.002257581/-0.03246178,-0.02334178,-0.004257581/0.006025314,-0.004073344,-0.001274366/-0.00597468,-0.004112251,-0.001141711/0.006025314,-0.00425759,0.0002565812/-0.00597468,-0.004249647,-6.157113E-05/-0.00597468,-0.004104219,0.001155293/0.006025314,-0.003885537,0.001752962/-0.00597468,-0.003661543,0.002150093/0.006025314,-0.003005795,0.003019322/-0.00597468,-0.002906136,0.003115119/0.006025314,-0.002011754,0.003736127/-0.00597468,-0.002011754,0.003736127/0.006025314,-0.001000278,0.004139273/-0.00597468,-0.0008653924,0.004169507/0.006025314,0.0005393475,0.004223978/-0.00597468,0.00067617,0.004204281/0.006025314,0.002008498,0.003755789/-0.00597468,0.002129376,0.003688734/0.006025314,0.003215194,0.002795897/-0.00597468,0.002986059,0.003016651/-0.00597468,0.003737569,0.002048519/0.006025314,0.003866151,0.001757478/0.006025314,0.004202932,0.0007220604/-0.00597468,0.004224375,0.0005855085/0.006025314,0.004220977,-0.0005033663/-0.00597468,0.004220977,-0.0005033663/0.006025314,0.003971964,-0.001563398/-0.00597468,0.003919467,-0.001691278/0.006025314,0.003159404,-0.002873804/-0.00597468,0.003351942,-0.002620455/-0.00597468,0.002478123,-0.00347975/0.006025314,0.001933977,-0.003809782/-0.00597468,0.001510963,-0.003979926/0.006025314,0.0005616546,-0.004231958/-0.00597468,0.0005141944,-0.004234123/0.006025314,-0.001254581,-0.00195575/0.006025314,-0.0004769638,-0.002257581/-0.005974635,-0.0005160421,-0.00225278/-0.00597468,0.0005759299,-0.002234309/-0.00597468,2.101064E-06,-0.002282249/0.006025314,1.41561E-06,-0.002290618/0.006025314,0.0005759299,-0.002234308/-0.00597468,0.00111191,-0.002021155/0.006025314,0.001115158,-0.002019156/-0.00597468,0.001578897,-0.0016805/0.006025314,0.001583338,-0.001675834/-0.00597468,0.00194639,-0.001233835/0.006025314,0.002124026,-0.0009320485/-0.00597468,0.002190858,-0.0007096129/-0.00597468,0.00229685,-0.0001409585/0.006025314,0.002306104,0.0002125595/-0.00597468,0.00225763,0.0004361793/-0.00597468,0.002075717,0.0009852913/0.006025314,0.001910925,0.001302102/-0.005974665,0.001762584,0.001471681/-0.005974665,0.001337975,0.001864647/0.006025314,0.001037419,0.002063903/-0.005974665,0.0008288324,0.002139277/-0.005974665,0.0002672225,0.002278255/0.006025314,-9.576976E-05,0.002307257/-0.005974665,-0.0003113076,0.002272779/-0.005974665,-0.0008701906,0.002123196/0.006025314,-0.001205064,0.001971259/-0.005974665,-0.00137414,0.001838949/-0.00597465,-0.001791283,0.001437998/0.006025314,-0.002012797,0.00114002/-0.00597465,-0.002095267,0.000945685/-0.00597465,-0.002266891,0.0003931159/0.006025314,-0.002316855,2.15075E-05/-0.00597465,-0.0022953,-0.0001848293/-0.005974635,-0.002178699,-0.0007516011/0.006025314,-0.002041124,-0.001104316/-0.005974635,-0.001924433,-0.001271419/-0.005974606,-0.001548596,-0.001711417/-0.005974635,-0.001074895,-0.002043814/0.006025314,-0.004999995,-0.004257581/0.03094289,-0.02496327,-0.004257581/0.03178947,-0.02456932,-0.004257581/0.03225736,-0.024,-0.004257581/0.03250234,-0.02334801,-0.004257581/0.02367654,-0.01717014,-0.004257581/0.02464145,-0.016588,-0.004257581/2.531707E-05,-0.025,-0.004257581/0.02255052,-0.01721545,-0.004257581/-0.03082274,-0.02497701,-0.004257581/-0.02232346,-0.01717014,-0.004257581/-0.02135855,-0.016588,-0.004257581/-0.03166337,-0.02462722,-0.004257581/-0.03220674,-0.024,-0.004257581/-0.02344948,-0.01721545,-0.004257581/-0.02445808,-0.01671267,-0.004257581/-0.02509966,-0.01578622,-0.004257581/-0.0252156,-0.01466528,-0.004257581/-0.02477714,-0.0136271,-0.004257581/-0.02389278,-0.01292857,-0.004257581/-0.01997469,-0.004999995,-0.004257581/-0.02311596,-0.01275443,-0.004257581/-0.02222596,-0.01286152,-0.004257581/-0.02128839,-0.01348671,-0.004257581/-0.00597468,-0.004999995,-0.004257581/-0.02076793,-0.01448631,-0.004257581/-0.001777142,-0.0136271,-0.004257581/-0.002215594,-0.01466528,-0.004257581/-0.0008927733,-0.01292857,-0.004257581/0.0007740408,-0.01286152,-0.004257581/0.001711607,-0.01348671,-0.004257581/0.002232075,-0.01448631,-0.004257581/0.02122286,-0.0136271,-0.004257581/0.02078441,-0.01466528,-0.004257581/0.02002531,-0.004999995,-0.004257581/0.02210723,-0.01292857,-0.004257581/0.02288403,-0.01275443,-0.004257581/0.02377404,-0.01286152,-0.004257581/0.03252532,0.0004949868,-0.004246282/0.02471162,-0.01348671,-0.004257581/0.02523208,-0.01448631,-0.004257581/0.0252066,-0.01561296,-0.004257581/0.02002531,0.0005779415,-0.004222441/-0.002099663,-0.01578622,-0.004257581/-0.02079341,-0.01561296,-0.004257581/-0.001458079,-0.01671267,-0.004257581/-0.0004494786,-0.01721545,-0.004257581/0.0006765425,-0.01717014,-0.004257581/0.001641452,-0.016588,-0.004257581/0.02154191,-0.01671267,-0.004257581/0.02090034,-0.01578622,-0.004257581/0.002206594,-0.01561296,-0.004257581/-0.0001159608,-0.01275443,-0.004257581/-0.02515399,-0.01444044,-0.003257581/-0.02522469,-0.01499999,-0.003257581/-0.02494638,-0.01391605,-0.003257581/-0.02461487,-0.01345976,-0.003257581/-0.02418029,-0.01310026,-0.003257581/-0.02366997,-0.01286012,-0.003257581/-0.02311596,-0.01275443,-0.003257581/-0.02255309,-0.01278985,-0.003257581/-0.02201667,-0.01296414,-0.003257581/-0.02154048,-0.01326634,-0.003257581/-0.0211544,-0.01367748,-0.003257581/-0.0208827,-0.01417172,-0.003257581/-0.02074243,-0.014718,-0.003257581/-0.02074243,-0.01528199,-0.003257581/-0.0208827,-0.01582827,-0.003257581/-0.0211544,-0.01632252,-0.003257581/-0.02154048,-0.01673365,-0.003257581/-0.02201667,-0.01703585,-0.003257581/-0.02255309,-0.01721014,-0.003257581/-0.02311596,-0.01724555,-0.003257581/-0.02366997,-0.01713987,-0.003257581/-0.02418029,-0.01689973,-0.003257581/-0.02461487,-0.01654022,-0.003257581/-0.02494638,-0.01608394,-0.003257581/-0.02515399,-0.01555955,-0.003257581/0.02002537,-0.0005161911,-0.002252733/0.03252532,-0.0004769638,-0.002257581/0.02002531,2.101064E-06,-0.002282249/0.03252532,1.41561E-06,-0.002290618/-0.002153993,-0.01444044,-0.003257581/-0.002224684,-0.01499999,-0.003257581/-0.001946375,-0.01391605,-0.003257581/-0.001614869,-0.01345976,-0.003257581/-0.001180306,-0.01310026,-0.003257581/-0.0006699711,-0.01286012,-0.003257581/-0.0001159608,-0.01275443,-0.003257581/0.0004469156,-0.01278985,-0.003257581/0.0009833276,-0.01296414,-0.003257581/0.001459524,-0.01326634,-0.003257581/0.001845598,-0.01367748,-0.003257581/0.002117306,-0.01417172,-0.003257581/0.002257571,-0.014718,-0.003257581/0.002257571,-0.01528199,-0.003257581/0.002117306,-0.01582827,-0.003257581/0.001845598,-0.01632252,-0.003257581/0.001459524,-0.01673365,-0.003257581/0.0009833276,-0.01703585,-0.003257581/0.0004469156,-0.01721014,-0.003257581/-0.0001159608,-0.01724555,-0.003257581/-0.0006699711,-0.01713987,-0.003257581/-0.001180306,-0.01689973,-0.003257581/-0.001614869,-0.01654022,-0.003257581/-0.001946375,-0.01608394,-0.003257581/-0.002153993,-0.01555955,-0.003257581/0.02084601,-0.01444044,-0.003257581/0.02077532,-0.01499999,-0.003257581/0.02105361,-0.01391605,-0.003257581/0.02138513,-0.01345976,-0.003257581/0.0218197,-0.01310026,-0.003257581/0.02233003,-0.01286012,-0.003257581/0.02288403,-0.01275443,-0.003257581/0.02344692,-0.01278985,-0.003257581/0.02398333,-0.01296414,-0.003257581/0.02445951,-0.01326634,-0.003257581/0.0248456,-0.01367748,-0.003257581/0.02511731,-0.01417172,-0.003257581/0.02525757,-0.014718,-0.003257581/0.02525757,-0.01528199,-0.003257581/0.02511731,-0.01582827,-0.003257581/0.0248456,-0.01632252,-0.003257581/0.02445951,-0.01673365,-0.003257581/0.02398333,-0.01703585,-0.003257581/0.02344692,-0.01721014,-0.003257581/0.02288403,-0.01724555,-0.003257581/0.02233003,-0.01713987,-0.003257581/0.0218197,-0.01689973,-0.003257581/0.02138513,-0.01654022,-0.003257581/0.02105361,-0.01608394,-0.003257581/0.02084601,-0.01555955,-0.003257581/0.03252532,0.001510963,-0.003979926/0.03252532,0.00258933,-0.003397626/0.03252532,0.0005759299,-0.002234309/0.03252532,0.003625408,-0.002255598/0.03252532,0.001115158,-0.002019156/0.03252532,0.001583338,-0.001675834/0.03252532,0.002124026,-0.0009320481/0.03252532,0.004061863,-0.001258084/0.03252532,0.004265592,-4.961714E-05/0.03252532,0.002306104,0.0002125506/0.03252532,0.004001856,0.001469652/0.03252532,0.00191091,0.001302113/0.03252532,0.001037419,0.002063903/0.03252532,0.003215194,0.002795897/0.03252532,-9.576976E-05,0.002307257/0.03252532,0.002008498,0.003755788/0.03252532,-0.002409197,0.003512742/0.03252532,-0.001000278,0.004139273/0.03252532,0.0005393475,0.004223978/0.03252532,-0.003503375,0.0024262/0.03252532,-0.001205064,0.001971259/0.03252532,-0.002012797,0.00114002/0.03252532,-0.003991216,0.001452787/0.03252532,-0.00425759,0.0002565812/0.03252532,-0.002316855,2.15075E-05/0.03252532,-0.004073344,-0.001274365/0.03252532,-0.002041124,-0.001104316/0.03252532,-0.001254581,-0.00195575/0.02002531,0.0005759299,-0.002234308/0.02002531,0.001111984,-0.002021114/0.02002531,0.001578957,-0.001680451/0.02002531,0.001946464,-0.001233746/0.02002531,0.002190903,-0.0007095085/0.02002531,0.00229688,-0.0001408164/0.02002531,0.002257615,0.0004363479/0.02002531,0.002075657,0.0009854548/0.02002533,0.001762465,0.001471849/0.02002533,0.001337826,0.001864788/0.02002533,0.0008286238,0.002139382/0.02002533,0.0002669841,0.002278312/0.02002533,-0.000311546,0.002272777/0.02002534,-0.0008704364,0.002123131/0.02002533,-0.001374371,0.00183882/0.02002534,-0.001791492,0.00143781/0.02002534,-0.002095424,0.0009454465/0.02002534,-0.002266988,0.0003928398/0.02002536,-0.002295323,-0.0001851358/0.02002536,-0.002178654,-0.0007518895/0.02002536,-0.001924314,-0.0012717/0.0200254,-0.001548395,-0.00171166/0.02002537,-0.001074649,-0.002044005/0.02002531,0.001510963,-0.003979926/0.02002531,0.002478123,-0.003479742/0.02002531,0.003351942,-0.002620455/0.02002531,0.003919452,-0.001691298/0.02002531,0.004261985,-0.0001877821/0.02002531,0.004121497,0.001029661/0.02002531,0.003737569,0.002048519/0.02002531,0.002986059,0.003016651/0.02002531,0.002129376,0.003688733/0.02002531,0.00067617,0.004204281/0.02002531,-0.0008653924,0.004169507/0.02002531,-0.002293877,0.003588953/0.02002531,-0.00342267,0.002538438/0.02002531,-0.004104219,0.001155293/0.02002531,-0.004249647,-6.157113E-05/0.02002531,-0.004112251,-0.001141711 3#False#0#0,1,2#1,0,2#-8.907386E-09,-0.2588204,0.9659254/-1.981665E-09,-1.664544E-06,1/-1.727887E-08,-0.2588206,0.9659254#0,0,0 3#False#0#0,2,3#0,0,1#-8.907386E-09,-0.2588204,0.9659254/-1.727887E-08,-0.2588206,0.9659254/-4.625083E-08,-0.4615546,0.8871118#0,0,0 3#False#0#4,2,1#1,0,2#-7.164019E-09,-1.465399E-06,1/-1.727887E-08,-0.2588206,0.9659254/-1.981665E-09,-1.664544E-06,1#0,0,0 3#False#0#4,1,5#0,0,1#-7.164019E-09,-1.465399E-06,1/-1.981665E-09,-1.664544E-06,1/-2.385712E-09,0.2162188,0.9763449#0,0,0 3#False#0#6,7,8#1,0,2#-3.522818E-08,0.9659284,0.2588093/6.83994E-08,0.8871126,0.4615529/7.980606E-09,0.9659274,0.2588132#0,0,0 3#True#0#6,8,9#0,0,1#-3.522818E-08,0.9659284,0.2588093/7.980607E-09,0.9659274,0.2588132/-5.967173E-09,0.9990387,0.04383757#0,0,0 3#False#0#10,11,12#1,0,2#1.928729E-08,-0.2588208,-0.9659253/1.981639E-09,-1.217409E-06,-1/8.798937E-09,-0.2588198,-0.9659257#0,0,0 3#False#0#10,12,13#0,0,1#1.928729E-08,-0.2588208,-0.9659253/8.798935E-09,-0.2588198,-0.9659256/9.289297E-09,-0.461553,-0.8871126#0,0,0 3#False#0#14,15,16#1,0,2#3.430271E-08,0.9659252,-0.2588212/6.279061E-08,0.8660244,-0.5000015/6.380598E-08,0.9659265,-0.2588165#0,0,0 3#True#0#14,16,17#0,0,1#3.430271E-08,0.9659252,-0.2588212/6.380598E-08,0.9659265,-0.2588165/5.810232E-09,0.9990385,-0.04384063#0,0,0 3#True#0#17,9,8#2,0,1#5.810232E-09,0.9990385,-0.04384063/-5.967173E-09,0.9990387,0.04383757/7.980606E-09,0.9659273,0.2588132#0,0,0 3#False#0#18,19,20#0,2,1#7.562789E-08,0.8432714,0.537488/5.701882E-08,0.7071076,0.7071059/-3.547736E-08,0.7071078,0.7071058#0,0,0 3#False#0#19,21,22#1,2,0#5.701882E-08,0.7071077,0.7071059/7.63039E-08,0.4615552,0.8871115/6.294218E-08,0.5374891,0.8432707#0,0,0 3#False#0#22,20,19#1,0,0#6.294219E-08,0.5374891,0.8432707/-3.547736E-08,0.7071078,0.7071058/5.701882E-08,0.7071077,0.7071059#0,0,0 3#False#0#23,22,21#1,0,0#2.946691E-08,0.3009187,0.9536499/6.294219E-08,0.5374891,0.8432707/7.63039E-08,0.4615552,0.8871115#0,0,0 3#False#0#24,25,26#0,2,1#-1.636629E-08,-0.7071069,0.7071068/-1.061234E-08,-0.8660246,0.5000013/2.037823E-08,-0.8660224,0.5000051#0,0,0 3#False#0#25,27,28#1,2,0#-1.061233E-08,-0.8660246,0.5000013/-6.60358E-08,-0.9763452,0.2162174/-4.982616E-08,-0.9536506,0.3009162#0,0,0 3#False#0#28,26,25#1,0,0#-4.982616E-08,-0.9536506,0.3009162/2.037823E-08,-0.8660224,0.5000051/-1.061234E-08,-0.8660246,0.5000013#0,0,0 3#True#0#27,29,30#1,2,0#-6.60358E-08,-0.9763452,0.2162174/-1.090033E-09,-0.9990385,-0.04384259/-3.597129E-08,-0.9990386,0.04383862#0,0,0 3#True#0#30,28,27#1,0,0#-3.597129E-08,-0.9990386,0.04383862/-4.982616E-08,-0.9536506,0.3009162/-6.60358E-08,-0.9763452,0.2162174#0,0,0 3#True#0#29,31,32#1,2,0#-1.090033E-09,-0.9990385,-0.04384259/-1.860141E-08,-0.9536512,-0.3009143/-3.305432E-09,-0.9763446,-0.2162204#0,0,0 3#True#0#32,30,29#1,0,0#-3.305432E-09,-0.9763446,-0.2162204/-3.597129E-08,-0.9990386,0.04383862/-1.090033E-09,-0.9990385,-0.04384259#0,0,0 3#False#0#31,33,34#1,2,0#-1.860141E-08,-0.9536512,-0.3009143/-1.40654E-08,-0.8432731,-0.5374855/-1.441714E-08,-0.8871163,-0.461546#0,0,0 3#False#0#34,32,31#1,0,0#-1.441714E-08,-0.8871163,-0.461546/-3.305432E-09,-0.9763446,-0.2162204/-1.860141E-08,-0.9536512,-0.3009143#0,0,0 3#False#0#33,35,36#1,2,0#-1.40654E-08,-0.8432731,-0.5374855/-7.595126E-09,-0.6754279,-0.7374261/-3.51632E-09,-0.737429,-0.6754246#0,0,0 3#False#0#36,34,33#1,0,0#-3.51632E-09,-0.7374291,-0.6754246/-1.441714E-08,-0.8871164,-0.461546/-1.406539E-08,-0.8432731,-0.5374854#0,0,0 3#False#0#37,36,35#1,0,0#-5.907289E-09,-0.5374895,-0.8432705/-3.516321E-09,-0.7374291,-0.6754246/-7.595126E-09,-0.6754279,-0.737426#0,0,0 3#False#0#38,39,40#0,2,1#3.366606E-09,0.2588162,-0.9659265/1.112949E-08,0.5000044,-0.8660228/6.229775E-09,0.5000051,-0.8660225#0,0,0 3#False#0#41,40,39#1,0,0#1.884782E-08,0.6754321,-0.7374221/6.229775E-09,0.5000051,-0.8660225/1.112949E-08,0.5000044,-0.8660229#0,0,0 3#True#0#17,16,9#0,1,0#5.810232E-09,0.9990385,-0.04384063/6.380599E-08,0.9659265,-0.2588166/-5.967173E-09,0.9990387,0.04383757#0,0,0 3#False#0#18,8,7#1,0,2#7.562789E-08,0.8432714,0.537488/7.980607E-09,0.9659274,0.2588132/6.83994E-08,0.8871126,0.4615529#0,0,0 3#False#0#19,18,7#0,0,1#5.701882E-08,0.7071077,0.7071059/7.562789E-08,0.8432714,0.537488/6.83994E-08,0.8871126,0.4615529#0,0,0 3#False#0#21,5,23#1,2,0#7.63039E-08,0.4615552,0.8871115/-2.385712E-09,0.2162188,0.9763449/2.946691E-08,0.3009187,0.9536499#0,0,0 3#False#0#1,23,5#1,0,0#-1.981665E-09,-1.664544E-06,1/2.946691E-08,0.3009187,0.9536499/-2.385712E-09,0.2162188,0.9763449#0,0,0 3#False#0#2,42,3#1,2,0#-1.727887E-08,-0.2588206,0.9659254/-3.621746E-08,-0.5374894,0.8432705/-4.625083E-08,-0.4615546,0.8871118#0,0,0 3#False#0#42,43,24#1,2,0#-3.621746E-08,-0.5374894,0.8432705/5.068261E-09,-0.7071053,0.7071081/-1.636629E-08,-0.7071069,0.7071068#0,0,0 3#False#0#24,3,42#1,0,0#-1.636629E-08,-0.7071069,0.7071068/-4.625083E-08,-0.4615546,0.8871118/-3.621746E-08,-0.5374894,0.8432705#0,0,0 3#False#0#25,24,43#0,0,1#-1.061233E-08,-0.8660246,0.5000013/-1.636629E-08,-0.7071069,0.7071068/5.068261E-09,-0.7071053,0.7071081#0,0,0 3#False#0#35,13,37#1,2,0#-7.595126E-09,-0.6754279,-0.737426/9.289297E-09,-0.461553,-0.8871126/-5.907289E-09,-0.5374895,-0.8432705#0,0,0 3#False#0#12,37,13#1,0,0#8.798935E-09,-0.2588198,-0.9659256/-5.907289E-09,-0.5374895,-0.8432705/9.289297E-09,-0.461553,-0.8871126#0,0,0 3#False#0#12,11,44#0,2,1#8.798937E-09,-0.2588198,-0.9659257/1.981639E-09,-1.217409E-06,-1/0,-1.239954E-06,-1#0,0,0 3#False#0#38,44,11#1,0,0#3.366606E-09,0.2588162,-0.9659266/0,-1.239954E-06,-1/1.981639E-09,-1.213652E-06,-1#0,0,0 3#False#0#39,45,41#1,2,0#1.112949E-08,0.5000044,-0.8660229/1.307991E-08,0.7374303,-0.6754231/1.884782E-08,0.6754321,-0.7374221#0,0,0 3#False#0#15,41,45#1,0,0#6.279061E-08,0.8660244,-0.5000015/1.884782E-08,0.6754321,-0.7374221/1.307991E-08,0.7374303,-0.6754231#0,0,0 3#False#0#38,11,46#0,1,2#3.366606E-09,0.2588162,-0.9659265/1.981639E-09,-1.213652E-06,-1/3.459959E-09,0.258816,-0.9659266#0,0,0 3#False#0#38,46,39#0,1,0#3.366606E-09,0.2588162,-0.9659266/3.459959E-09,0.258816,-0.9659266/1.112949E-08,0.5000044,-0.8660229#0,0,0 3#False#0#15,45,47#0,1,2#6.279062E-08,0.8660244,-0.5000015/1.307991E-08,0.7374303,-0.6754231/8.902016E-08,0.8660272,-0.4999969#0,0,0 3#False#0#15,47,16#0,1,0#6.279061E-08,0.8660245,-0.5000015/8.902016E-08,0.8660272,-0.4999969/6.380599E-08,0.9659265,-0.2588166#0,0,0 3#True#1#0,12,1#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#1,12,44#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#1,44,23#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#23,44,38#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#23,38,22#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#22,38,40#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#22,40,20#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#20,40,41#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#20,41,18#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#18,41,15#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#18,15,8#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#8,15,14#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#8,14,17#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#12,0,37#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#37,0,3#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#37,3,36#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#36,3,24#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#36,24,34#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#34,24,26#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#34,26,32#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#32,26,28#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#32,28,30#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#5,46,4#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#4,46,11#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#4,11,2#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#2,11,10#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#2,10,42#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#42,10,13#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#42,13,43#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#43,13,35#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#43,35,25#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#25,35,33#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#25,33,27#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#27,33,31#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#27,31,29#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#46,5,39#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#39,5,21#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#39,21,45#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#45,21,19#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#45,19,47#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#47,19,7#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#47,7,16#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#16,7,6#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#16,6,9#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#False#0#48,49,50#1,2,1#0,0.9029906,-0.4296603/-9.440171E-05,0.9458982,-0.3244636/0.0008091505,0.906786,-0.4215904#0,0,0 3#False#0#50,49,51#0,2,1#0.0008091505,0.906786,-0.4215904/-9.440171E-05,0.9458982,-0.3244636/0.0005455593,0.9778779,-0.2091757#0,0,0 3#True#0#51,49,52#0,1,2#0.0005455593,0.9778779,-0.2091757/-9.440171E-05,0.9458982,-0.3244636/-0.0006417349,0.9999316,0.01167541#0,0,0 3#True#0#51,52,53#0,2,1#0.0005455593,0.9778779,-0.2091757/-0.0006417349,0.9999316,0.0116754/0.0006406924,0.9895546,0.1441569#0,0,0 3#False#0#53,52,54#0,1,2#0.0006406924,0.9895546,0.1441569/-0.0006417349,0.9999316,0.0116754/-0.0005463429,0.933387,0.3588708#0,0,0 3#False#0#53,54,55#0,2,1#0.0006406924,0.9895546,0.1441569/-0.000546343,0.933387,0.3588708/0.001292974,0.8776499,0.4793005#0,0,0 3#False#0#55,54,56#0,1,2#0.001292974,0.8776499,0.4793005/-0.0005463429,0.933387,0.3588708/-0.0005587222,0.7754974,0.6313505#0,0,0 3#False#0#55,56,57#0,2,1#0.001292974,0.8776499,0.4793005/-0.0005587223,0.7754974,0.6313505/0.001194174,0.6890801,0.7246843#0,0,0 3#False#0#57,56,58#0,1,2#0.001194174,0.6890801,0.7246843/-0.0005587222,0.7754974,0.6313505/-0.001194347,0.5558956,0.8312513#0,0,0 3#False#0#57,58,59#0,2,1#0.001194174,0.6890801,0.7246843/-0.001194347,0.5558956,0.8312513/0.0005584691,0.445879,0.8950931#0,0,0 3#False#0#59,58,60#0,1,2#0.0005584691,0.445879,0.8950931/-0.001194347,0.5558956,0.8312513/-0.001293541,0.2751214,0.9614086#0,0,0 3#False#0#59,60,61#0,2,1#0.0005584691,0.445879,0.8950931/-0.001293541,0.2751214,0.9614086/0.0005457524,0.1453935,0.9893737#0,0,0 3#False#0#61,60,62#0,1,2#0.0005457524,0.1453935,0.9893737/-0.001293541,0.2751214,0.9614086/-0.0006413098,-0.07641074,0.9970762#0,0,0 3#False#0#61,62,63#0,2,1#0.0005457524,0.1453935,0.9893737/-0.0006413098,-0.07641074,0.9970762/0.0006413207,-0.2079384,0.9781417#0,0,0 3#False#0#63,62,64#0,1,2#0.0006413206,-0.2079384,0.9781417/-0.0006413098,-0.07641074,0.9970762/-0.0005458515,-0.4185603,0.9081888#0,0,0 3#False#0#63,64,65#0,2,1#0.0006413207,-0.2079384,0.9781417/-0.0005458515,-0.4185603,0.9081888/9.421872E-05,-0.5240185,0.8517068#0,0,0 3#False#0#65,64,66#0,1,2#9.421872E-05,-0.5240185,0.8517068/-0.0005458515,-0.4185603,0.9081888/-0.0005428694,-0.670584,0.7418334#0,0,0 3#False#0#65,66,67#0,2,1#9.421872E-05,-0.5240185,0.8517068/-0.0005428694,-0.670584,0.7418334/0.0005429242,-0.7332512,0.6799577#0,0,0 3#False#0#67,66,68#0,1,2#0.0005429242,-0.7332512,0.6799577/-0.0005428694,-0.670584,0.7418334/-9.403213E-05,-0.8449792,0.5347991#0,0,0 3#False#0#67,68,69#0,2,1#0.0005429242,-0.7332512,0.6799577/-9.403213E-05,-0.8449792,0.5347991/0.0005459586,-0.9027966,0.4300673#0,0,0 3#False#0#69,68,70#0,1,2#0.0005459586,-0.9027966,0.4300674/-9.403213E-05,-0.8449792,0.534799/-0.0006412759,-0.9754201,0.2203525#0,0,0 3#False#0#69,70,71#0,2,1#0.0005459586,-0.9027966,0.4300674/-0.0006412759,-0.9754201,0.2203525/0.0006413321,-0.9960245,0.0890773#0,0,0 3#True#0#71,70,72#0,1,2#0.0006413321,-0.9960245,0.0890773/-0.0006412759,-0.9754201,0.2203525/-0.0006411397,-0.9900342,-0.1408255#0,0,0 3#True#0#71,72,73#0,2,1#0.0006413321,-0.9960245,0.0890773/-0.0006411397,-0.9900342,-0.1408255/0.000641548,-0.9626195,-0.2708564#0,0,0 3#False#0#73,72,74#0,1,2#0.000641548,-0.9626195,-0.2708564/-0.0006411397,-0.9900342,-0.1408255/-0.0005456795,-0.87917,-0.476508#0,0,0 3#False#0#73,74,75#0,2,1#0.000641548,-0.9626195,-0.2708564/-0.0005456795,-0.87917,-0.476508/9.433123E-05,-0.8159769,-0.5780845#0,0,0 3#False#0#75,74,76#0,1,2#9.433122E-05,-0.8159769,-0.5780845/-0.0005456795,-0.87917,-0.476508/-0.00054281,-0.696843,-0.7172236#0,0,0 3#False#0#75,76,77#0,2,1#9.433123E-05,-0.8159769,-0.5780845/-0.00054281,-0.696843,-0.7172236/0.00054289,-0.6310394,-0.7757506#0,0,0 3#False#0#77,76,78#0,1,2#0.00054289,-0.6310394,-0.7757506/-0.00054281,-0.6968429,-0.7172236/-5.722295E-05,-0.4817378,-0.8763154#0,0,0 3#False#0#77,78,79#0,2,1#0.00054289,-0.6310394,-0.7757506/-5.722295E-05,-0.4817378,-0.8763154/7.394264E-05,-0.3804944,-0.9247832#0,0,0 3#False#0#79,78,80#0,1,2#7.394268E-05,-0.3804944,-0.9247832/-5.722295E-05,-0.4817378,-0.8763154/-0.0001552025,-0.1463895,-0.9892271#0,0,0 3#False#0#79,80,81#0,2,1#7.394265E-05,-0.3804944,-0.9247832/-0.0001552025,-0.1463895,-0.9892271/0.0005923759,-0.1418361,-0.98989#0,0,0 3#False#0#82,83,84#2,1,2#-0.0008406542,-0.2079473,0.9781396/-0.0002164744,-0.2099284,0.9777167/-0.0009355386,-0.5104972,0.859879#0,0,0 3#False#0#84,85,82#2,1,0#-0.0009355386,-0.5104972,0.859879/0.0002979099,-0.4553631,0.8903058/-0.0008406542,-0.2079473,0.9781397#0,0,0 3#False#0#86,87,84#2,2,1#-0.001790023,-0.856848,0.5155659/-0.001080094,-0.6889988,0.7247618/-0.0009355386,-0.5104972,0.859879#0,0,0 3#False#0#84,87,85#0,1,0#-0.0009355386,-0.5104972,0.859879/-0.001080094,-0.6889988,0.7247618/0.0002979099,-0.4553631,0.8903058#0,0,0 3#False#0#86,88,87#2,1,0#-0.001790023,-0.856848,0.5155659/0.0003044334,-0.8296109,0.5583419/-0.001080094,-0.6889988,0.7247618#0,0,0 3#False#0#89,90,86#2,2,1#-0.00178091,-0.9993435,0.03618812/-0.001074544,-0.9537623,0.3005598/-0.001790023,-0.856848,0.5155659#0,0,0 3#False#0#86,90,88#0,1,0#-0.001790023,-0.856848,0.5155659/-0.001074544,-0.9537623,0.3005599/0.0003044334,-0.8296109,0.5583419#0,0,0 3#False#0#89,91,90#2,1,0#-0.001780909,-0.9993433,0.03618811/0.0003057928,-0.9962081,0.08700131/-0.001074544,-0.9537624,0.3005599#0,0,0 3#False#0#92,93,89#2,2,1#-0.001772571,-0.8919036,-0.452222/-0.001069192,-0.9800447,-0.1987738/-0.00178091,-0.9993435,0.03618812#0,0,0 3#True#0#89,93,91#0,1,0#-0.00178091,-0.9993435,0.03618812/-0.001069192,-0.9800447,-0.1987738/0.0003057928,-0.9962081,0.08700131#0,0,0 3#False#0#92,94,93#2,1,0#-0.001772571,-0.8919036,-0.452222/0.0003045342,-0.9138573,-0.4060353/-0.001069192,-0.9800447,-0.1987738#0,0,0 3#False#0#95,96,92#2,2,1#-0.001494295,-0.5687677,-0.822497/-0.001063183,-0.761287,-0.6484143/-0.001772571,-0.8919036,-0.4522221#0,0,0 3#False#0#92,96,94#0,1,0#-0.001772571,-0.8919036,-0.452222/-0.001063183,-0.761287,-0.6484143/0.0003045342,-0.9138573,-0.4060353#0,0,0 3#False#0#95,97,96#2,1,0#-0.001494294,-0.5687677,-0.8224968/0.0003047477,-0.6031358,-0.7976385/-0.001063183,-0.761287,-0.6484143#0,0,0 3#False#0#98,99,95#2,2,1#-0.000973538,-0.2047081,-0.9788226/5.934707E-05,-0.363621,-0.9315469/-0.001494294,-0.5687677,-0.8224968#0,0,0 3#False#0#95,99,97#0,1,0#-0.001494295,-0.5687677,-0.8224968/5.934707E-05,-0.363621,-0.9315469/0.0003047477,-0.6031358,-0.7976385#0,0,0 3#False#0#100,101,98#0,2,1#-0.0001400055,0.06410106,-0.9979434/-4.593662E-05,-0.1017921,-0.9948056/-0.000973538,-0.2047081,-0.9788226#0,0,0 3#False#0#98,101,99#0,1,0#-0.000973538,-0.2047081,-0.9788226/-4.593662E-05,-0.1017921,-0.9948056/5.934708E-05,-0.363621,-0.9315469#0,0,0 3#False#0#102,103,100#0,2,1#-0.0001297621,0.3117939,-0.9501498/-4.297653E-05,0.15024,-0.9886496/-0.0001400055,0.06410106,-0.9979434#0,0,0 3#False#0#100,103,101#0,1,0#-0.0001400055,0.06410106,-0.9979434/-4.297653E-05,0.15024,-0.9886496/-4.593661E-05,-0.1017921,-0.9948056#0,0,0 3#False#0#104,105,102#0,2,1#-0.0001190382,0.5396472,-0.8418913/-4.010311E-05,0.3927227,-0.9196569/-0.000129762,0.3117938,-0.9501497#0,0,0 3#False#0#102,105,103#0,1,0#-0.000129762,0.3117938,-0.9501498/-4.010311E-05,0.3927227,-0.9196569/-4.297653E-05,0.15024,-0.9886496#0,0,0 3#False#0#106,107,104#0,2,1#-0.0001078282,0.7331554,-0.6800612/-3.643996E-05,0.6102433,-0.7922142/-0.0001190382,0.5396471,-0.8418913#0,0,0 3#False#0#104,107,105#0,1,0#-0.0001190382,0.5396472,-0.8418913/-3.643995E-05,0.6102431,-0.7922142/-4.010312E-05,0.3927227,-0.9196569#0,0,0 3#False#0#108,109,106#0,2,1#-9.698909E-05,0.8800102,-0.4749549/-3.302596E-05,0.7889754,-0.6144246/-0.0001078282,0.7331554,-0.6800612#0,0,0 3#False#0#106,109,107#0,1,0#-0.0001078282,0.7331554,-0.6800612/-3.302596E-05,0.7889754,-0.6144246/-3.643996E-05,0.6102433,-0.7922142#0,0,0 3#False#0#110,111,108#0,2,1#-0.0001168277,0.9734541,-0.228882/-2.272575E-05,0.9176237,-0.3974502/-9.698909E-05,0.8800102,-0.4749549#0,0,0 3#False#0#108,111,109#0,1,0#-9.698909E-05,0.8800102,-0.4749549/-2.272574E-05,0.9176237,-0.3974502/-3.302596E-05,0.7889754,-0.6144246#0,0,0 3#True#0#112,113,110#2,2,1#-0.0006039567,0.9937214,0.1118809/-0.0007623101,0.9896395,-0.1435724/-0.0001168277,0.9734541,-0.228882#0,0,0 3#False#0#110,113,111#0,1,0#-0.0001168277,0.9734541,-0.228882/-0.0007623101,0.9896395,-0.1435724/-2.272575E-05,0.9176237,-0.3974502#0,0,0 3#True#0#113,112,114#0,2,1#-0.0007623101,0.9896395,-0.1435724/-0.0006039567,0.9937214,0.1118809/0.0003526308,0.9983276,0.05780934#0,0,0 3#False#0#114,112,115#0,2,1#0.0003526308,0.9983276,0.05780934/-0.0006039566,0.9937214,0.1118809/-4.330248E-06,0.9453627,0.3260204#0,0,0 3#False#0#115,112,116#0,1,2#-4.330248E-06,0.9453627,0.3260204/-0.0006039567,0.9937214,0.1118809/-0.0009798795,0.8782068,0.4782803#0,0,0 3#False#0#115,116,117#0,2,1#-4.330241E-06,0.9453627,0.3260204/-0.0009798795,0.8782068,0.4782803/-1.637817E-05,0.8234318,0.5674152#0,0,0 3#False#0#117,116,118#0,1,0#-1.637817E-05,0.8234318,0.5674152/-0.0009798795,0.8782068,0.4782803/-6.272885E-05,0.7177302,0.6963214#0,0,0 3#False#0#117,118,119#0,2,1#-1.637817E-05,0.8234318,0.5674152/-6.272884E-05,0.7177302,0.6963214/-1.262614E-05,0.6555969,0.7551111#0,0,0 3#False#0#119,118,120#0,1,0#-1.262614E-05,0.6555969,0.755111/-6.272884E-05,0.7177302,0.6963214/-4.143044E-05,0.520782,0.8536897#0,0,0 3#False#0#119,120,121#0,2,1#-1.262614E-05,0.6555969,0.7551111/-4.143044E-05,0.520782,0.8536897/-9.994276E-06,0.4463222,0.8948723#0,0,0 3#False#0#121,120,122#0,1,0#-9.994275E-06,0.4463221,0.8948723/-4.143044E-05,0.5207819,0.8536897/-1.738056E-05,0.2771684,0.9608213#0,0,0 3#False#0#121,122,123#0,2,1#-9.994276E-06,0.4463222,0.8948723/-1.738056E-05,0.2771684,0.9608213/-0.0002316243,0.1851707,0.9827064#0,0,0 3#False#0#123,122,124#0,1,0#-0.0002316243,0.1851707,0.9827064/-1.738056E-05,0.2771683,0.9608213/-0.0003428326,0.01519531,0.9998844#0,0,0 3#False#0#123,124,125#0,2,1#-0.0002316243,0.1851707,0.9827064/-0.0003428326,0.01519531,0.9998845/-0.0006965075,0.01443785,0.9998956#0,0,0 3#False#0#48,50,126#0,0,1#0,0,1/0,0,1/1.641777E-05,1.815489E-05,1#0,0,0 3#False#0#126,50,127#0,1,0#1.641777E-05,1.815489E-05,1/0,0,1/-1.696475E-05,2.125857E-05,1#0,0,0 3#False#0#126,127,128#0,0,0#1.641777E-05,1.815489E-05,1/-1.696475E-05,2.125858E-05,1/2.570738E-05,2.717149E-05,1#0,0,0 3#False#0#128,127,129#0,0,0#2.570738E-05,2.717149E-05,1/-1.696475E-05,2.125857E-05,1/-3.032752E-05,2.682427E-05,1#0,0,0 3#False#0#128,129,130#0,0,1#2.570738E-05,2.717149E-05,1/-3.032752E-05,2.682427E-05,1/-1.476221E-06,7.643493E-06,1#0,0,0 3#False#0#130,129,131#0,1,0#-1.476221E-06,7.643492E-06,1/-3.032752E-05,2.682427E-05,1/-4.502682E-06,-4.103203E-05,1#0,0,0 3#False#0#130,131,132#0,0,1#-1.476221E-06,7.643493E-06,1/-4.502682E-06,-4.103203E-05,1/-6.16435E-06,-8.843868E-05,1#0,0,0 3#False#0#132,131,133#0,1,0#-6.164349E-06,-8.843868E-05,1/-4.502682E-06,-4.103203E-05,1/-2.738343E-06,-3.348281E-05,1#0,0,0 3#False#0#132,133,134#0,0,1#-6.164349E-06,-8.843868E-05,1/-2.738343E-06,-3.348281E-05,1/2.613876E-06,3.512352E-05,1#0,0,0 3#False#0#134,133,135#0,1,0#2.613876E-06,3.512352E-05,1/-2.738343E-06,-3.348282E-05,1/4.174844E-06,2.401782E-05,1#0,0,0 3#False#0#134,135,136#0,0,1#2.613876E-06,3.512352E-05,1/4.174844E-06,2.401782E-05,1/-9.346983E-06,-2.737006E-06,1#0,0,0 3#False#0#136,135,137#0,1,0#-9.346983E-06,-2.737008E-06,1/4.174844E-06,2.401782E-05,1/7.109602E-05,-9.015211E-05,1#0,0,0 3#False#0#136,137,138#0,0,0#-9.346982E-06,-2.737007E-06,1/7.109602E-05,-9.015211E-05,1/4.188858E-06,-2.17601E-05,1#0,0,0 3#False#0#138,137,139#0,1,0#4.188857E-06,-2.17601E-05,1/7.109602E-05,-9.015211E-05,1/0.0001450928,-4.89695E-05,1#0,0,0 3#False#0#140,141,127#0,0,1#7.721502E-06,3.588591E-05,1/3.946366E-05,0.0001279454,1/-1.696475E-05,2.125857E-05,1#0,0,0 3#False#0#127,141,142#0,1,0#-1.696475E-05,2.125857E-05,1/3.946366E-05,0.0001279454,1/8.577117E-07,2.093585E-05,1#0,0,0 3#False#0#143,144,140#1,0,1#0,0,1/0,0,1/7.721502E-06,3.588591E-05,1#0,0,0 3#False#0#140,144,145#0,1,0#7.721502E-06,3.588591E-05,1/0,0,1/3.682293E-05,-7.317361E-06,1#0,0,0 3#False#0#140,145,146#0,0,0#7.721502E-06,3.588591E-05,1/3.682293E-05,-7.317361E-06,1/2.860628E-05,2.884749E-05,1#0,0,0 3#False#0#146,145,147#0,0,1#2.860628E-05,2.884749E-05,1/3.682293E-05,-7.317361E-06,1/8.912262E-06,1.822967E-05,1#0,0,0 3#False#0#147,145,148#0,0,1#8.912262E-06,1.822967E-05,1/3.682293E-05,-7.317361E-06,1/3.368213E-05,-1.821651E-05,1#0,0,0 3#False#0#148,145,149#0,0,1#3.368213E-05,-1.821651E-05,1/3.682293E-05,-7.317361E-06,1/1.946998E-05,-7.965123E-05,1#0,0,0 3#False#0#149,145,150#0,1,0#1.946998E-05,-7.965123E-05,1/3.682293E-05,-7.317361E-06,1/-1.647146E-05,2.808301E-06,1#0,0,0 3#False#0#149,150,151#0,0,1#1.946998E-05,-7.965124E-05,1/-1.647145E-05,2.808301E-06,1/-2.169753E-05,-2.377983E-05,1#0,0,0 3#False#0#151,150,152#0,0,1#-2.169753E-05,-2.377983E-05,1/-1.647145E-05,2.808303E-06,1/6.768573E-05,8.062343E-05,1#0,0,0 3#False#0#152,150,153#0,0,1#6.768573E-05,8.062343E-05,1/-1.647146E-05,2.808303E-06,1/-1.164601E-05,1.748116E-05,1#0,0,0 3#False#0#153,150,154#0,0,1#-1.164601E-05,1.748116E-05,1/-1.647145E-05,2.808303E-06,1/-2.593614E-05,-1.64979E-05,1#0,0,0 3#False#0#154,150,155#0,1,0#-2.593614E-05,-1.64979E-05,1/-1.647146E-05,2.808302E-06,1/-1.211846E-05,-5.042082E-07,1#0,0,0 3#False#0#154,155,156#0,0,1#-2.593614E-05,-1.64979E-05,1/-1.211846E-05,-5.042075E-07,1/5.303737E-05,-7.518684E-05,1#0,0,0 3#False#0#156,155,157#0,0,1#5.303737E-05,-7.518684E-05,1/-1.211846E-05,-5.042069E-07,1/-1.859199E-05,2.288379E-05,1#0,0,0 3#False#0#157,155,158#0,0,1#-1.859199E-05,2.288379E-05,1/-1.211846E-05,-5.042069E-07,1/-5.665305E-05,4.686433E-05,1#0,0,0 3#False#0#158,155,159#0,0,0#-5.665305E-05,4.686433E-05,1/-1.211846E-05,-5.042079E-07,1/1.494948E-05,-3.761415E-05,1#0,0,0 3#False#0#158,159,160#0,0,1#-5.665305E-05,4.686433E-05,1/1.494948E-05,-3.761415E-05,1/5.239564E-05,-9.687543E-05,1#0,0,0 3#False#0#160,159,161#0,0,1#5.239564E-05,-9.687543E-05,1/1.494948E-05,-3.761415E-05,1/3.964796E-05,-8.329681E-05,1#0,0,0 3#False#0#161,159,138#0,1,0#3.964796E-05,-8.329681E-05,1/1.494948E-05,-3.761415E-05,1/4.188857E-06,-2.17601E-05,1#0,0,0 3#False#0#161,138,162#0,0,1#3.964796E-05,-8.329681E-05,1/4.188859E-06,-2.17601E-05,1/-1.653868E-07,4.415692E-05,1#0,0,0 3#False#0#162,138,163#0,0,0#-1.653869E-07,4.415692E-05,1/4.188857E-06,-2.17601E-05,1/-4.96611E-05,5.097356E-05,1#0,0,0 3#False#0#162,163,164#0,0,1#-1.653869E-07,4.415692E-05,1/-4.96611E-05,5.097355E-05,1/1.403353E-06,6.209368E-05,1#0,0,0 3#False#0#164,163,165#0,1,0#1.403353E-06,6.209368E-05,1/-4.96611E-05,5.097355E-05,1/-1.406908E-06,-5.871401E-05,1#0,0,0 3#False#0#164,165,166#0,0,1#1.403353E-06,6.209368E-05,1/-1.406908E-06,-5.871401E-05,1/-2.694042E-06,-5.920939E-05,1#0,0,0 3#False#0#166,165,167#0,1,0#-2.694042E-06,-5.920939E-05,1/-1.406908E-06,-5.871401E-05,1/-5.84329E-06,-2.152867E-05,1#0,0,0 3#False#0#166,167,168#0,0,1#-2.694042E-06,-5.920939E-05,1/-5.84329E-06,-2.152867E-05,1/-6.346461E-06,-1.449977E-05,1#0,0,0 3#False#0#168,167,169#0,1,0#-6.346461E-06,-1.449977E-05,1/-5.84329E-06,-2.152867E-05,1/-4.954799E-06,-3.816671E-05,1#0,0,0 3#False#0#168,169,170#0,0,1#-6.346461E-06,-1.449977E-05,1/-4.954799E-06,-3.816671E-05,1/-1.811318E-05,3.67334E-06,1#0,0,0 3#False#0#170,169,171#0,1,0#-1.811318E-05,3.673341E-06,1/-4.954799E-06,-3.816671E-05,1/3.206062E-05,3.865063E-05,1#0,0,0 3#False#0#170,171,140#0,0,0#-1.811318E-05,3.67334E-06,1/3.206062E-05,3.865063E-05,1/7.721502E-06,3.588591E-05,1#0,0,0 3#False#0#140,171,172#0,1,0#7.721504E-06,3.588591E-05,1/3.206062E-05,3.865063E-05,1/-5.267253E-05,-3.940131E-05,1#0,0,0 3#False#0#159,155,173#0,1,0#1.494948E-05,-3.761415E-05,1/-1.211846E-05,-5.042079E-07,1/0,0,1#0,0,0 3#False#0#159,173,174#0,1,1#1.494948E-05,-3.761415E-05,1/0,0,1/0,0,1#0,0,0 3#False#0#175,176,138#0,0,1#7.482012E-06,-1.080229E-05,1/-2.55764E-05,-5.830259E-06,1/4.188859E-06,-2.17601E-05,1#0,0,0 3#False#0#138,176,136#0,1,0#4.188858E-06,-2.17601E-05,1/-2.55764E-05,-5.830259E-06,1/-9.346982E-06,-2.737008E-06,1#0,0,0 3#False#0#175,177,178#1,1,0#7.482012E-06,-1.080229E-05,1/0,0,1/0,0,1#0,0,0 3#False#0#178,179,175#1,0,0#0,0,1/6.142854E-06,-3.918256E-06,1/7.482012E-06,-1.080229E-05,1#0,0,0 3#False#0#175,179,180#0,0,0#7.482012E-06,-1.080229E-05,1/6.142854E-06,-3.918256E-06,1/5.401873E-05,4.621209E-05,1#0,0,0 3#False#0#180,179,181#0,0,1#5.401873E-05,4.621209E-05,1/6.142854E-06,-3.918256E-06,1/-3.747123E-05,-4.550075E-05,1#0,0,0 3#False#0#181,179,182#0,0,1#-3.747123E-05,-4.550075E-05,1/6.142854E-06,-3.918257E-06,1/3.639473E-05,-1.426408E-06,1#0,0,0 3#False#0#182,179,183#0,0,1#3.639473E-05,-1.426408E-06,1/6.142854E-06,-3.918257E-06,1/4.481421E-05,3.637693E-05,1#0,0,0 3#False#0#183,179,184#0,0,1#4.481421E-05,3.637693E-05,1/6.142854E-06,-3.918256E-06,1/2.647964E-08,-5.827405E-05,1#0,0,0 3#False#0#184,179,185#0,1,0#2.647964E-08,-5.827405E-05,1/6.142854E-06,-3.918256E-06,1/-7.383701E-06,2.602085E-05,1#0,0,0 3#False#0#184,185,186#0,0,1#2.647964E-08,-5.827405E-05,1/-7.383703E-06,2.602085E-05,1/-2.872406E-05,5.275715E-05,1#0,0,0 3#False#0#186,185,187#0,0,1#-2.872406E-05,5.275715E-05,1/-7.3837E-06,2.602085E-05,1/-3.328339E-05,3.214484E-05,1#0,0,0 3#False#0#187,185,188#0,0,1#-3.328339E-05,3.214484E-05,1/-7.3837E-06,2.602084E-05,1/-3.171346E-06,2.53248E-05,1#0,0,0 3#False#0#188,185,189#0,0,1#-3.171346E-06,2.53248E-05,1/-7.383701E-06,2.602085E-05,1/4.341596E-05,0.0001041963,1#0,0,0 3#False#0#189,185,126#0,1,0#4.341596E-05,0.0001041963,1/-7.383701E-06,2.602085E-05,1/1.641777E-05,1.815489E-05,1#0,0,0 3#False#0#189,126,190#0,0,1#4.341596E-05,0.0001041963,1/1.641777E-05,1.815489E-05,1/7.424163E-06,4.052797E-05,1#0,0,0 3#False#0#190,126,191#0,0,1#7.424163E-06,4.052797E-05,1/1.641777E-05,1.815489E-05,1/-6.508037E-05,-2.151098E-05,1#0,0,0 3#False#0#191,126,128#0,0,1#-6.508037E-05,-2.151098E-05,1/1.641777E-05,1.815489E-05,1/2.570738E-05,2.717149E-05,1#0,0,0 3#False#0#146,170,140#1,0,0#2.860628E-05,2.884749E-05,1/-1.811318E-05,3.67334E-06,1/7.721502E-06,3.588591E-05,1#0,0,0 3#False#0#180,192,175#1,0,0#5.401873E-05,4.621209E-05,1/1.802266E-05,-1.350773E-05,1/7.482012E-06,-1.080229E-05,1#0,0,0 3#False#0#175,192,176#0,1,0#7.482012E-06,-1.080229E-05,1/1.802266E-05,-1.350773E-05,1/-2.55764E-05,-5.830259E-06,1#0,0,0 3#False#0#139,193,138#1,0,0#0.0001450928,-4.89695E-05,1/3.851872E-05,-3.461909E-05,1/4.188858E-06,-2.17601E-05,1#0,0,0 3#False#0#138,193,194#0,1,0#4.188857E-06,-2.17601E-05,1/3.851872E-05,-3.461909E-05,1/-0.0001001849,-5.491475E-05,1#0,0,0 3#False#0#138,194,163#0,1,0#4.188857E-06,-2.17601E-05,1/-0.0001001849,-5.491475E-05,1/-4.96611E-05,5.097356E-05,1#0,0,0 3#False#0#172,195,140#1,0,0#-5.267253E-05,-3.940131E-05,1/2.068986E-05,5.616788E-05,1/7.721502E-06,3.588591E-05,1#0,0,0 3#False#0#140,195,141#0,1,0#7.721502E-06,3.588591E-05,1/2.068986E-05,5.616788E-05,1/3.946366E-05,0.0001279454,1#0,0,0 3#False#0#142,196,127#1,0,0#8.577117E-07,2.093585E-05,1/1.438137E-06,-9.149189E-07,1/-1.696475E-05,2.125857E-05,1#0,0,0 3#False#0#127,196,129#0,1,0#-1.696475E-05,2.125857E-05,1/1.438137E-06,-9.149189E-07,1/-3.032752E-05,2.682427E-05,1#0,0,0 3#False#0#83,82,124#0,0,1#-0.0002164744,-0.2099284,0.9777167/-0.0008406542,-0.2079473,0.9781396/-0.0003428326,0.01519532,0.9998844#0,0,0 3#False#0#124,82,125#0,1,0#-0.0003428326,0.01519531,0.9998844/-0.0008406542,-0.2079473,0.9781396/-0.0006965075,0.01443785,0.9998956#0,0,0 3#True#1#126,197,48#1,0,0#-1,0,0/-1,0,0/-1,-1.699449E-05,1.555183E-05#0,0,0 3#True#1#48,197,80#0,1,0#-1,-1.699449E-05,1.555183E-05/-1,0,0/-1,1.484846E-05,7.368741E-06#0,0,0 3#True#1#48,80,85#0,0,0#-1,-1.699449E-05,1.555183E-05/-1,1.484846E-05,7.368741E-06/-1,-1.705766E-05,5.03398E-05#0,0,0 3#True#1#85,80,82#0,0,0#-1,-1.705766E-05,5.03398E-05/-1,1.484846E-05,7.368741E-06/-1,5.454316E-05,1.004628E-06#0,0,0 3#True#1#82,80,125#0,0,0#-1,5.454316E-05,1.004628E-06/-1,1.484846E-05,7.368741E-06/-1,6.128272E-05,-1.768495E-05#0,0,0 3#True#1#125,80,123#0,0,0#-1,6.128272E-05,-1.768495E-05/-1,1.484846E-05,7.368741E-06/-1,0,0#0,0,0 3#True#1#123,80,78#0,0,0#-1,0,0/-1,1.484846E-05,7.368741E-06/-1,0,0#0,0,0 3#True#1#123,78,121#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#121,78,76#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#121,76,119#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#119,76,74#0,0,0#-1,0,0/-1,0,0/-1,-1.543716E-06,6.250099E-06#0,0,0 3#True#1#119,74,117#0,0,0#-1,0,0/-1,-1.543716E-06,6.250099E-06/-1,-6.739567E-06,1.106967E-05#0,0,0 3#True#1#117,74,115#0,0,0#-1,-6.739567E-06,1.106967E-05/-1,-1.543716E-06,6.250099E-06/-1,4.039051E-07,8.791907E-06#0,0,0 3#True#1#115,74,72#0,0,0#-1,4.039051E-07,8.791907E-06/-1,-1.543716E-06,6.250099E-06/-1,7.514608E-06,1.43789E-06#0,0,0 3#True#1#115,72,114#0,0,0#-1,4.039051E-07,8.791907E-06/-1,7.514608E-06,1.43789E-06/-1,7.60749E-06,3.110437E-07#0,0,0 3#True#1#114,72,70#0,0,0#-1,7.607491E-06,3.110437E-07/-1,7.514608E-06,1.43789E-06/-1,4.752516E-06,-7.132076E-06#0,0,0 3#True#1#114,70,113#0,0,0#-1,7.607491E-06,3.110437E-07/-1,4.752516E-06,-7.132076E-06/-1,5.578546E-06,-1.43028E-05#0,0,0 3#True#1#113,70,111#0,0,0#-1,5.578546E-06,-1.43028E-05/-1,4.752516E-06,-7.132076E-06/-1,6.278585E-06,-2.448383E-06#0,0,0 3#True#1#111,70,68#0,0,0#-1,6.278585E-06,-2.448383E-06/-1,4.752516E-06,-7.132076E-06/-1,7.099609E-06,5.293154E-06#0,0,0 3#True#1#111,68,109#0,0,0#-1,6.278585E-06,-2.448383E-06/-1,7.099609E-06,5.293154E-06/-1,8.8081E-06,3.429437E-06#0,0,0 3#True#1#109,68,66#0,0,0#-1,8.8081E-06,3.429437E-06/-1,7.099609E-06,5.293154E-06/-1,5.286437E-06,-5.55478E-06#0,0,0 3#True#1#109,66,107#0,0,0#-1,8.8081E-06,3.429437E-06/-1,5.286437E-06,-5.55478E-06/-1,4.451339E-06,-6.144909E-06#0,0,0 3#True#1#107,66,64#0,0,0#-1,4.451339E-06,-6.144909E-06/-1,5.286437E-06,-5.55478E-06/-1,3.537472E-06,-6.774668E-06#0,0,0 3#True#1#107,64,105#0,0,0#-1,4.451339E-06,-6.144909E-06/-1,3.537472E-06,-6.774669E-06/-1,2.567099E-06,-7.170974E-06#0,0,0 3#True#1#105,64,62#0,0,0#-1,2.567099E-06,-7.170974E-06/-1,3.537472E-06,-6.774668E-06/-1,9.04314E-07,-7.595007E-06#0,0,0 3#True#1#105,62,103#0,0,0#-1,2.567099E-06,-7.170974E-06/-1,9.043139E-07,-7.595007E-06/-1,8.31743E-07,-7.540918E-06#0,0,0 3#True#1#103,62,101#0,0,0#-1,8.31743E-07,-7.540918E-06/-1,9.04314E-07,-7.595007E-06/-1,7.234563E-06,-1.049882E-05#0,0,0 3#True#1#101,62,60#0,0,0#-1,7.234563E-06,-1.049882E-05/-1,9.043139E-07,-7.595007E-06/-1,5.14512E-06,-1.27285E-05#0,0,0 3#True#1#101,60,99#0,0,0#-1,7.234563E-06,-1.049882E-05/-1,5.14512E-06,-1.27285E-05/-1,-3.295605E-06,-7.869038E-06#0,0,0 3#True#1#99,60,58#0,0,0#-1,-3.295604E-06,-7.869038E-06/-1,5.14512E-06,-1.27285E-05/-1,-1.245329E-05,-4.430703E-06#0,0,0 3#True#1#99,58,97#0,0,0#-1,-3.295604E-06,-7.869038E-06/-1,-1.245329E-05,-4.430703E-06/-1,-7.939117E-06,-9.459478E-06#0,0,0 3#True#1#97,58,56#0,0,0#-1,-7.939117E-06,-9.459478E-06/-1,-1.245329E-05,-4.430703E-06/-1,-3.673815E-06,-1.455853E-05#0,0,0 3#True#1#97,56,96#0,0,0#-1,-7.939117E-06,-9.459478E-06/-1,-3.673815E-06,-1.455853E-05/-1,-6.286893E-06,-1.529945E-05#0,0,0 3#True#1#96,56,54#0,0,0#-1,-6.286893E-06,-1.529945E-05/-1,-3.673815E-06,-1.455853E-05/-1,-1.397589E-05,-6.158297E-06#0,0,0 3#True#1#96,54,94#0,0,0#-1,-6.286893E-06,-1.529945E-05/-1,-1.397589E-05,-6.158297E-06/-1,-1.386707E-05,-6.156977E-06#0,0,0 3#True#1#94,54,93#0,0,0#-1,-1.386707E-05,-6.156977E-06/-1,-1.397589E-05,-6.158297E-06/-1,-1.546899E-05,-1.151833E-05#0,0,0 3#True#1#93,54,52#0,0,0#-1,-1.546899E-05,-1.151833E-05/-1,-1.397589E-05,-6.158297E-06/-1,-1.838275E-05,-9.109281E-06#0,0,0 3#True#1#93,52,91#0,0,0#-1,-1.546899E-05,-1.151833E-05/-1,-1.838276E-05,-9.109281E-06/-1,-2.071929E-05,-6.243019E-06#0,0,0 3#True#1#91,52,49#0,0,0#-1,-2.071929E-05,-6.243019E-06/-1,-1.838275E-05,-9.109281E-06/-1,-2.178298E-05,6.985188E-06#0,0,0 3#True#1#91,49,90#0,0,0#-1,-2.071929E-05,-6.243019E-06/-1,-2.178298E-05,6.985188E-06/-1,-2.148513E-05,7.626264E-06#0,0,0 3#True#1#90,49,88#0,0,0#-1,-2.148513E-05,7.626264E-06/-1,-2.178298E-05,6.985188E-06/-1,-2.834022E-05,-3.297616E-06#0,0,0 3#True#1#88,49,48#0,0,0#-1,-2.834022E-05,-3.297616E-06/-1,-2.178298E-05,6.985188E-06/-1,-1.699449E-05,1.555183E-05#0,0,0 3#True#1#88,48,87#0,0,0#-1,-2.834022E-05,-3.297616E-06/-1,-1.699449E-05,1.555183E-05/-1,-3.061433E-05,2.061899E-05#0,0,0 3#True#1#87,48,85#0,0,0#-1,-3.061433E-05,2.061899E-05/-1,-1.699449E-05,1.555183E-05/-1,-1.705766E-05,5.03398E-05#0,0,0 3#False#0#143,198,144#1,2,0#0,0.9029906,-0.4296603/-9.440187E-05,0.9458982,-0.3244636/0.0008091514,0.906786,-0.4215904#0,0,0 3#False#0#144,198,199#0,2,1#0.0008091514,0.906786,-0.4215904/-9.440187E-05,0.9458982,-0.3244636/0.00054556,0.9778779,-0.2091757#0,0,0 3#True#0#199,198,200#0,1,2#0.00054556,0.9778779,-0.2091757/-9.440187E-05,0.9458982,-0.3244636/-0.0006417357,0.9999316,0.0116754#0,0,0 3#True#0#199,200,201#0,2,1#0.00054556,0.9778779,-0.2091757/-0.0006417357,0.9999316,0.0116754/0.0006406933,0.9895546,0.1441569#0,0,0 3#False#0#201,200,202#0,1,2#0.0006406933,0.9895546,0.1441569/-0.0006417357,0.9999316,0.0116754/-0.0005463436,0.933387,0.3588708#0,0,0 3#False#0#201,202,203#0,2,1#0.0006406933,0.9895546,0.1441569/-0.0005463436,0.933387,0.3588708/0.001292976,0.8776499,0.4793005#0,0,0 3#False#0#203,202,204#0,1,2#0.001292976,0.8776499,0.4793005/-0.0005463436,0.933387,0.3588708/-0.0005587229,0.7754974,0.6313505#0,0,0 3#False#0#203,204,205#0,2,1#0.001292976,0.8776499,0.4793005/-0.0005587229,0.7754974,0.6313505/0.001194176,0.6890799,0.7246843#0,0,0 3#False#0#205,204,206#0,1,2#0.001194176,0.6890801,0.7246843/-0.0005587229,0.7754974,0.6313505/-0.001194349,0.5558954,0.8312513#0,0,0 3#False#0#205,206,207#0,2,1#0.001194176,0.6890799,0.7246843/-0.001194349,0.5558954,0.8312513/0.0005584697,0.445879,0.8950931#0,0,0 3#False#0#207,206,208#0,1,2#0.0005584698,0.445879,0.8950931/-0.001194349,0.5558954,0.8312513/-0.001293543,0.2751214,0.9614086#0,0,0 3#False#0#207,208,209#0,2,1#0.0005584697,0.445879,0.8950931/-0.001293543,0.2751214,0.9614086/0.000545753,0.1453935,0.9893737#0,0,0 3#False#0#209,208,210#0,1,2#0.000545753,0.1453935,0.9893737/-0.001293543,0.2751214,0.9614086/-0.0006413107,-0.07641075,0.9970762#0,0,0 3#False#0#209,210,211#0,2,1#0.000545753,0.1453935,0.9893737/-0.0006413106,-0.07641074,0.9970762/0.0006413215,-0.2079384,0.9781417#0,0,0 3#False#0#211,210,212#0,1,2#0.0006413215,-0.2079384,0.9781417/-0.0006413107,-0.07641075,0.9970762/-0.0005458522,-0.4185603,0.9081888#0,0,0 3#False#0#211,212,213#0,2,1#0.0006413215,-0.2079384,0.9781417/-0.0005458521,-0.4185603,0.9081888/9.421883E-05,-0.5240185,0.8517067#0,0,0 3#False#0#213,212,214#0,1,2#9.421883E-05,-0.5240185,0.8517067/-0.0005458521,-0.4185602,0.9081888/-0.0005428701,-0.670584,0.7418334#0,0,0 3#False#0#213,214,215#0,2,1#9.421883E-05,-0.5240186,0.8517067/-0.00054287,-0.6705839,0.7418335/0.0005429249,-0.7332511,0.6799577#0,0,0 3#False#0#215,214,216#0,1,2#0.0005429249,-0.7332511,0.6799577/-0.0005428701,-0.670584,0.7418334/-9.403224E-05,-0.8449792,0.5347991#0,0,0 3#False#0#215,216,217#0,2,1#0.0005429249,-0.7332511,0.6799577/-9.403224E-05,-0.8449792,0.5347991/0.0005459593,-0.9027966,0.4300674#0,0,0 3#False#0#217,216,218#0,1,2#0.0005459593,-0.9027966,0.4300674/-9.403224E-05,-0.8449792,0.534799/-0.0006412766,-0.9754201,0.2203525#0,0,0 3#False#0#217,218,219#0,2,1#0.0005459593,-0.9027966,0.4300674/-0.0006412766,-0.9754201,0.2203525/0.0006413331,-0.9960245,0.08907731#0,0,0 3#True#0#219,218,220#0,1,2#0.0006413331,-0.9960245,0.08907731/-0.0006412766,-0.9754201,0.2203525/-0.0006411405,-0.9900342,-0.1408255#0,0,0 3#True#0#219,220,221#0,2,1#0.000641333,-0.9960245,0.0890773/-0.0006411405,-0.9900342,-0.1408255/0.0006415486,-0.9626195,-0.2708564#0,0,0 3#False#0#221,220,222#0,1,2#0.0006415486,-0.9626195,-0.2708564/-0.0006411405,-0.9900342,-0.1408255/-0.0005456803,-0.87917,-0.476508#0,0,0 3#False#0#221,222,223#0,2,1#0.0006415486,-0.9626195,-0.2708564/-0.0005456803,-0.87917,-0.476508/9.433123E-05,-0.8159769,-0.5780845#0,0,0 3#False#0#223,222,224#0,1,2#9.433123E-05,-0.8159769,-0.5780845/-0.0005456803,-0.87917,-0.476508/-0.0005428107,-0.6968429,-0.7172236#0,0,0 3#False#0#223,224,225#0,2,1#9.433123E-05,-0.8159769,-0.5780845/-0.0005428107,-0.6968429,-0.7172236/0.0005428907,-0.6310394,-0.7757506#0,0,0 3#False#0#225,224,226#0,1,2#0.0005428907,-0.6310394,-0.7757506/-0.0005428107,-0.6968429,-0.7172236/-5.722299E-05,-0.4817379,-0.8763155#0,0,0 3#False#0#225,226,227#0,2,1#0.0005428907,-0.6310394,-0.7757506/-5.722299E-05,-0.4817379,-0.8763155/7.394276E-05,-0.3804944,-0.9247832#0,0,0 3#False#0#227,226,228#0,1,2#7.394276E-05,-0.3804944,-0.9247832/-5.722299E-05,-0.4817379,-0.8763155/-0.0001552027,-0.1463895,-0.9892271#0,0,0 3#False#0#227,228,229#0,2,1#7.394277E-05,-0.3804944,-0.9247832/-0.0001552027,-0.1463895,-0.9892271/0.0005923767,-0.1418361,-0.98989#0,0,0 3#False#0#230,231,232#1,0,2#0,-0.1838342,0.9829572/0,-0.4073992,0.9132501/-0.0003486545,-0.1923445,0.9813275#0,0,0 3#False#0#232,231,233#0,2,1#-0.0003486545,-0.1923445,0.9813275/0,-0.4073992,0.9132501/0,-0.4832592,0.8754774#0,0,0 3#False#0#233,231,234#0,1,0#0,-0.4832592,0.8754774/0,-0.4073993,0.9132501/0,-0.6231008,0.7821416#0,0,0 3#False#0#233,234,235#0,2,1#0,-0.4832592,0.8754774/0,-0.6231008,0.7821416/0,-0.6870827,0.7265793#0,0,0 3#False#0#235,234,236#0,1,0#0,-0.6870827,0.7265793/0,-0.6231008,0.7821416/0,-0.7991001,0.601198#0,0,0 3#False#0#235,236,237#0,2,1#0,-0.6870827,0.7265793/0,-0.7991001,0.601198/0,-0.8471346,0.5313783#0,0,0 3#False#0#237,236,238#0,1,0#0,-0.8471347,0.5313783/0,-0.7991001,0.601198/0,-0.9241844,0.3819466#0,0,0 3#False#0#237,238,239#0,2,1#0,-0.8471347,0.5313783/0,-0.9241844,0.3819466/0,-0.9532015,0.3023356#0,0,0 3#False#0#239,238,240#0,1,0#0,-0.9532015,0.3023356/0,-0.9241844,0.3819466/0,-0.990381,0.1383674#0,0,0 3#False#0#239,240,241#0,2,1#0,-0.9532015,0.3023356/0,-0.990381,0.1383674/0,-0.9985403,0.05400961#0,0,0 3#True#0#241,240,242#0,1,0#0,-0.9985403,0.05400962/0,-0.990381,0.1383674/0,-0.9934758,-0.1140428#0,0,0 3#True#0#241,242,243#0,2,1#0,-0.9985403,0.05400962/0,-0.9934758,-0.1140428/0,-0.9802551,-0.1977374#0,0,0 3#False#0#243,242,244#0,1,0#0,-0.9802551,-0.1977374/0,-0.9934758,-0.1140427/0,-0.9332744,-0.359164#0,0,0 3#False#0#243,244,245#0,2,1#0,-0.9802551,-0.1977374/0,-0.9332744,-0.359164/0,-0.8995124,-0.4368953#0,0,0 3#False#0#245,244,246#0,1,0#0,-0.8995124,-0.4368953/0,-0.9332744,-0.359164/0,-0.8136013,-0.5814232#0,0,0 3#False#0#245,246,247#0,2,1#0,-0.8995124,-0.4368953/0,-0.8136013,-0.5814232/0,-0.7614529,-0.6482203#0,0,0 3#False#0#247,246,248#0,1,0#0,-0.7614529,-0.6482203/0,-0.8136013,-0.5814232/0,-0.6420901,-0.7666292#0,0,0 3#False#0#247,248,249#0,2,1#0,-0.7614529,-0.6482203/0,-0.6420901,-0.7666292/0,-0.5748755,-0.8182409#0,0,0 3#False#0#249,248,250#0,1,0#0,-0.5748755,-0.8182409/0,-0.6420901,-0.7666292/0,-0.4296673,-0.9029872#0,0,0 3#False#0#249,250,251#0,2,1#0,-0.5748755,-0.8182409/0,-0.4296673,-0.9029872/0,-0.3516739,-0.9361225#0,0,0 3#False#0#251,250,252#0,1,0#0,-0.3516739,-0.9361225/0,-0.4296673,-0.9029872/0,-0.189873,-0.9818087#0,0,0 3#False#0#251,252,253#0,2,1#0,-0.3516739,-0.9361225/0,-0.189873,-0.9818087/0,-0.1060653,-0.9943591#0,0,0 3#False#0#253,252,254#0,1,0#0,-0.1060653,-0.9943591/0,-0.189873,-0.9818087/0,0.06202385,-0.9980747#0,0,0 3#False#0#253,254,255#0,2,1#0,-0.1060653,-0.9943591/0,0.06202385,-0.9980747/0,0.1463054,-0.9892396#0,0,0 3#False#0#255,254,256#0,1,0#0,0.1463054,-0.9892396/0,0.06202384,-0.9980747/0,0.3099689,-0.9507468#0,0,0 3#False#0#255,256,257#0,2,1#0,0.1463054,-0.9892396/0,0.3099689,-0.9507468/0,0.3893511,-0.9210895#0,0,0 3#False#0#257,256,258#0,1,0#0,0.3893511,-0.9210895/0,0.3099689,-0.9507468/0,0.538161,-0.842842#0,0,0 3#False#0#257,258,259#0,2,1#0,0.3893511,-0.9210895/0,0.538161,-0.842842/0,0.6075887,-0.7942518#0,0,0 3#False#0#259,258,260#0,1,0#0,0.6075887,-0.7942518/0,0.538161,-0.842842/0,0.7320653,-0.6812344#0,0,0 3#False#0#259,260,261#0,2,1#0,0.6075887,-0.7942518/0,0.7320653,-0.6812344/0,0.7871143,-0.6168072#0,0,0 3#False#0#261,260,262#0,1,0#0,0.7871143,-0.6168072/0,0.7320653,-0.6812344/0,0.8793256,-0.4762211#0,0,0 3#False#0#261,262,263#0,2,1#0,0.7871143,-0.6168072/0,0.8793256,-0.4762211/0,0.916488,-0.400062#0,0,0 3#False#0#263,262,264#0,1,0#0,0.916488,-0.400062/0,0.8793256,-0.4762211/0,0.9705579,-0.2408678#0,0,0 3#False#0#263,264,265#0,2,1#0,0.916488,-0.400062/0,0.9705579,-0.2408678/0,0.9874659,-0.1578327#0,0,0 3#True#0#265,264,266#0,1,0#0,0.9874659,-0.1578327/0,0.9705579,-0.2408678/0,0.9999517,0.009835942#0,0,0 3#True#0#265,266,267#0,2,1#0,0.9874659,-0.1578327/0,0.9999517,0.009835942/0,0.9955278,0.09446956#0,0,0 3#False#0#267,266,268#0,1,0#0,0.9955278,0.09446956/0,0.9999517,0.009835942/0,0.9656293,0.2599235#0,0,0 3#False#0#267,268,269#0,2,1#0,0.9955278,0.09446956/0,0.9656293,0.2599235/0,0.9401561,0.3407441#0,0,0 3#False#0#269,268,270#0,1,0#0,0.9401561,0.3407441/0,0.9656293,0.2599235/0,0.8697838,0.493433#0,0,0 3#False#0#269,270,271#0,2,1#0,0.9401561,0.3407441/0,0.8697838,0.493433/0,0.8248845,0.5653012#0,0,0 3#False#0#271,270,272#0,1,0#0,0.8248845,0.5653012/0,0.8697838,0.493433/0,0.7185185,0.6955079#0,0,0 3#False#0#271,272,273#0,2,1#0,0.8248845,0.5653012/0,0.7185185,0.6955079/0.0008365988,0.6439928,0.765031#0,0,0 3#False#0#273,272,274#0,1,2#0.0008365988,0.6439928,0.7650312/0,0.7185185,0.6955079/2.735206E-05,0.506702,0.8621213#0,0,0 3#False#0#273,274,275#0,2,1#0.0008365988,0.6439928,0.765031/2.735206E-05,0.506702,0.8621213/0.001024597,0.3647449,0.9311069#0,0,0 3#False#0#275,274,276#0,1,2#0.001024597,0.3647449,0.9311069/2.735206E-05,0.506702,0.8621213/-0.0002823837,0.2009938,0.9795925#0,0,0 3#False#0#275,276,277#0,2,1#0.001024597,0.3647449,0.9311069/-0.0002823838,0.2009938,0.9795925/6.21385E-05,0.05302215,0.9985932#0,0,0 3#False#0#277,276,278#0,1,2#6.213846E-05,0.05302215,0.9985932/-0.0002823837,0.2009938,0.9795925/-0.000921941,-0.01144599,0.9999341#0,0,0 3#False#0#230,232,278#0,2,1#0,-0.1838342,0.9829572/-0.0003486545,-0.1923445,0.9813275/-0.0009219409,-0.01144599,0.9999341#0,0,0 3#False#0#278,232,277#0,1,0#-0.000921941,-0.01144599,0.9999341/-0.0003486545,-0.1923445,0.9813275/6.213846E-05,0.05302215,0.9985932#0,0,0 3#True#1#140,279,143#1,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#143,279,228#0,1,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#143,228,233#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#233,228,232#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#232,228,277#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#277,228,275#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#275,228,226#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#275,226,224#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#275,224,273#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#273,224,222#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#273,222,271#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#271,222,269#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#269,222,220#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#269,220,267#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#267,220,218#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#267,218,265#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#265,218,263#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#263,218,216#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#263,216,261#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#261,216,214#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#261,214,259#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#259,214,212#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#259,212,257#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#257,212,210#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#257,210,255#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#255,210,253#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#253,210,208#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#253,208,251#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#251,208,206#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#251,206,249#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#249,206,204#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#249,204,247#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#247,204,202#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#247,202,245#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#245,202,243#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#243,202,200#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#243,200,241#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#241,200,198#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#241,198,239#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#239,198,237#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#237,198,143#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#237,143,235#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#235,143,233#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#False#0#155,280,173#2,2,0#0.9927702,0.1200307,-0.0003438093/0.9647186,0.2632039,-0.0064653/0.8804349,0.474158,0.002949924#0,0,0 3#False#0#173,280,281#0,1,2#0.8804349,0.474158,0.002949924/0.9647186,0.2632039,-0.0064653/0.7844763,0.6201286,-0.006113392#0,0,0 3#False#0#173,281,174#0,2,0#0.8804349,0.474158,0.002949924/0.7844763,0.6201286,-0.006113391/0.6201371,0.7844696,0.006115976#0,0,0 3#False#0#174,281,282#0,1,2#0.6201371,0.7844696,0.006115976/0.7844763,0.6201286,-0.006113392/0.47416,0.8804337,-0.002949612#0,0,0 3#False#0#174,282,159#0,2,0#0.6201371,0.7844696,0.006115976/0.47416,0.8804337,-0.002949612/0.262947,0.9647886,0.006472143#0,0,0 3#False#0#159,282,283#0,1,2#0.262947,0.9647886,0.006472143/0.47416,0.8804337,-0.002949612/0.1195885,0.9928235,0.000349473#0,0,0 3#True#1#280,155,284#0,0,1#0.9647186,0.2632039,-0.0064653/0.9927702,0.1200307,-0.0003438093/0.999993,0.001623326,-0.003403711#0,0,0 3#True#1#284,155,150#0,0,1#0.999993,0.001623326,-0.003403711/0.9927702,0.1200307,-0.0003438093/0.9999992,0.001252318,0#0,0,0 3#False#0#175,285,177#2,2,0#-0.1195885,0.9928235,-0.0003476948/-0.2629535,0.9647868,-0.006470378/-0.4741713,0.8804275,0.002950727#0,0,0 3#False#0#177,285,286#0,1,2#-0.4741713,0.8804275,0.002950727/-0.2629535,0.9647868,-0.006470378/-0.6201432,0.7844648,-0.006116173#0,0,0 3#False#0#177,286,178#0,2,0#-0.4741713,0.8804275,0.002950727/-0.6201432,0.7844648,-0.006116173/-0.78447,0.6201367,0.006111249#0,0,0 3#False#0#178,286,287#0,1,2#-0.78447,0.6201367,0.00611125/-0.6201432,0.7844648,-0.006116173/-0.8804278,0.474171,-0.00295691#0,0,0 3#False#0#178,287,179#0,2,0#-0.78447,0.6201367,0.006111249/-0.8804278,0.474171,-0.00295691/-0.9647163,0.2632127,0.006452787#0,0,0 3#False#0#179,287,288#0,1,2#-0.9647163,0.2632127,0.006452787/-0.8804278,0.474171,-0.00295691/-0.9927704,0.1200285,0.0003332415#0,0,0 3#True#1#179,288,185#0,0,0#-0.9647163,0.2632127,0.006452788/-0.9927704,0.1200285,0.0003332414/-0.999993,0.001622514,0.003396281#0,0,0 3#True#1#185,288,289#0,1,1#-0.999993,0.001622514,0.003396281/-0.9927704,0.1200285,0.0003332415/-0.9999992,0.001252315,0#0,0,0 3#False#0#283,282,281#0,0,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#281,280,283#0,0,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#283,280,290#0,0,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#290,280,291#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#291,280,292#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#292,280,293#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#293,280,294#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#294,280,284#0,0,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#294,284,295#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#295,284,296#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#296,284,297#0,1,0#0,0,-1/0,0,-1/0.0001120603,-0.001558089,-0.9999988#0,0,0 3#False#0#296,297,298#0,0,1#0,0,-1/0.0001120603,-0.001558089,-0.9999988/0,0,-1#0,0,0 3#False#0#298,297,299#0,0,1#0,0,-1/0.0001120603,-0.001558089,-0.9999988/0,0,-1#0,0,0 3#False#0#299,297,300#0,0,1#0,0,-1/0.0001120603,-0.001558089,-0.9999988/0,0,-1#0,0,0 3#False#0#300,297,279#0,0,0#0,0,-1/0.0001120603,-0.001558089,-0.9999988/0,-0.0006581536,-0.9999997#0,0,0 3#False#0#300,279,301#0,0,0#0,0,-1/0,-0.0006581536,-0.9999997/0,0,-1#0,0,0 3#False#0#301,279,302#0,0,1#0,0,-1/0,-0.0006581536,-0.9999997/0,0,-1#0,0,0 3#False#0#302,279,303#0,0,1#0,0,-1/0,-0.0006581536,-0.9999997/0,0,-1#0,0,0 3#False#0#303,279,304#0,0,1#0,0,-1/0,-0.0006581536,-0.9999997/0,0,-1#0,0,0 3#False#0#304,279,305#0,1,0#0,0,-1/0,-0.0006581536,-0.9999997/9.805265E-05,-0.001363327,-0.9999991#0,0,0 3#False#0#304,305,306#0,0,1#0,0,-1/9.805265E-05,-0.001363327,-0.9999991/0,0,-1#0,0,0 3#False#0#306,305,307#0,0,1#0,0,-1/9.805265E-05,-0.001363327,-0.9999991/0,0,-1#0,0,0 3#False#0#307,305,308#0,0,0#0,0,-1/9.805265E-05,-0.001363327,-0.9999991/0,0,-1#0,0,0 3#False#0#307,308,309#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#309,308,310#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#309,310,311#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#311,310,312#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#311,312,313#0,0,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#311,313,314#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#314,313,315#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#315,313,316#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#316,313,317#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#317,313,318#0,0,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#229,228,297#0,0,1#0.0005923767,-0.1418361,-0.98989/-0.0001552027,-0.1463895,-0.9892271/0.0001120603,-0.001558089,-0.9999988#0,0,0 3#False#0#297,228,279#0,0,0#0.0001120603,-0.001558089,-0.9999988/-0.0001552027,-0.1463895,-0.9892271/0,-0.0006581536,-0.9999997#0,0,0 3#False#0#81,80,305#0,0,1#0.0005923759,-0.1418361,-0.98989/-0.0001552025,-0.1463895,-0.9892271/9.805265E-05,-0.001363327,-0.9999992#0,0,0 3#False#0#305,80,197#0,0,0#9.805265E-05,-0.001363327,-0.9999992/-0.0001552025,-0.1463895,-0.9892271/0,-0.0009214156,-0.9999996#0,0,0 3#False#0#305,197,319#0,0,0#9.805265E-05,-0.001363327,-0.9999992/0,-0.0009214156,-0.9999996/0,0,-1#0,0,0 3#False#0#319,197,320#0,0,1#0,0,-1/0,-0.0009214156,-0.9999996/0,0,-1#0,0,0 3#False#0#320,197,321#0,0,1#0,0,-1/0,-0.0009214156,-0.9999996/0,0,-1#0,0,0 3#False#0#321,197,289#0,1,0#0,0,-1/0,-0.0009214156,-0.9999996/0,0,-1#0,0,0 3#False#0#321,289,322#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#322,289,323#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#323,289,324#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#324,289,288#0,0,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#324,288,325#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#325,288,326#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#326,288,285#0,0,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#326,285,327#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#327,285,328#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#328,285,313#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#328,313,312#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#285,288,287#0,0,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#285,287,286#0,0,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#283,329,313#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#313,329,318#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#319,308,305#1,0,0#0,0,-1/0,0,-1/9.805265E-05,-0.001363327,-0.9999992#0,0,0 3#False#0#300,301,330#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#330,301,331#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#330,331,318#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#318,331,317#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#283,290,332#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#283,332,329#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#333,166,334#2,2,1#0.6807761,-0.1802824,0.7099593/0.7035675,-0.07860639,0.7062675/0.7043176,0.01583257,0.7097085#0,0,0 3#False#0#334,166,168#0,0,2#0.7043176,0.01583257,0.7097085/0.7035675,-0.0786064,0.7062676/0.6984247,0.1257503,0.7045493#0,0,0 3#False#0#166,333,164#0,2,0#0.7035675,-0.07860639,0.7062675/0.6807761,-0.1802824,0.7099593/0.653445,-0.2785793,0.7038489#0,0,0 3#False#0#164,333,335#0,1,2#0.6534449,-0.2785793,0.7038489/0.6807761,-0.1802824,0.7099593/0.6108656,-0.3513067,0.7095258#0,0,0 3#False#0#164,335,162#0,2,0#0.653445,-0.2785793,0.7038489/0.6108657,-0.3513068,0.7095258/0.51496,-0.4850623,0.7067748#0,0,0 3#False#0#162,335,336#0,1,2#0.51496,-0.4850623,0.7067748/0.6108657,-0.3513068,0.7095258/0.5102635,-0.4795717,0.7138922#0,0,0 3#False#0#162,336,337#0,1,2#0.51496,-0.4850623,0.7067748/0.5102635,-0.4795717,0.7138922/0.3902834,-0.58999,0.7068173#0,0,0 3#False#0#162,337,161#0,2,0#0.5149601,-0.4850623,0.7067748/0.3902834,-0.58999,0.7068173/0.2941853,-0.6462795,0.7041149#0,0,0 3#False#0#161,337,338#0,1,2#0.2941853,-0.6462795,0.7041149/0.3902834,-0.58999,0.7068173/0.1968514,-0.680023,0.7062706#0,0,0 3#False#0#161,338,160#0,2,0#0.2941853,-0.6462795,0.7041149/0.1968514,-0.680023,0.7062706/0.02530888,-0.7087491,0.7050067#0,0,0 3#False#0#160,338,339#0,1,2#0.02530888,-0.7087491,0.7050065/0.1968514,-0.6800231,0.7062706/0.04494045,-0.7002627,0.7124693#0,0,0 3#False#0#160,339,340#0,1,2#0.02530888,-0.708749,0.7050067/0.04494045,-0.7002627,0.7124693/-0.1363958,-0.6937825,0.7071506#0,0,0 3#False#0#160,340,158#0,2,0#0.02530888,-0.708749,0.7050066/-0.1363958,-0.6937824,0.7071506/-0.2881308,-0.6458865,0.7069734#0,0,0 3#False#0#158,340,341#0,1,2#-0.2881308,-0.6458865,0.7069734/-0.1363958,-0.6937824,0.7071506/-0.2984241,-0.6334934,0.7138832#0,0,0 3#False#0#158,341,342#0,1,2#-0.2881308,-0.6458865,0.7069734/-0.2984241,-0.6334934,0.7138832/-0.4326445,-0.5578367,0.7082633#0,0,0 3#False#0#158,342,157#0,2,0#-0.2881308,-0.6458865,0.7069734/-0.4326445,-0.5578367,0.7082633/-0.4911254,-0.5122603,0.7045461#0,0,0 3#False#0#157,342,343#0,1,2#-0.4911254,-0.5122603,0.7045461/-0.4326445,-0.5578367,0.7082633/-0.5605033,-0.4267974,0.7097043#0,0,0 3#False#0#157,343,156#0,2,0#-0.4911254,-0.5122603,0.7045461/-0.5605032,-0.4267974,0.7097043/-0.6205882,-0.3435629,0.7048652#0,0,0 3#False#0#156,343,344#0,1,2#-0.6205882,-0.3435629,0.7048652/-0.5605033,-0.4267974,0.7097043/-0.6625311,-0.2479089,0.7068194#0,0,0 3#False#0#156,344,154#0,2,0#-0.6205882,-0.3435629,0.7048652/-0.6625311,-0.2479089,0.7068194/-0.7046298,-0.08216643,0.7048017#0,0,0 3#False#0#154,344,345#0,1,2#-0.7046298,-0.08216643,0.7048017/-0.6625311,-0.2479089,0.7068195/-0.6946979,-0.08805466,0.7138917#0,0,0 3#False#0#154,345,346#0,1,2#-0.7046298,-0.08216643,0.7048017/-0.6946979,-0.08805466,0.7138917/-0.7019738,0.08466569,0.7071524#0,0,0 3#False#0#154,346,153#0,2,0#-0.7046299,-0.08216643,0.7048017/-0.7019738,0.08466569,0.7071524/-0.666241,0.2430865,0.7050048#0,0,0 3#False#0#153,346,347#0,1,2#-0.6662411,0.2430866,0.7050048/-0.7019738,0.08466568,0.7071523/-0.6521046,0.2591306,0.7124683#0,0,0 3#False#0#153,347,348#0,1,2#-0.6662411,0.2430865,0.7050047/-0.6521046,0.2591306,0.7124683/-0.585912,0.3973606,0.706266#0,0,0 3#False#0#153,348,152#0,2,0#-0.6662411,0.2430865,0.7050047/-0.585912,0.3973606,0.706266/-0.5281957,0.4725657,0.7054722#0,0,0 3#False#0#152,348,349#0,1,2#-0.5281957,0.4725657,0.7054722/-0.585912,0.3973606,0.706266/-0.4448023,0.5459996,0.7099545#0,0,0 3#False#0#152,349,151#0,2,0#-0.5281957,0.4725657,0.7054722/-0.4448023,0.5459996,0.7099545/-0.3649045,0.609463,0.7038462#0,0,0 3#False#0#151,349,350#0,1,2#-0.3649045,0.609463,0.7038462/-0.4448023,0.5459996,0.7099545/-0.2876987,0.6432809,0.7095203#0,0,0 3#False#0#151,350,149#0,2,0#-0.3649045,0.609463,0.7038462/-0.2876987,0.6432809,0.7095203/-0.1384423,0.6915109,0.7089757#0,0,0 3#False#0#149,350,351#0,1,2#-0.1384423,0.6915109,0.7089756/-0.2876987,0.6432809,0.7095203/-0.1309321,0.6879137,0.7138847#0,0,0 3#False#0#149,351,352#0,1,2#-0.1384423,0.6915109,0.7089757/-0.1309321,0.6879137,0.7138847/0.02212807,0.7056018,0.7082631#0,0,0 3#False#0#149,352,148#0,2,0#-0.1384423,0.6915109,0.7089756/0.02212807,0.7056018,0.7082631/0.09624046,0.7031049,0.7045432#0,0,0 3#False#0#148,352,353#0,1,2#0.09624046,0.7031049,0.7045432/0.02212807,0.7056018,0.7082631/0.2025963,0.6747448,0.7097#0,0,0 3#False#0#148,353,147#0,2,0#0.09624046,0.7031049,0.7045432/0.2025963,0.6747448,0.7097/0.2921711,0.6448537,0.7062576#0,0,0 3#False#0#147,353,354#0,1,2#0.2921711,0.6448537,0.7062576/0.2025963,0.6747448,0.7097/0.381829,0.5917562,0.7099515#0,0,0 3#False#0#147,354,146#0,2,0#0.2921711,0.6448537,0.7062576/0.3818291,0.5917562,0.7099515/0.4668767,0.5353801,0.7038425#0,0,0 3#False#0#146,354,355#0,1,2#0.4668767,0.5353801,0.7038425/0.3818291,0.5917562,0.7099515/0.5228922,0.4724033,0.7095201#0,0,0 3#False#0#146,355,170#0,2,0#0.4668767,0.5353801,0.7038425/0.5228922,0.4724033,0.7095201/0.6148813,0.3453536,0.7089794#0,0,0 3#False#0#170,355,356#0,1,2#0.6148813,0.3453536,0.7089795/0.5228922,0.4724033,0.7095201/0.6137859,0.3370931,0.7138874#0,0,0 3#False#0#170,356,357#0,1,2#0.6148813,0.3453536,0.7089795/0.6137859,0.3370931,0.7138874/0.6779013,0.1969967,0.708267#0,0,0 3#False#0#170,357,168#0,2,0#0.6148813,0.3453536,0.7089795/0.6779013,0.1969967,0.7082669/0.6984248,0.1257503,0.7045493#0,0,0 3#False#0#168,357,334#0,1,0#0.6984247,0.1257503,0.7045493/0.6779013,0.1969967,0.708267/0.7043176,0.01583257,0.7097085#0,0,0 3#True#1#330,333,334#2,0,2#0.9797776,-0.1990576,0.02029571/0.9685748,-0.248694,-0.003748301/0.9993315,0.03450554,0.012079#0,0,0 3#True#1#330,334,300#0,2,0#0.9797776,-0.1990576,0.02029571/0.9993315,0.03450554,0.012079/0.954487,0.2975612,0.02029147#0,0,0 3#True#1#300,334,357#0,0,2#0.954487,0.2975612,0.02029147/0.9993315,0.03450554,0.012079/0.9685813,0.2486691,-0.003751774#0,0,0 3#False#0#300,357,356#0,0,2#0.954487,0.2975612,0.02029147/0.9685813,0.2486691,-0.003751774/0.8591065,0.5116545,0.01208077#0,0,0 3#False#0#300,356,299#0,2,0#0.954487,0.2975612,0.02029147/0.8591065,0.5116545,0.01208077/0.6930717,0.7205828,0.0202986#0,0,0 3#False#0#299,356,355#0,0,2#0.6930717,0.7205828,0.0202986/0.8591065,0.5116545,0.01208077/0.7289761,0.6845288,-0.003753578#0,0,0 3#False#0#299,355,354#0,0,2#0.6930717,0.7205828,0.0202986/0.7289761,0.6845288,-0.003753578/0.5063308,0.8622544,0.01209816#0,0,0 3#False#0#299,354,298#0,2,0#0.6930717,0.7205828,0.0202986/0.5063308,0.8622544,0.01209816/0.2601929,0.9653429,0.02031221#0,0,0 3#False#0#298,354,353#0,0,2#0.2601929,0.9653429,0.02031221/0.5063308,0.8622544,0.01209816/0.3090291,0.9510453,-0.00373556#0,0,0 3#False#0#298,353,352#0,0,2#0.2601929,0.965343,0.02031221/0.3090291,0.9510453,-0.00373556/0.02831812,0.9995257,0.01209899#0,0,0 3#True#0#298,352,296#0,2,0#0.2601929,0.965343,0.02031221/0.02831812,0.9995257,0.01209899/-0.2370471,0.9712858,0.02030952#0,0,0 3#True#0#296,352,351#0,0,2#-0.2370471,0.9712858,0.02030952/0.02831812,0.9995258,0.01209899/-0.1873661,0.9822831,-0.003738151#0,0,0 3#False#0#296,351,350#0,0,2#-0.2370471,0.9712858,0.02030952/-0.1873661,0.9822831,-0.003738151/-0.4567166,0.88953,0.01209458#0,0,0 3#False#0#296,350,295#0,2,0#-0.2370471,0.9712858,0.02030952/-0.4567166,0.8895301,0.01209458/-0.675648,0.7369446,0.02030757#0,0,0 3#False#0#295,350,349#0,0,2#-0.6756481,0.7369446,0.02030757/-0.4567166,0.88953,0.01209458/-0.6374161,0.7705107,-0.003743784#0,0,0 3#False#0#295,349,348#0,0,2#-0.675648,0.7369446,0.02030757/-0.6374161,0.7705107,-0.003743784/-0.8287541,0.5594821,0.01209859#0,0,0 3#False#0#295,348,294#0,2,0#-0.675648,0.7369446,0.02030757/-0.8287541,0.5594821,0.01209859/-0.9444456,0.3282093,0.01735475#0,0,0 3#False#0#294,348,347#0,0,2#-0.9444456,0.3282093,0.01735475/-0.8287541,0.5594821,0.01209859/-0.9297646,0.3681356,-0.003740612#0,0,0 3#False#0#294,347,346#0,0,2#-0.9444456,0.3282093,0.01735475/-0.9297646,0.3681356,-0.003740612/-0.9947398,0.1024339,-0.000281084#0,0,0 3#True#1#294,346,293#0,2,0#-0.9444456,0.3282093,0.01735475/-0.9947398,0.1024339,-0.000281084/-0.9971193,-0.07507433,0.01080916#0,0,0 3#True#1#293,346,345#0,0,2#-0.9971193,-0.07507433,0.01080916/-0.9947398,0.1024339,-0.000281084/-0.9840844,-0.1774954,0.008557893#0,0,0 3#False#0#293,345,292#0,2,0#-0.9971193,-0.07507433,0.01080916/-0.9840844,-0.1774954,0.008557893/-0.9076158,-0.4197552,0.00625821#0,0,0 3#False#0#292,345,344#0,0,2#-0.9076158,-0.4197552,0.00625821/-0.9840844,-0.1774954,0.008557893/-0.9297746,-0.3681101,-0.003754659#0,0,0 3#False#0#292,344,343#0,0,2#-0.9076158,-0.4197552,0.00625821/-0.9297746,-0.3681101,-0.003754659/-0.7952521,-0.6062788,-0.0002838753#0,0,0 3#False#0#292,343,291#0,2,0#-0.9076158,-0.4197552,0.00625821/-0.7952521,-0.6062788,-0.0002838753/-0.6754709,-0.7373074,0.01080948#0,0,0 3#False#0#291,343,342#0,0,2#-0.6754709,-0.7373074,0.01080948/-0.7952521,-0.6062788,-0.0002838753/-0.5958665,-0.8030378,0.008570231#0,0,0 3#False#0#291,342,290#0,2,0#-0.6754709,-0.7373074,0.01080948/-0.5958665,-0.8030378,0.008570231/-0.3742806,-0.9272942,0.006271874#0,0,0 3#False#0#290,342,341#0,0,2#-0.3742806,-0.9272942,0.006271874/-0.5958665,-0.8030378,0.008570231/-0.4257947,-0.9048122,-0.003729029#0,0,0 3#False#0#290,341,340#0,0,2#-0.3742806,-0.9272942,0.006271875/-0.4257947,-0.9048122,-0.003729029/-0.1646771,-0.9863474,-0.0002781777#0,0,0 3#True#0#290,340,332#0,2,0#-0.3742807,-0.9272942,0.006271874/-0.1646771,-0.9863474,-0.0002781777/0.01233008,-0.9998655,0.01081044#0,0,0 3#True#0#332,340,339#0,0,2#0.01233008,-0.9998655,0.01081044/-0.1646771,-0.9863474,-0.0002781777/0.1153607,-0.9932868,0.008564764#0,0,0 3#False#0#332,339,329#0,2,0#0.01233007,-0.9998655,0.01081044/0.1153607,-0.9932868,0.008564764/0.3697041,-0.9291043,0.009178582#0,0,0 3#False#0#329,339,338#0,0,2#0.3697041,-0.9291043,0.009178582/0.1153607,-0.9932868,0.008564764/0.3090021,-0.951054,-0.003741043#0,0,0 3#False#0#329,338,337#0,0,2#0.3697041,-0.9291043,0.009178581/0.3090021,-0.951054,-0.003741043/0.5645896,-0.8252833,0.01208539#0,0,0 3#False#0#329,337,318#0,2,0#0.3697041,-0.9291043,0.009178582/0.5645896,-0.8252833,0.01208539/0.7626795,-0.6464581,0.02029431#0,0,0 3#False#0#318,337,336#0,0,2#0.7626795,-0.6464581,0.02029431/0.5645896,-0.8252833,0.01208539/0.7289503,-0.6845564,-0.003755491#0,0,0 3#False#0#318,336,335#0,0,2#0.7626795,-0.6464581,0.02029431/0.7289503,-0.6845564,-0.003755491/0.8923479,-0.4511864,0.01208756#0,0,0 3#False#0#318,335,330#0,2,0#0.7626795,-0.6464581,0.02029431/0.8923479,-0.4511864,0.01208756/0.9797776,-0.1990576,0.0202957#0,0,0 3#False#0#330,335,333#0,0,0#0.9797776,-0.1990576,0.0202957/0.8923479,-0.4511864,0.01208756/0.9685748,-0.248694,-0.003748301#0,0,0 3#False#0#358,133,359#2,2,1#0.6778968,-0.1969986,0.7082707/0.6984265,-0.1257445,0.7045487/0.7043206,-0.01582731,0.7097056#0,0,0 3#False#0#359,133,131#0,0,2#0.7043206,-0.01582731,0.7097056/0.6984265,-0.1257445,0.7045487/0.7040066,0.08682892,0.7048655#0,0,0 3#False#0#133,358,135#0,2,0#0.6984265,-0.1257445,0.7045487/0.6778968,-0.1969986,0.7082707/0.6148718,-0.3453545,0.7089873#0,0,0 3#False#0#135,358,360#0,1,2#0.6148718,-0.3453545,0.7089874/0.6778968,-0.1969986,0.7082707/0.613775,-0.337088,0.7138992#0,0,0 3#False#0#135,360,361#0,1,2#0.6148718,-0.3453545,0.7089872/0.613775,-0.337088,0.7138992/0.5228807,-0.4724049,0.7095276#0,0,0 3#False#0#135,361,137#0,2,0#0.6148717,-0.3453545,0.7089873/0.5228807,-0.4724049,0.7095276/0.4668663,-0.5353852,0.7038456#0,0,0 3#False#0#137,361,362#0,1,2#0.4668663,-0.5353852,0.7038456/0.5228807,-0.4724049,0.7095276/0.3818294,-0.5917513,0.7099555#0,0,0 3#False#0#137,362,139#0,2,0#0.4668663,-0.5353852,0.7038456/0.3818294,-0.5917513,0.7099554/0.2862148,-0.6483706,0.7054763#0,0,0 3#False#0#139,362,363#0,1,2#0.2862147,-0.6483706,0.7054762/0.3818294,-0.5917513,0.7099555/0.1968509,-0.6800231,0.7062706#0,0,0 3#False#0#139,363,193#0,2,0#0.2862148,-0.6483706,0.7054763/0.1968509,-0.6800231,0.7062706/0.02530817,-0.7087489,0.7050067#0,0,0 3#False#0#193,363,364#0,1,2#0.02530817,-0.7087489,0.7050067/0.1968509,-0.6800231,0.7062706/0.04493797,-0.7002623,0.7124698#0,0,0 3#False#0#193,364,365#0,1,2#0.02530816,-0.7087489,0.7050067/0.04493797,-0.7002623,0.7124698/-0.136396,-0.6937822,0.707151#0,0,0 3#False#0#193,365,194#0,2,0#0.02530817,-0.7087489,0.7050067/-0.136396,-0.6937822,0.707151/-0.2958851,-0.6447594,0.7047959#0,0,0 3#False#0#194,365,366#0,1,2#-0.2958851,-0.6447594,0.7047959/-0.136396,-0.6937822,0.707151/-0.2984188,-0.6334941,0.7138847#0,0,0 3#False#0#194,366,367#0,1,2#-0.2958851,-0.6447594,0.704796/-0.2984188,-0.6334941,0.7138847/-0.4405121,-0.5535018,0.706813#0,0,0 3#False#0#194,367,163#0,2,0#-0.2958851,-0.6447594,0.704796/-0.4405121,-0.5535018,0.706813/-0.5185168,-0.4840547,0.7048627#0,0,0 3#False#0#163,367,368#0,1,2#-0.5185169,-0.4840547,0.7048627/-0.4405121,-0.5535018,0.706813/-0.5791107,-0.4011832,0.7097061#0,0,0 3#False#0#163,368,165#0,2,0#-0.5185169,-0.4840547,0.7048627/-0.5791107,-0.4011832,0.7097061/-0.6389461,-0.3087953,0.7045521#0,0,0 3#False#0#165,368,369#0,1,2#-0.6389461,-0.3087953,0.7045521/-0.5791107,-0.4011832,0.7097061/-0.6642208,-0.2390831,0.7082725#0,0,0 3#False#0#165,369,167#0,2,0#-0.6389461,-0.3087953,0.7045521/-0.6642208,-0.2390831,0.7082725/-0.703303,-0.07443795,0.7069822#0,0,0 3#False#0#167,369,370#0,1,2#-0.703303,-0.07443795,0.7069823/-0.6642208,-0.2390831,0.7082725/-0.6946961,-0.08805464,0.7138933#0,0,0 3#False#0#167,370,371#0,1,2#-0.703303,-0.07443795,0.7069822/-0.6946961,-0.08805464,0.7138933/-0.7019694,0.08466546,0.7071567#0,0,0 3#False#0#167,371,169#0,2,0#-0.703303,-0.07443794,0.7069822/-0.7019695,0.08466546,0.7071567/-0.6662382,0.2430876,0.7050071#0,0,0 3#False#0#169,371,372#0,1,2#-0.6662382,0.2430875,0.7050071/-0.7019694,0.08466546,0.7071567/-0.6521029,0.2591301,0.7124701#0,0,0 3#False#0#169,372,373#0,1,2#-0.6662382,0.2430876,0.7050071/-0.6521029,0.2591301,0.7124701/-0.5859144,0.397359,0.706265#0,0,0 3#False#0#169,373,171#0,2,0#-0.6662382,0.2430876,0.7050071/-0.5859144,0.397359,0.706265/-0.5281979,0.4725659,0.7054704#0,0,0 3#False#0#171,373,374#0,1,2#-0.5281979,0.4725659,0.7054704/-0.5859144,0.3973591,0.706265/-0.4448028,0.5460005,0.7099534#0,0,0 3#False#0#171,374,172#0,2,0#-0.5281979,0.4725659,0.7054703/-0.4448029,0.5460005,0.7099535/-0.3649015,0.6094661,0.7038451#0,0,0 3#False#0#172,374,375#0,1,2#-0.3649015,0.6094661,0.7038451/-0.4448028,0.5460005,0.7099535/-0.2876962,0.6432821,0.7095203#0,0,0 3#False#0#172,375,195#0,2,0#-0.3649016,0.6094661,0.7038451/-0.2876962,0.6432821,0.7095203/-0.138442,0.69151,0.7089765#0,0,0 3#False#0#195,375,376#0,1,2#-0.138442,0.69151,0.7089766/-0.2876962,0.6432821,0.7095203/-0.1309324,0.6879122,0.7138863#0,0,0 3#False#0#195,376,377#0,1,2#-0.138442,0.69151,0.7089766/-0.1309324,0.6879122,0.7138863/0.02212752,0.7056008,0.7082639#0,0,0 3#False#0#195,377,141#0,2,0#-0.138442,0.6915099,0.7089766/0.02212752,0.7056008,0.708264/0.09624023,0.7031047,0.7045435#0,0,0 3#False#0#141,377,378#0,1,2#0.09624024,0.7031048,0.7045435/0.02212752,0.7056008,0.7082639/0.2025952,0.6747448,0.7097003#0,0,0 3#False#0#141,378,142#0,2,0#0.09624024,0.7031047,0.7045435/0.2025952,0.6747448,0.7097003/0.2921711,0.6448537,0.7062576#0,0,0 3#False#0#142,378,379#0,1,2#0.2921711,0.6448537,0.7062576/0.2025952,0.6747448,0.7097003/0.381829,0.5917562,0.7099515#0,0,0 3#False#0#142,379,196#0,2,0#0.2921711,0.6448537,0.7062576/0.3818291,0.5917562,0.7099515/0.4668731,0.5353827,0.7038429#0,0,0 3#False#0#196,379,380#0,1,2#0.4668731,0.5353827,0.7038429/0.3818291,0.5917562,0.7099515/0.522889,0.4724002,0.7095246#0,0,0 3#False#0#196,380,129#0,2,0#0.4668731,0.5353827,0.7038429/0.5228889,0.4724002,0.7095246/0.6204514,0.3398619,0.7067771#0,0,0 3#False#0#129,380,381#0,1,2#0.6204514,0.3398619,0.7067771/0.5228889,0.4724002,0.7095246/0.6137768,0.3370894,0.7138968#0,0,0 3#False#0#129,381,382#0,1,2#0.6204513,0.3398619,0.7067772/0.6137768,0.3370894,0.7138968/0.6817137,0.1888687,0.7068204#0,0,0 3#False#0#129,382,131#0,2,0#0.6204514,0.3398619,0.7067772/0.6817137,0.1888687,0.7068204/0.7040066,0.08682894,0.7048656#0,0,0 3#False#0#131,382,359#0,1,0#0.7040066,0.08682894,0.7048656/0.6817137,0.1888687,0.7068204/0.7043206,-0.01582731,0.7097056#0,0,0 3#True#1#309,358,359#2,0,2#0.9797764,-0.1990637,0.02029368/0.9685718,-0.2487059,-0.003745444/0.9993315,0.03450554,0.012079#0,0,0 3#True#1#309,359,307#0,2,0#0.9797764,-0.1990637,0.02029368/0.9993315,0.03450554,0.012079/0.9544845,0.2975698,0.02028785#0,0,0 3#True#1#307,359,382#0,0,2#0.9544845,0.2975698,0.02028785/0.9993315,0.03450554,0.012079/0.9685782,0.2486809,-0.003754635#0,0,0 3#False#0#307,382,381#0,0,2#0.9544845,0.2975698,0.02028785/0.9685782,0.2486809,-0.003754635/0.859104,0.5116585,0.01208165#0,0,0 3#False#0#307,381,306#0,2,0#0.9544845,0.2975697,0.02028785/0.859104,0.5116585,0.01208165/0.6930757,0.720579,0.02030385#0,0,0 3#False#0#306,381,380#0,0,2#0.6930756,0.7205789,0.02030385/0.859104,0.5116585,0.01208165/0.7289835,0.6845211,-0.003740239#0,0,0 3#False#0#306,380,379#0,0,2#0.6930755,0.7205789,0.02030385/0.7289835,0.6845211,-0.003740239/0.5063342,0.8622524,0.01210013#0,0,0 3#False#0#306,379,304#0,2,0#0.6930756,0.7205789,0.02030385/0.5063342,0.8622524,0.01210013/0.2601916,0.9653434,0.0203117#0,0,0 3#False#0#304,379,378#0,0,2#0.2601916,0.9653434,0.0203117/0.5063342,0.8622524,0.01210013/0.3090267,0.951046,-0.003740737#0,0,0 3#False#0#304,378,377#0,0,2#0.2601915,0.9653434,0.0203117/0.3090267,0.951046,-0.003740737/0.02831169,0.9995258,0.01210434#0,0,0 3#True#0#304,377,303#0,2,0#0.2601915,0.9653434,0.0203117/0.02831169,0.9995258,0.01210434/-0.2370479,0.9712855,0.02032047#0,0,0 3#True#0#303,377,376#0,0,2#-0.2370479,0.9712855,0.02032047/0.02831169,0.9995258,0.01210434/-0.1873669,0.982283,-0.003723721#0,0,0 3#False#0#303,376,375#0,0,2#-0.2370479,0.9712855,0.02032047/-0.1873669,0.982283,-0.003723721/-0.4567089,0.8895338,0.01210612#0,0,0 3#False#0#303,375,302#0,2,0#-0.2370479,0.9712855,0.02032047/-0.4567089,0.8895338,0.01210611/-0.6756469,0.7369455,0.02031441#0,0,0 3#False#0#302,375,374#0,0,2#-0.6756469,0.7369455,0.02031441/-0.4567089,0.8895338,0.01210611/-0.637418,0.770509,-0.003734879#0,0,0 3#False#0#302,374,373#0,0,2#-0.6756469,0.7369455,0.02031441/-0.637418,0.770509,-0.003734879/-0.8287577,0.5594768,0.01210073#0,0,0 3#False#0#302,373,301#0,2,0#-0.6756468,0.7369455,0.02031441/-0.8287577,0.5594768,0.01210073/-0.947099,0.3202982,0.02030742#0,0,0 3#False#0#301,373,372#0,0,2#-0.947099,0.3202982,0.02030742/-0.8287577,0.5594768,0.01210073/-0.9297646,0.3681356,-0.003740612#0,0,0 3#False#0#301,372,371#0,0,2#-0.947099,0.3202981,0.02030742/-0.9297646,0.3681356,-0.003740612/-0.9957753,0.09102215,0.01209536#0,0,0 3#True#1#301,371,331#0,2,0#-0.947099,0.3202981,0.02030742/-0.9957753,0.09102215,0.01209536/-0.9842529,-0.1755962,0.02030403#0,0,0 3#True#1#331,371,370#0,0,2#-0.9842528,-0.1755962,0.02030403/-0.9957753,0.09102215,0.01209536/-0.9921089,-0.1253227,-0.003740478#0,0,0 3#False#0#331,370,369#0,0,2#-0.9842528,-0.1755962,0.02030403/-0.9921089,-0.1253227,-0.003740478/-0.9164522,-0.3999613,0.01209535#0,0,0 3#False#0#331,369,317#0,2,0#-0.9842528,-0.1755962,0.02030403/-0.9164522,-0.3999613,0.01209535/-0.7779142,-0.6280425,0.02030103#0,0,0 3#False#0#317,369,368#0,0,2#-0.7779142,-0.6280425,0.02030103/-0.9164522,-0.3999613,0.01209535/-0.8090249,-0.5877624,-0.003739541#0,0,0 3#False#0#317,368,367#0,0,2#-0.7779142,-0.6280425,0.02030103/-0.8090249,-0.5877624,-0.003739541/-0.6104139,-0.7919903,0.01209226#0,0,0 3#False#0#317,367,316#0,2,0#-0.7779142,-0.6280425,0.02030103/-0.610414,-0.7919903,0.01209226/-0.3868542,-0.9219775,0.01735476#0,0,0 3#False#0#316,367,366#0,0,2#-0.3868542,-0.9219775,0.01735476/-0.6104139,-0.7919903,0.01209226/-0.4257883,-0.9048152,-0.003730676#0,0,0 3#False#0#316,366,365#0,0,2#-0.3868542,-0.9219776,0.01735476/-0.4257883,-0.9048152,-0.003730676/-0.1646783,-0.9863473,-0.0002783976#0,0,0 3#True#0#316,365,315#0,2,0#-0.3868542,-0.9219776,0.01735476/-0.1646783,-0.9863473,-0.0002783976/0.01232751,-0.9998657,0.01081021#0,0,0 3#True#0#315,365,364#0,0,2#0.01232751,-0.9998657,0.01081021/-0.1646783,-0.9863473,-0.0002783976/0.1153571,-0.9932872,0.008565145#0,0,0 3#False#0#315,364,314#0,2,0#0.01232751,-0.9998657,0.01081021/0.1153571,-0.9932872,0.008565145/0.369702,-0.929105,0.009178875#0,0,0 3#False#0#314,364,363#0,0,2#0.369702,-0.929105,0.009178875/0.1153571,-0.9932872,0.008565145/0.3089998,-0.9510548,-0.003740469#0,0,0 3#False#0#314,363,362#0,0,2#0.369702,-0.929105,0.009178876/0.3089998,-0.9510548,-0.003740469/0.5645896,-0.8252833,0.01208539#0,0,0 3#False#0#314,362,311#0,2,0#0.369702,-0.929105,0.009178875/0.5645896,-0.8252833,0.01208539/0.7626832,-0.6464541,0.02028956#0,0,0 3#False#0#311,362,361#0,0,2#0.7626832,-0.646454,0.02028956/0.5645896,-0.8252833,0.01208539/0.7289577,-0.6845485,-0.003757981#0,0,0 3#False#0#311,361,360#0,0,2#0.7626832,-0.6464541,0.02028956/0.7289577,-0.6845485,-0.003757981/0.8923474,-0.4511874,0.0120832#0,0,0 3#False#0#311,360,309#0,2,0#0.7626832,-0.6464541,0.02028956/0.8923474,-0.4511874,0.0120832/0.9797764,-0.1990637,0.02029368#0,0,0 3#False#0#309,360,358#0,0,0#0.9797764,-0.1990637,0.02029368/0.8923474,-0.4511874,0.0120832/0.9685718,-0.2487059,-0.003745444#0,0,0 3#False#0#383,183,384#2,2,1#0.6778969,-0.1969995,0.7082705/0.6984258,-0.1257466,0.7045489/0.7043197,-0.01582872,0.7097064#0,0,0 3#False#0#384,183,184#0,0,2#0.7043197,-0.01582872,0.7097064/0.6984258,-0.1257466,0.7045489/0.7040058,0.08682967,0.7048663#0,0,0 3#False#0#183,383,182#0,2,0#0.6984258,-0.1257466,0.7045489/0.6778969,-0.1969995,0.7082705/0.6148724,-0.3453546,0.7089866#0,0,0 3#False#0#182,383,385#0,1,2#0.6148724,-0.3453546,0.7089867/0.6778969,-0.1969995,0.7082705/0.6137755,-0.3370883,0.7138986#0,0,0 3#False#0#182,385,386#0,1,2#0.6148724,-0.3453546,0.7089867/0.6137755,-0.3370883,0.7138986/0.5228786,-0.4724068,0.7095279#0,0,0 3#False#0#182,386,181#0,2,0#0.6148724,-0.3453546,0.7089867/0.5228786,-0.4724068,0.7095279/0.466864,-0.5353853,0.7038471#0,0,0 3#False#0#181,386,387#0,1,2#0.466864,-0.5353853,0.7038471/0.5228786,-0.4724068,0.7095279/0.3818282,-0.5917501,0.709957#0,0,0 3#False#0#181,387,180#0,2,0#0.466864,-0.5353853,0.7038471/0.3818282,-0.5917501,0.709957/0.2862164,-0.6483674,0.7054785#0,0,0 3#False#0#180,387,388#0,1,2#0.2862164,-0.6483674,0.7054785/0.3818282,-0.5917501,0.7099571/0.1968525,-0.6800217,0.7062716#0,0,0 3#False#0#180,388,192#0,2,0#0.2862164,-0.6483674,0.7054785/0.1968525,-0.6800216,0.7062716/0.02530763,-0.7087488,0.705007#0,0,0 3#False#0#192,388,389#0,1,2#0.02530763,-0.7087488,0.705007/0.1968525,-0.6800217,0.7062716/0.04493797,-0.7002623,0.7124698#0,0,0 3#False#0#192,389,390#0,1,2#0.02530764,-0.7087488,0.705007/0.04493797,-0.7002623,0.7124698/-0.1363962,-0.6937825,0.7071505#0,0,0 3#False#0#192,390,176#0,2,0#0.02530764,-0.7087488,0.7050069/-0.1363962,-0.6937825,0.7071505/-0.2958852,-0.6447603,0.7047951#0,0,0 3#False#0#176,390,391#0,1,2#-0.2958852,-0.6447603,0.704795/-0.1363962,-0.6937825,0.7071505/-0.2984195,-0.6334954,0.7138833#0,0,0 3#False#0#176,391,392#0,1,2#-0.2958852,-0.6447603,0.7047949/-0.2984195,-0.6334954,0.7138833/-0.4405121,-0.5535027,0.7068124#0,0,0 3#False#0#176,392,136#0,2,0#-0.2958852,-0.6447603,0.704795/-0.4405121,-0.5535027,0.7068124/-0.5185165,-0.484055,0.7048625#0,0,0 3#False#0#136,392,393#0,1,2#-0.5185165,-0.484055,0.7048625/-0.4405121,-0.5535027,0.7068124/-0.5791107,-0.4011832,0.7097061#0,0,0 3#False#0#136,393,134#0,2,0#-0.5185165,-0.484055,0.7048625/-0.5791107,-0.4011832,0.7097061/-0.6389461,-0.3087953,0.7045521#0,0,0 3#False#0#134,393,394#0,1,2#-0.6389461,-0.3087953,0.7045521/-0.5791107,-0.4011832,0.7097061/-0.6642208,-0.2390831,0.7082725#0,0,0 3#False#0#134,394,132#0,2,0#-0.6389461,-0.3087953,0.7045521/-0.6642208,-0.2390831,0.7082725/-0.703303,-0.07443795,0.7069822#0,0,0 3#False#0#132,394,395#0,1,2#-0.703303,-0.07443795,0.7069823/-0.6642208,-0.2390831,0.7082725/-0.6946961,-0.08805464,0.7138933#0,0,0 3#False#0#132,395,396#0,1,2#-0.703303,-0.07443795,0.7069822/-0.6946961,-0.08805464,0.7138933/-0.7019694,0.08466546,0.7071567#0,0,0 3#False#0#132,396,130#0,2,0#-0.703303,-0.07443794,0.7069822/-0.7019695,0.08466546,0.7071567/-0.6662382,0.2430874,0.7050071#0,0,0 3#False#0#130,396,397#0,1,2#-0.6662382,0.2430874,0.7050071/-0.7019694,0.08466546,0.7071567/-0.6521029,0.2591301,0.7124701#0,0,0 3#False#0#130,397,398#0,1,2#-0.6662382,0.2430874,0.7050072/-0.6521029,0.2591301,0.7124701/-0.5859143,0.3973588,0.7062652#0,0,0 3#False#0#130,398,128#0,2,0#-0.6662382,0.2430874,0.7050072/-0.5859143,0.3973587,0.7062652/-0.5281976,0.4725658,0.7054707#0,0,0 3#False#0#128,398,399#0,1,2#-0.5281976,0.4725658,0.7054707/-0.5859143,0.3973587,0.7062652/-0.4448025,0.5460007,0.7099535#0,0,0 3#False#0#128,399,191#0,2,0#-0.5281976,0.4725658,0.7054707/-0.4448025,0.5460007,0.7099535/-0.3649012,0.6094662,0.7038451#0,0,0 3#False#0#191,399,400#0,1,2#-0.3649012,0.6094662,0.7038451/-0.4448025,0.5460006,0.7099535/-0.2876962,0.6432821,0.7095203#0,0,0 3#False#0#191,400,190#0,2,0#-0.3649012,0.6094662,0.7038451/-0.2876962,0.6432821,0.7095203/-0.138442,0.69151,0.7089765#0,0,0 3#False#0#190,400,401#0,1,2#-0.138442,0.69151,0.7089766/-0.2876962,0.6432821,0.7095203/-0.1309324,0.6879122,0.7138863#0,0,0 3#False#0#190,401,402#0,1,2#-0.138442,0.69151,0.7089766/-0.1309324,0.6879122,0.7138863/0.02212752,0.7056008,0.7082639#0,0,0 3#False#0#190,402,189#0,2,0#-0.138442,0.6915099,0.7089766/0.02212752,0.7056008,0.708264/0.09624023,0.7031047,0.7045435#0,0,0 3#False#0#189,402,403#0,1,2#0.09624024,0.7031048,0.7045435/0.02212752,0.7056008,0.7082639/0.2025975,0.6747437,0.7097009#0,0,0 3#False#0#189,403,188#0,2,0#0.09624024,0.7031047,0.7045435/0.2025975,0.6747437,0.7097008/0.2921728,0.6448514,0.7062588#0,0,0 3#False#0#188,403,404#0,1,2#0.2921728,0.6448515,0.7062588/0.2025975,0.6747437,0.7097008/0.3818273,0.591756,0.7099526#0,0,0 3#False#0#188,404,187#0,2,0#0.2921728,0.6448514,0.7062588/0.3818273,0.591756,0.7099527/0.4668702,0.5353836,0.7038441#0,0,0 3#False#0#187,404,405#0,1,2#0.4668702,0.5353836,0.7038441/0.3818273,0.591756,0.7099527/0.5228868,0.4724022,0.7095249#0,0,0 3#False#0#187,405,186#0,2,0#0.4668702,0.5353836,0.7038441/0.5228868,0.4724022,0.7095249/0.6204522,0.3398632,0.7067758#0,0,0 3#False#0#186,405,406#0,1,2#0.6204522,0.3398632,0.7067758/0.5228868,0.4724022,0.7095248/0.6137779,0.3370899,0.7138957#0,0,0 3#False#0#186,406,407#0,1,2#0.6204522,0.3398632,0.7067758/0.6137779,0.3370899,0.7138957/0.6817137,0.188871,0.7068198#0,0,0 3#False#0#186,407,184#0,2,0#0.6204522,0.3398632,0.7067758/0.6817138,0.188871,0.7068198/0.7040058,0.08682967,0.7048662#0,0,0 3#False#0#184,407,384#0,1,0#0.7040058,0.08682967,0.7048662/0.6817137,0.188871,0.7068198/0.7043197,-0.01582872,0.7097064#0,0,0 3#True#1#324,383,384#2,0,2#0.9797764,-0.1990637,0.02029368/0.9685718,-0.2487059,-0.003745444/0.9993315,0.03450554,0.012079#0,0,0 3#True#1#324,384,323#0,2,0#0.9797764,-0.1990637,0.02029368/0.9993315,0.03450554,0.012079/0.9544845,0.2975698,0.02028785#0,0,0 3#True#1#323,384,407#0,0,2#0.9544845,0.2975698,0.02028785/0.9993315,0.03450554,0.012079/0.9685782,0.2486809,-0.003754635#0,0,0 3#False#0#323,407,406#0,0,2#0.9544845,0.2975698,0.02028785/0.9685782,0.2486809,-0.003754635/0.859104,0.5116585,0.01208165#0,0,0 3#False#0#323,406,322#0,2,0#0.9544845,0.2975697,0.02028785/0.859104,0.5116585,0.01208165/0.6930725,0.7205819,0.02030117#0,0,0 3#False#0#322,406,405#0,0,2#0.6930725,0.7205819,0.02030117/0.859104,0.5116585,0.01208165/0.7289776,0.6845272,-0.003742197#0,0,0 3#False#0#322,405,404#0,0,2#0.6930725,0.7205819,0.02030117/0.7289776,0.6845272,-0.003742197/0.5063326,0.8622534,0.01209746#0,0,0 3#False#0#322,404,321#0,2,0#0.6930725,0.7205819,0.02030117/0.5063326,0.8622534,0.01209746/0.2601943,0.9653426,0.02031068#0,0,0 3#False#0#321,404,403#0,0,2#0.2601943,0.9653426,0.02031068/0.5063326,0.8622534,0.01209746/0.3090321,0.9510443,-0.003739427#0,0,0 3#False#0#321,403,402#0,0,2#0.2601943,0.9653426,0.02031068/0.3090321,0.9510443,-0.003739427/0.02831169,0.9995258,0.01210434#0,0,0 3#True#0#321,402,320#0,2,0#0.2601943,0.9653426,0.02031068/0.02831169,0.9995258,0.01210434/-0.2370479,0.9712855,0.02032047#0,0,0 3#True#0#320,402,401#0,0,2#-0.2370479,0.9712855,0.02032047/0.02831169,0.9995258,0.01210434/-0.1873669,0.982283,-0.003723721#0,0,0 3#False#0#320,401,400#0,0,2#-0.2370479,0.9712855,0.02032047/-0.1873669,0.982283,-0.003723721/-0.4567089,0.8895338,0.01210612#0,0,0 3#False#0#320,400,319#0,2,0#-0.2370479,0.9712855,0.02032047/-0.4567089,0.8895338,0.01210611/-0.6756469,0.7369455,0.02031441#0,0,0 3#False#0#319,400,399#0,0,2#-0.6756469,0.7369455,0.02031441/-0.4567089,0.8895338,0.01210611/-0.637418,0.770509,-0.003734879#0,0,0 3#False#0#319,399,398#0,0,2#-0.6756469,0.7369455,0.02031441/-0.637418,0.770509,-0.003734879/-0.8287577,0.5594768,0.01210073#0,0,0 3#False#0#319,398,308#0,2,0#-0.6756468,0.7369455,0.02031441/-0.8287577,0.5594768,0.01210073/-0.947099,0.3202982,0.02030742#0,0,0 3#False#0#308,398,397#0,0,2#-0.947099,0.3202982,0.02030742/-0.8287577,0.5594768,0.01210073/-0.9297646,0.3681356,-0.003740612#0,0,0 3#False#0#308,397,396#0,0,2#-0.947099,0.3202981,0.02030742/-0.9297646,0.3681356,-0.003740612/-0.9957753,0.09102215,0.01209536#0,0,0 3#True#1#308,396,310#0,2,0#-0.947099,0.3202981,0.02030742/-0.9957753,0.09102215,0.01209536/-0.9842529,-0.1755962,0.02030403#0,0,0 3#True#1#310,396,395#0,0,2#-0.9842528,-0.1755962,0.02030403/-0.9957753,0.09102215,0.01209536/-0.9921089,-0.1253227,-0.003740478#0,0,0 3#False#0#310,395,394#0,0,2#-0.9842528,-0.1755962,0.02030403/-0.9921089,-0.1253227,-0.003740478/-0.9164522,-0.3999613,0.01209535#0,0,0 3#False#0#310,394,312#0,2,0#-0.9842528,-0.1755962,0.02030403/-0.9164522,-0.3999613,0.01209535/-0.7779142,-0.6280425,0.02030103#0,0,0 3#False#0#312,394,393#0,0,2#-0.7779142,-0.6280425,0.02030103/-0.9164522,-0.3999613,0.01209535/-0.8090249,-0.5877624,-0.003739541#0,0,0 3#False#0#312,393,392#0,0,2#-0.7779142,-0.6280425,0.02030103/-0.8090249,-0.5877624,-0.003739541/-0.6104139,-0.7919903,0.01209226#0,0,0 3#False#0#312,392,328#0,2,0#-0.7779142,-0.6280425,0.02030103/-0.610414,-0.7919903,0.01209226/-0.3868542,-0.9219775,0.01735476#0,0,0 3#False#0#328,392,391#0,0,2#-0.3868542,-0.9219775,0.01735476/-0.6104139,-0.7919903,0.01209226/-0.4257883,-0.9048152,-0.003730676#0,0,0 3#False#0#328,391,390#0,0,2#-0.3868542,-0.9219776,0.01735476/-0.4257883,-0.9048152,-0.003730676/-0.1646783,-0.9863473,-0.0002783976#0,0,0 3#True#0#328,390,327#0,2,0#-0.3868542,-0.9219776,0.01735476/-0.1646783,-0.9863473,-0.0002783976/0.01232751,-0.9998657,0.01081021#0,0,0 3#True#0#327,390,389#0,0,2#0.01232751,-0.9998657,0.01081021/-0.1646783,-0.9863473,-0.0002783976/0.1153571,-0.9932872,0.008565145#0,0,0 3#False#0#327,389,326#0,2,0#0.01232751,-0.9998657,0.01081021/0.1153571,-0.9932872,0.008565145/0.3697047,-0.929104,0.009175872#0,0,0 3#False#0#326,389,388#0,0,2#0.3697047,-0.929104,0.009175872/0.1153571,-0.9932872,0.008565145/0.3090051,-0.9510531,-0.003741777#0,0,0 3#False#0#326,388,387#0,0,2#0.3697047,-0.929104,0.009175872/0.3090051,-0.9510531,-0.003741777/0.5645881,-0.8252844,0.01208272#0,0,0 3#False#0#326,387,325#0,2,0#0.3697047,-0.929104,0.009175871/0.564588,-0.8252844,0.01208272/0.7626804,-0.6464572,0.02028822#0,0,0 3#False#0#325,387,386#0,0,2#0.7626804,-0.6464573,0.02028822/0.5645881,-0.8252844,0.01208272/0.7289518,-0.6845546,-0.00375602#0,0,0 3#False#0#325,386,385#0,0,2#0.7626804,-0.6464573,0.02028822/0.7289518,-0.6845546,-0.00375602/0.8923474,-0.4511874,0.0120832#0,0,0 3#False#0#325,385,324#0,2,0#0.7626804,-0.6464573,0.02028822/0.8923474,-0.4511874,0.0120832/0.9797764,-0.1990637,0.02029368#0,0,0 3#False#0#324,385,383#0,0,0#0.9797764,-0.1990637,0.02029368/0.8923474,-0.4511874,0.0120832/0.9685718,-0.2487059,-0.003745444#0,0,0 3#True#1#230,278,229#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#230,229,231#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#231,229,144#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#231,144,234#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#234,144,236#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#236,144,199#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#236,199,238#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#238,199,240#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#240,199,201#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#240,201,242#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#242,201,203#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#229,278,276#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#229,276,227#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#227,276,274#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#227,274,225#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#225,274,272#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#225,272,223#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#223,272,270#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#223,270,268#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#223,268,221#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#221,268,266#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#221,266,219#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#219,266,264#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#219,264,262#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#219,262,217#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#217,262,260#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#217,260,215#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#215,260,258#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#215,258,213#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#213,258,256#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#213,256,211#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#211,256,254#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#211,254,252#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#211,252,209#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#209,252,250#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#209,250,207#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#207,250,248#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#207,248,205#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#205,248,246#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#205,246,203#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#203,246,244#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#203,244,242#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#229,297,144#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#144,297,145#0,1,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#0#284,150,297#0,0,0#0,-1,0/0,-1,0/0,-1,0#0,0,0 3#True#0#297,150,145#0,0,0#0,-1,0/0,-1,0/0,-1,0#0,0,0 3#True#0#185,289,126#0,0,0#0,-1,0/0,-1,0/0,-1,0#0,0,0 3#True#0#126,289,197#0,0,0#0,-1,0/0,-1,0/0,-1,0#0,0,0 3#True#0#127,305,140#1,0,0#0,-1,0/0,-1,0/0,-1,0#0,0,0 3#True#0#140,305,279#0,0,0#0,-1,0/0,-1,0/0,-1,0#0,0,0 3#True#1#83,124,81#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#83,81,84#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#84,81,50#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#84,50,86#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#86,50,51#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#86,51,89#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#89,51,53#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#89,53,55#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#81,124,122#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#81,122,79#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#79,122,120#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#79,120,77#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#77,120,118#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#77,118,75#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#75,118,116#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#75,116,112#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#75,112,73#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#73,112,71#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#71,112,110#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#71,110,108#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#71,108,69#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#69,108,106#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#69,106,67#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#67,106,104#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#67,104,65#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#65,104,102#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#65,102,63#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#63,102,100#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#63,100,98#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#63,98,61#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#61,98,95#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#61,95,59#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#59,95,57#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#57,95,92#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#57,92,55#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#55,92,89#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#81,305,50#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#50,305,127#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#0#159,283,138#0,0,0#0.262947,0.9647886,0.006472143/0.1195885,0.9928235,0.000349473/0.0003958461,0.9999974,0.002276011#0,0,0 3#True#0#138,283,313#0,0,0#0.0003958461,0.9999973,0.002276011/0.1195885,0.9928235,0.000349473/-0.0003958452,0.9999973,-0.002276005#0,0,0 3#True#0#138,313,175#0,0,0#0.0003958461,0.9999974,0.002276011/-0.0003958453,0.9999974,-0.002276005/-0.1195885,0.9928235,-0.0003476948#0,0,0 3#True#0#175,313,285#0,0,0#-0.1195885,0.9928235,-0.0003476948/-0.0003958453,0.9999974,-0.002276005/-0.2629535,0.9647868,-0.006470378#0,0,0 3#False#0#408,409,410#2,2,1#0.0008661646,0.6541626,0.7563534/-0.0002053235,0.5102702,0.8600141/0.0006104541,0.2550831,0.9669189#0,0,0 3#False#0#410,409,411#0,1,2#0.0006104541,0.2550831,0.9669189/-0.0002053235,0.5102702,0.8600141/0.0002592054,0.1321113,0.9912349#0,0,0 3#False#0#409,408,412#0,2,1#-0.0002053236,0.5102702,0.8600141/0.0008661645,0.6541626,0.7563534/-0.0009901171,0.850197,0.5264637#0,0,0 3#False#0#412,408,413#0,1,2#-0.0009901171,0.850197,0.5264637/0.0008661646,0.6541626,0.7563534/0.0009332279,0.9357908,0.3525543#0,0,0 3#False#0#412,413,414#0,2,1#-0.0009901171,0.850197,0.5264637/0.0009332279,0.9357908,0.3525543/-0.0009620716,0.9987716,0.04954152#0,0,0 3#False#0#414,413,415#0,1,2#-0.0009620715,0.9987716,0.04954152/0.0009332279,0.9357908,0.3525543/0.0009047915,0.9896798,-0.1432938#0,0,0 3#False#0#414,415,416#0,2,1#-0.0009620716,0.9987716,0.04954153/0.0009047915,0.9896798,-0.1432938/-0.0009339762,0.8981213,-0.4397469#0,0,0 3#False#0#416,415,417#0,1,2#-0.0009339762,0.8981213,-0.4397469/0.0009047915,0.9896798,-0.1432938/0.0008753758,0.7973663,-0.603495#0,0,0 3#False#0#416,417,418#0,2,1#-0.0009339762,0.8981213,-0.4397469/0.0008753758,0.7973663,-0.603495/-0.0009049355,0.5733513,-0.8193092#0,0,0 3#False#0#418,417,419#0,1,2#-0.0009049356,0.5733513,-0.8193092/0.0008753758,0.7973663,-0.603495/0.0008459468,0.4066916,-0.913565#0,0,0 3#False#0#418,419,420#0,2,1#-0.0009049355,0.5733513,-0.8193092/0.0008459468,0.4066916,-0.913565/-0.0008749914,0.1055044,-0.9944186#0,0,0 3#False#0#420,419,421#0,1,2#-0.0008749914,0.1055044,-0.9944186/0.0008459468,0.4066916,-0.913565/0.000815853,-0.08515095,-0.9963678#0,0,0 3#False#0#420,421,422#0,2,1#-0.0008749912,0.1055044,-0.9944184/0.000815853,-0.08515096,-0.9963678/-0.0008448956,-0.3886687,-0.9213771#0,0,0 3#False#0#422,421,423#0,1,2#-0.0008448957,-0.3886687,-0.9213771/0.000815853,-0.08515096,-0.9963678/0.000784657,-0.5558019,-0.8313144#0,0,0 3#False#0#422,423,424#0,2,1#-0.0008448956,-0.3886687,-0.9213771/0.000784657,-0.5558019,-0.8313144/-0.0008141561,-0.7858528,-0.6184131#0,0,0 3#False#0#424,423,425#0,1,2#-0.000814156,-0.7858528,-0.6184131/0.000784657,-0.5558019,-0.8313144/0.0007534631,-0.8881959,-0.4594645#0,0,0 3#False#0#424,425,426#0,2,1#-0.0008141561,-0.7858528,-0.6184131/0.0007534631,-0.8881959,-0.4594645/-0.0007814936,-0.9869354,-0.161114#0,0,0 3#False#0#426,425,427#0,1,2#-0.0007814936,-0.9869354,-0.161114/0.0007534631,-0.8881959,-0.4594645/0.000721951,-0.999644,0.02667233#0,0,0 3#False#0#426,427,428#0,2,1#-0.0007814936,-0.9869356,-0.1611141/0.0007219511,-0.999644,0.02667233/-0.0006378057,-0.9454719,0.325703#0,0,0 3#False#0#428,427,429#0,1,2#-0.0006378057,-0.9454719,0.325703/0.000721951,-0.999644,0.02667233/0.0001502679,-0.8772675,0.4800016#0,0,0 3#False#0#428,429,430#0,2,1#-0.0006378057,-0.9454719,0.325703/0.0001502679,-0.8772675,0.4800016/-0.0005921919,-0.7369118,0.6759887#0,0,0 3#False#0#430,429,431#0,1,2#-0.0005921919,-0.7369118,0.6759887/0.0001502679,-0.8772675,0.4800016/0.0008109416,-0.6491963,0.7606205#0,0,0 3#False#0#430,431,432#0,2,1#-0.0005921919,-0.7369118,0.6759887/0.0008109416,-0.6491963,0.7606205/-5.675448E-06,-0.5048526,0.8632056#0,0,0 3#False#0#432,431,433#0,1,2#-5.675438E-06,-0.5048526,0.8632056/0.0008109416,-0.6491963,0.7606205/0.0008167999,-0.3685359,0.9296132#0,0,0 3#False#0#432,433,434#0,2,1#-5.675438E-06,-0.5048526,0.8632056/0.0008167999,-0.3685359,0.9296132/-0.0008107935,-0.2079234,0.9781447#0,0,0 3#False#0#434,433,435#0,1,2#-0.0008107935,-0.2079234,0.9781447/0.0008167999,-0.3685359,0.9296132/-5.352957E-05,-0.1248305,0.9921781#0,0,0 3#False#0#435,436,434#1,1,0#-5.352957E-05,-0.1248305,0.9921781/0.04232546,-0.009119659,0.9990622/-0.0008107935,-0.2079234,0.9781447#0,0,0 3#False#0#437,438,439#1,1,1#0.637577,-0.6109387,-0.4693074/0.637577,-0.6109387,-0.4693074/0.637577,-0.6109387,-0.4693074#0,0,0 3#False#0#439,438,440#0,1,1#-0.657163,-0.4622836,-0.5953408/-0.657163,-0.4622836,-0.5953408/-0.657163,-0.4622836,-0.5953408#0,0,0 3#False#0#441,442,443#2,2,1#4.100481E-06,0.05644422,-0.9984058/0.0002658363,0.02926701,-0.9995715/0.0009094122,0.2377461,-0.9713269#0,0,0 3#False#0#443,442,444#0,1,2#0.0009094122,0.2377461,-0.9713269/0.0002658363,0.02926701,-0.9995716/-0.0009117848,0.2034363,-0.9790878#0,0,0 3#False#0#443,444,445#0,1,2#0.0009094122,0.2377461,-0.9713269/-0.0009117848,0.2034363,-0.9790878/-0.001245776,0.4547069,-0.8906403#0,0,0 3#False#0#443,445,446#0,2,1#0.0009094122,0.2377461,-0.9713269/-0.001245776,0.4547069,-0.8906403/0.001783334,0.5923379,-0.8056877#0,0,0 3#False#0#446,445,447#0,1,2#0.001783334,0.5923379,-0.8056876/-0.001245776,0.4547069,-0.8906403/-0.001868978,0.7385262,-0.6742224#0,0,0 3#False#0#446,447,448#0,2,1#0.001783334,0.5923379,-0.8056876/-0.001868978,0.7385262,-0.6742224/0.001763155,0.8413882,-0.5404285#0,0,0 3#False#0#448,447,449#0,1,2#0.001763155,0.8413882,-0.5404285/-0.001868978,0.7385262,-0.6742224/-0.001846937,0.9313644,-0.3640837#0,0,0 3#False#0#448,449,450#0,2,1#0.001763155,0.8413882,-0.5404285/-0.001846937,0.9313644,-0.3640837/0.001741423,0.97905,-0.2036125#0,0,0 3#False#0#450,449,451#0,1,2#0.001741423,0.97905,-0.2036125/-0.001846937,0.9313644,-0.3640837/-0.001823143,0.9999837,-0.005406622#0,0,0 3#True#0#450,451,452#0,2,1#0.001741423,0.97905,-0.2036125/-0.001823143,0.9999837,-0.005406622/0.001718435,0.9870883,0.1601681#0,0,0 3#False#0#452,451,453#0,1,2#0.001718435,0.9870883,0.1601681/-0.001823143,0.9999837,-0.005406622/-0.001797966,0.9352488,0.3539865#0,0,0 3#False#0#452,453,454#0,2,1#0.001718435,0.9870883,0.1601681/-0.001797966,0.9352488,0.3539865/0.001693535,0.8644198,0.5027679#0,0,0 3#False#0#454,453,455#0,1,2#0.001693534,0.8644198,0.5027679/-0.001797966,0.9352488,0.3539865/-0.001771973,0.7457976,0.6661703#0,0,0 3#False#0#454,455,456#0,2,1#0.001693535,0.8644198,0.5027679/-0.001771973,0.7457976,0.6661704/0.001667499,0.6272802,0.7787918#0,0,0 3#False#0#456,455,457#0,1,2#0.001667499,0.6272802,0.7787918/-0.001771973,0.7457976,0.6661704/-0.001743696,0.4569066,0.889513#0,0,0 3#False#0#456,457,458#0,2,1#0.001667499,0.6272802,0.7787918/-0.001743696,0.4569066,0.889513/0.001640369,0.3070592,0.951689#0,0,0 3#False#0#458,457,459#0,1,2#0.001640369,0.3070592,0.951689/-0.001743696,0.4569066,0.889513/-0.001714632,0.107097,0.9942471#0,0,0 3#False#0#458,459,460#0,2,1#0.001640369,0.3070592,0.951689/-0.001714632,0.107097,0.9942471/0.001611581,-0.05383553,0.9985486#0,0,0 3#False#0#460,459,461#0,1,2#0.001611581,-0.05383554,0.9985486/-0.001714632,0.107097,0.9942471/-0.00168437,-0.2569845,0.966414#0,0,0 3#False#0#460,461,462#0,2,1#0.001611581,-0.05383553,0.9985486/-0.00168437,-0.2569844,0.966414/0.001581559,-0.4076107,0.9131545#0,0,0 3#False#0#462,461,463#0,1,2#0.001581559,-0.4076106,0.9131545/-0.00168437,-0.2569845,0.966414/-0.001652896,-0.5867975,0.8097319#0,0,0 3#False#0#462,463,464#0,2,1#0.001581559,-0.4076106,0.9131545/-0.001652896,-0.5867975,0.8097319/0.001550167,-0.7074014,0.7068104#0,0,0 3#False#0#464,463,465#0,1,2#0.001550167,-0.7074014,0.7068103/-0.001652896,-0.5867975,0.8097319/-0.001620348,-0.8383718,0.5450965#0,0,0 3#False#0#464,465,466#0,2,1#0.001550167,-0.7074014,0.7068104/-0.001620348,-0.8383718,0.5450965/0.001517443,-0.9135011,0.4068334#0,0,0 3#False#0#466,465,467#0,1,2#0.001517443,-0.9135011,0.4068334/-0.001620348,-0.8383718,0.5450965/-0.001586411,-0.978173,0.2077863#0,0,0 3#False#0#466,467,468#0,2,1#0.001517443,-0.9135011,0.4068334/-0.001586411,-0.978173,0.2077863/0.001483644,-0.9985952,0.05296652#0,0,0 3#True#0#468,467,469#0,1,2#0.001483644,-0.9985952,0.05296651/-0.001586411,-0.978173,0.2077863/-0.001614832,-0.9872657,-0.1590722#0,0,0 3#True#0#468,469,470#0,2,1#0.001483644,-0.9985952,0.05296651/-0.001614833,-0.9872657,-0.1590722/0.0002091267,-0.953898,-0.300131#0,0,0 3#False#0#470,469,437#0,1,2#0.0002091267,-0.953898,-0.300131/-0.001614832,-0.9872657,-0.1590722/-0.001905947,-0.9186433,-0.3950835#0,0,0 3#False#0#470,437,471#0,1,1#0.0002091266,-0.953898,-0.300131/-0.001905947,-0.9186433,-0.3950835/0.000837723,-0.9065637,-0.4220681#0,0,0 3#True#1#411,409,471#0,0,1#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#471,409,412#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#471,412,470#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#470,412,414#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#470,414,468#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#468,414,466#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#466,414,416#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#466,416,464#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#464,416,418#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#464,418,462#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#462,418,420#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#462,420,460#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#460,420,458#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#458,420,422#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#458,422,456#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#456,422,424#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#456,424,454#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#454,424,452#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#452,424,426#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#452,426,450#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#450,426,428#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#450,428,448#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#448,428,430#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#448,430,446#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#446,430,432#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#446,432,443#0,0,0#1,0,0/1,0,0/0.9998595,0.01651348,0.002853879#0,0,0 3#True#1#443,432,434#0,0,2#0.9998595,0.01651348,0.002853879/1,0,0/0.9997544,0.02141493,0.005711847#0,0,0 3#True#1#443,434,436#0,0,2#0.9998595,0.01651348,0.002853879/0.9997544,0.02141493,0.005711847/0.9998149,0.01902533,0.002853373#0,0,0 3#True#1#443,436,441#0,2,0#0.9998595,0.01651348,0.002853879/0.9998149,0.01902533,0.002853373/0.9999003,0.01412448,-4.464294E-06#0,0,0 3#True#1#433,444,435#0,0,0#-0.9999925,-0.003875432,0.0001323243/-0.9999404,-0.01086305,-0.001036042/-0.9997835,-0.020743,0.001641461#0,0,0 3#True#1#435,444,442#0,0,0#-0.9997835,-0.020743,0.00164146/-0.9999404,-0.01086305,-0.001036042/-0.9999405,-0.009156795,0.005928416#0,0,0 3#True#1#435,442,472#0,2,2#-0.9997835,-0.020743,0.001641461/-0.9999405,-0.009156795,0.005928417/-0.999922,-0.01052469,0.006714197#0,0,0 3#True#1#444,433,445#0,0,0#-0.9999404,-0.01086305,-0.001036042/-0.9999925,-0.003875432,0.0001323243/-1,0,0#0,0,0 3#True#1#445,433,431#0,0,0#-1,0,0/-0.9999925,-0.003875432,0.0001323243/-1,0,0#0,0,0 3#True#1#445,431,447#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#447,431,429#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#447,429,449#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#449,429,427#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#449,427,451#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#451,427,453#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#453,427,425#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#453,425,455#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#455,425,423#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#455,423,457#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#457,423,459#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#459,423,421#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#459,421,461#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#461,421,419#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#461,419,463#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#463,419,417#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#463,417,465#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#465,417,467#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#467,417,415#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#467,415,469#0,0,0#-1,0,0/-1,0,0/-0.9999927,-0.0002887236,-0.003810342#0,0,0 3#True#1#469,415,413#0,0,0#-0.9999927,-0.0002887236,-0.003810342/-1,0,0/-0.9999858,-0.005324748,1.429881E-05#0,0,0 3#True#1#469,413,437#0,2,0#-0.9999927,-0.0002887236,-0.003810342/-0.9999858,-0.005324748,1.429892E-05/-0.9998723,-0.008013165,-0.01382086#0,0,0 3#True#1#437,413,438#0,2,0#-0.9998723,-0.008013165,-0.01382086/-0.9999859,-0.005324748,1.429892E-05/-0.9999917,-0.003906166,-0.001099842#0,0,0 3#True#1#438,413,408#0,0,0#-0.9999918,-0.003906166,-0.001099842/-0.9999858,-0.005324748,1.429881E-05/-0.999926,0.008587003,-0.008621249#0,0,0 3#True#1#438,408,440#0,0,0#-0.9999917,-0.003906166,-0.001099842/-0.999926,0.008587003,-0.008621249/-0.9999855,-0.000290605,0.005385539#0,0,0 3#True#1#440,408,473#0,2,0#-0.9999855,-0.0002906049,0.00538554/-0.999926,0.008587003,-0.008621249/-0.9999773,0.004662847,-0.004873599#0,0,0 3#True#1#473,408,410#0,0,2#-0.9999772,0.004662846,-0.004873598/-0.999926,0.008587003,-0.008621249/-0.9999847,-0.004726395,0.002848706#0,0,0 3#True#1#473,410,472#0,2,0#-0.9999773,0.004662847,-0.004873598/-0.9999847,-0.004726395,0.002848706/-0.999922,-0.01052469,0.006714197#0,0,0 3#True#1#472,410,435#0,1,0#-0.999922,-0.01052469,0.006714197/-0.9999847,-0.004726395,0.002848706/-0.9997835,-0.020743,0.001641461#0,0,0 3#False#0#474,475,476#1,0,0#4.459312E-05,-3.674149E-05,1/7.222705E-05,2.443112E-05,1/3.223523E-05,-1.161528E-05,1#0,0,0 3#False#0#476,475,437#0,0,1#3.223524E-05,-1.161528E-05,1/7.222705E-05,2.443112E-05,1/9.576592E-05,-5.663512E-05,1#0,0,0 3#False#0#437,475,477#0,1,0#9.576592E-05,-5.663512E-05,1/7.222705E-05,2.443112E-05,1/6.924221E-05,-0.0001006018,1#0,0,0 3#False#0#477,478,437#1,0,0#6.924221E-05,-0.0001006018,1/1.978157E-05,-0.0001170034,1/9.576592E-05,-5.663512E-05,1#0,0,0 3#False#0#437,478,479#0,1,0#9.576592E-05,-5.663512E-05,1/1.978157E-05,-0.0001170034,1/3.187183E-05,-3.96107E-06,1#0,0,0 3#False#0#437,479,480#0,0,0#9.576592E-05,-5.663512E-05,1/3.187183E-05,-3.96107E-06,1/0.01596795,0.0005594455,0.9998724#0,0,0 3#False#0#480,479,481#0,1,0#0.01596796,0.0005594455,0.9998724/3.187183E-05,-3.96107E-06,1/5.235187E-05,-2.583416E-05,1#0,0,0 3#False#0#480,481,482#0,1,0#0.01596795,0.0005594455,0.9998724/5.235187E-05,-2.583416E-05,1/1.973291E-06,-3.756279E-05,1#0,0,0 3#False#0#480,482,483#0,1,0#0.01596795,0.0005594455,0.9998724/1.973291E-06,-3.756279E-05,1/-5.531349E-05,1.05847E-05,1#0,0,0 3#False#0#480,483,484#0,1,0#0.01596795,0.0005594455,0.9998724/-5.531349E-05,1.05847E-05,1/4.302086E-05,-1.718198E-05,1#0,0,0 3#False#0#480,484,485#0,0,1#0.01596795,0.0005594455,0.9998724/4.302086E-05,-1.718198E-05,1/-1.132465E-05,-1.527754E-05,1#0,0,0 3#False#0#485,484,486#0,1,0#-1.132465E-05,-1.527754E-05,1/4.302086E-05,-1.718198E-05,1/1.927469E-07,4.690634E-06,1#0,0,0 3#False#0#485,486,487#0,0,0#-1.132465E-05,-1.527754E-05,1/1.927469E-07,4.690633E-06,1/-6.069349E-05,-1.339575E-05,1#0,0,0 3#False#0#487,486,488#0,0,1#-6.069349E-05,-1.339575E-05,1/1.927469E-07,4.690633E-06,1/-3.212285E-06,5.042746E-05,1#0,0,0 3#False#0#488,486,489#0,1,0#-3.212285E-06,5.042746E-05,1/1.927469E-07,4.690633E-06,1/-3.002575E-06,1.557596E-05,1#0,0,0 3#False#0#488,489,490#0,0,1#-3.212285E-06,5.042746E-05,1/-3.002575E-06,1.557596E-05,1/-1.087661E-05,-4.111813E-05,1#0,0,0 3#False#0#490,489,491#0,0,1#-1.087661E-05,-4.111813E-05,1/-3.002575E-06,1.557596E-05,1/2.480374E-06,-2.990839E-05,1#0,0,0 3#False#0#491,489,492#0,1,0#2.480374E-06,-2.990839E-05,1/-3.002575E-06,1.557596E-05,1/1.013108E-05,2.340155E-05,1#0,0,0 3#False#0#491,492,493#0,1,0#2.480374E-06,-2.990839E-05,1/1.013108E-05,2.340155E-05,1/1.296175E-05,6.555954E-06,1#0,0,0 3#False#0#491,493,494#0,0,1#2.480374E-06,-2.990839E-05,1/1.296175E-05,6.555954E-06,1/4.88227E-06,2.011363E-05,1#0,0,0 3#False#0#494,493,495#0,0,0#4.88227E-06,2.011363E-05,1/1.296175E-05,6.555953E-06,1/-1.002623E-05,3.444366E-06,1#0,0,0 3#False#0#495,493,496#0,1,0#-1.002623E-05,3.444366E-06,1/1.296175E-05,6.555954E-06,1/-2.869328E-05,-8.535598E-05,1#0,0,0 3#False#0#495,496,497#0,1,0#-1.002623E-05,3.44437E-06,1/-2.869328E-05,-8.535598E-05,1/-1.960139E-05,-8.973597E-05,1#0,0,0 3#False#0#495,497,498#0,0,1#-1.002623E-05,3.444367E-06,1/-1.960139E-05,-8.973597E-05,1/6.360831E-06,1.041764E-05,1#0,0,0 3#False#0#498,497,499#0,1,0#6.360831E-06,1.041764E-05,1/-1.960139E-05,-8.973597E-05,1/1.195828E-05,9.638346E-06,1#0,0,0 3#False#0#498,499,500#0,1,0#6.360831E-06,1.041764E-05,1/1.195828E-05,9.638346E-06,1/-3.776197E-06,3.321589E-05,1#0,0,0 3#False#0#498,500,476#0,0,0#6.360831E-06,1.041764E-05,1/-3.776197E-06,3.321589E-05,1/3.223524E-05,-1.161528E-05,1#0,0,0 3#False#0#476,500,501#0,1,0#3.223524E-05,-1.161528E-05,1/-3.776197E-06,3.321589E-05,1/0.0001055185,-6.713502E-05,1#0,0,0 3#False#0#476,501,474#0,1,0#3.223524E-05,-1.161528E-05,1/0.0001055185,-6.713502E-05,1/4.459312E-05,-3.674149E-05,1#0,0,0 3#False#0#502,503,504#0,1,0#-5.771777E-06,-8.901011E-06,1/-1.29936E-05,-3.546069E-05,1/-3.002673E-06,1.557455E-05,1#0,0,0 3#False#0#502,504,505#0,0,1#-5.771777E-06,-8.901009E-06,1/-3.002674E-06,1.557455E-05,1/-1.087666E-05,-4.112098E-05,1#0,0,0 3#False#0#505,504,506#0,0,1#-1.087666E-05,-4.112098E-05,1/-3.002673E-06,1.557455E-05,1/2.480329E-06,-2.99099E-05,1#0,0,0 3#False#0#506,504,507#0,1,0#2.480329E-06,-2.99099E-05,1/-3.002673E-06,1.557455E-05,1/1.013105E-05,2.340151E-05,1#0,0,0 3#False#0#506,507,508#0,1,0#2.480329E-06,-2.99099E-05,1/1.013105E-05,2.340151E-05,1/4.195341E-05,-3.260477E-05,1#0,0,0 3#False#0#506,508,509#0,0,1#2.480329E-06,-2.99099E-05,1/4.195341E-05,-3.260477E-05,1/-5.651561E-07,2.38698E-05,1#0,0,0 3#False#0#509,508,495#0,0,0#-5.651563E-07,2.38698E-05,1/4.19534E-05,-3.260477E-05,1/-1.002623E-05,3.444367E-06,1#0,0,0 3#False#0#495,508,510#0,1,0#-1.002623E-05,3.444366E-06,1/4.195341E-05,-3.260477E-05,1/-6.658362E-05,1.505806E-05,1#0,0,0 3#False#0#495,510,511#0,1,0#-1.002623E-05,3.444366E-06,1/-6.658362E-05,1.505806E-05,1/-0.0001066297,4.729617E-05,1#0,0,0 3#False#0#503,502,512#0,1,0#-1.29936E-05,-3.546069E-05,1/-5.771777E-06,-8.901012E-06,1/2.936221E-05,1.713671E-05,1#0,0,0 3#False#0#503,512,513#0,0,0#-1.29936E-05,-3.546069E-05,1/2.936221E-05,1.713671E-05,1/4.638378E-06,9.13611E-06,1#0,0,0 3#False#0#513,512,514#0,1,0#4.63838E-06,9.136107E-06,1/2.936221E-05,1.713671E-05,1/2.565522E-05,3.714079E-05,1#0,0,0 3#False#0#513,514,515#0,0,1#4.638378E-06,9.136111E-06,1/2.565522E-05,3.714079E-05,1/1.64068E-06,-2.246914E-05,1#0,0,0 3#False#0#515,514,516#0,1,0#1.64068E-06,-2.246914E-05,1/2.565522E-05,3.714079E-05,1/1.939224E-05,-1.699468E-05,1#0,0,0 3#False#0#515,516,517#0,1,0#1.64068E-06,-2.246914E-05,1/1.939224E-05,-1.699468E-05,1/1.589311E-05,-2.737617E-05,1#0,0,0 3#False#0#517,518,515#1,0,0#1.589311E-05,-2.737617E-05,1/-6.147211E-05,1.724791E-05,1/1.640679E-06,-2.246914E-05,1#0,0,0 3#False#0#515,518,519#0,0,0#1.64068E-06,-2.246914E-05,1/-6.147211E-05,1.724791E-05,1/-7.392051E-06,-4.493596E-06,1#0,0,0 3#False#0#515,519,520#0,1,1#1.64068E-06,-2.246914E-05,1/-7.392051E-06,-4.493597E-06,1/0,0,1#0,0,0 3#False#0#519,518,521#0,1,0#-7.392052E-06,-4.493598E-06,1/-6.147211E-05,1.724791E-05,1/-1.864667E-05,1.521212E-05,1#0,0,0 3#False#0#519,521,522#0,1,0#-7.392053E-06,-4.493598E-06,1/-1.864667E-05,1.521212E-05,1/7.01602E-05,-6.35577E-05,1#0,0,0 3#False#0#519,522,523#0,1,0#-7.392051E-06,-4.493597E-06,1/7.01602E-05,-6.35577E-05,1/7.006706E-05,4.937895E-05,1#0,0,0 3#False#0#519,523,524#0,0,1#-7.392051E-06,-4.493597E-06,1/7.006706E-05,4.937895E-05,1/3.558692E-07,5.740224E-06,1#0,0,0 3#False#0#524,523,525#0,1,0#3.558671E-07,5.740224E-06,1/7.006706E-05,4.937895E-05,1/4.324973E-05,3.510707E-05,1#0,0,0 3#False#0#525,526,524#1,0,0#4.324973E-05,3.510707E-05,1/-1.929766E-05,3.487356E-06,1/3.55865E-07,5.740223E-06,1#0,0,0 3#False#0#524,526,527#0,1,0#3.558681E-07,5.740224E-06,1/-1.929766E-05,3.487356E-06,1/-1.861593E-05,-2.260522E-05,1#0,0,0 3#False#0#527,528,524#1,0,0#-1.861593E-05,-2.260522E-05,1/3.05193E-06,9.39188E-06,1/3.558671E-07,5.740224E-06,1#0,0,0 3#False#0#524,528,529#0,0,0#3.558679E-07,5.740224E-06,1/3.051932E-06,9.391882E-06,1/2.809139E-06,1.133896E-05,1#0,0,0 3#False#0#524,529,530#0,0,1#3.558679E-07,5.740224E-06,1/2.809138E-06,1.133896E-05,1/0,0,1#0,0,0 3#False#0#530,529,531#0,1,1#0,0,1/2.809138E-06,1.133896E-05,1/0,0,1#0,0,0 3#False#0#529,528,532#0,1,0#2.809138E-06,1.133896E-05,1/3.05193E-06,9.39188E-06,1/1.57322E-05,1.751305E-05,1#0,0,0 3#False#0#529,532,533#0,1,0#2.809138E-06,1.133895E-05,1/1.57322E-05,1.751305E-05,1/-4.425122E-05,-2.553136E-05,1#0,0,0 3#False#0#529,533,495#0,0,1#2.809138E-06,1.133896E-05,1/-4.425122E-05,-2.553136E-05,1/-1.002623E-05,3.444366E-06,1#0,0,0 3#False#0#495,533,509#0,1,0#-1.002623E-05,3.444366E-06,1/-4.425122E-05,-2.553136E-05,1/-5.651561E-07,2.38698E-05,1#0,0,0 3#False#0#485,487,534#0,1,0#-1.132465E-05,-1.527754E-05,1/-6.069349E-05,-1.339575E-05,1/-4.075023E-05,-2.055204E-05,1#0,0,0 3#False#0#485,534,535#0,1,0#-1.132465E-05,-1.527754E-05,1/-4.075023E-05,-2.055204E-05,1/-1.855004E-05,6.291373E-05,1#0,0,0 3#False#0#485,535,513#0,0,0#-1.132465E-05,-1.527754E-05,1/-1.855004E-05,6.291374E-05,1/4.638378E-06,9.136109E-06,1#0,0,0 3#False#0#485,513,536#0,0,1#-1.132465E-05,-1.527754E-05,1/4.638378E-06,9.13611E-06,1/0,0,1#0,0,0 3#False#0#536,513,537#0,1,1#0,0,1/4.638378E-06,9.13611E-06,1/0,0,1#0,0,0 3#False#0#513,538,539#0,1,0#4.638378E-06,9.136107E-06,1/1.337221E-05,-4.001772E-05,1/-2.000215E-05,1.217875E-05,1#0,0,0 3#False#0#535,540,513#1,0,0#-1.855004E-05,6.291374E-05,1/1.598705E-05,-1.497583E-05,1/4.638377E-06,9.136109E-06,1#0,0,0 3#False#0#513,540,538#0,1,0#4.638377E-06,9.136111E-06,1/1.598705E-05,-1.497583E-05,1/1.337221E-05,-4.001772E-05,1#0,0,0 3#False#0#539,541,513#1,0,0#-2.000215E-05,1.217875E-05,1/4.62257E-05,-4.052904E-05,1/4.638378E-06,9.136111E-06,1#0,0,0 3#False#0#513,541,503#0,1,0#4.638378E-06,9.13611E-06,1/4.62257E-05,-4.052904E-05,1/-1.29936E-05,-3.546069E-05,1#0,0,0 3#False#0#495,511,542#0,1,0#-1.002623E-05,3.444366E-06,1/-0.0001066297,4.729617E-05,1/4.088271E-05,2.638772E-05,1#0,0,0 3#False#0#542,494,495#1,0,0#4.088271E-05,2.638772E-05,1/4.88227E-06,2.011363E-05,1/-1.002623E-05,3.444366E-06,1#0,0,0 3#False#0#410,411,543#0,2,1#0.0006104541,0.2550831,0.9669189/0.0002592055,0.1321113,0.9912349/0.0005483402,0.01440368,0.9998961#0,0,0 3#False#0#543,411,436#0,1,1#0.0005483402,0.01440368,0.9998961/0.0002592055,0.1321113,0.9912349/0.04232546,-0.009119659,0.9990622#0,0,0 3#False#0#436,411,471#0,0,2#0.3879814,0.002379289,0.9216641/0.6202639,0,0.7843932/0.3879814,0.002379289,0.9216641#0,0,0 3#False#0#436,471,480#0,2,1#0.1941944,-0.007092482,0.9809374/0.2600919,0.001596002,0.9655825/0.01596796,0.0005594455,0.9998724#0,0,0 3#False#0#480,471,437#0,0,0#0.01596795,0.0005594455,0.9998724/0.06390438,0.002299092,0.9979534/9.576594E-05,-5.663513E-05,1#0,0,0 3#False#0#498,476,544#0,1,0#6.360831E-06,1.041764E-05,1/3.223524E-05,-1.161528E-05,1/0,0,1#0,0,0 3#False#0#498,544,545#0,1,1#6.360831E-06,1.041764E-05,1/0,0,1/0,0,1#0,0,0 3#True#1#437,439,476#0,2,0#-0.9998723,-0.008013165,-0.01382086/-0.9999921,-0.002259599,0.003297462/-0.9928141,-0.1190972,-0.01167501#0,0,0 3#True#1#476,439,546#0,2,2#-0.9928139,-0.1190972,-0.01167501/-0.9999921,-0.002259599,0.003297462/-0.9944963,-0.1042773,0.01016373#0,0,0 3#True#1#546,439,440#0,0,2#-0.9944963,-0.1042773,0.01016373/-0.9999921,-0.002259599,0.003297462/-0.9999855,-0.0002906049,0.00538554#0,0,0 3#True#1#546,440,473#0,0,0#-0.9944963,-0.1042773,0.01016373/-0.9999855,-0.000290605,0.00538554/-0.9999773,0.004662847,-0.004873598#0,0,0 3#True#1#473,472,546#0,2,0#-0.9999773,0.004662847,-0.004873598/-0.999922,-0.01052469,0.006714197/-0.9944963,-0.1042773,0.01016373#0,0,0 3#True#1#546,472,442#0,0,1#-0.9944963,-0.1042773,0.01016373/-0.999922,-0.01052469,0.006714197/-0.9999405,-0.009156795,0.005928416#0,0,0 3#False#0#537,547,536#1,2,0#0,-0.9030024,-0.4296354/9.426591E-05,-0.9459046,-0.3244449/-0.0008092747,-0.9067982,-0.4215643#0,0,0 3#False#0#536,547,548#0,2,1#-0.0008092747,-0.9067982,-0.4215643/9.426591E-05,-0.9459046,-0.3244449/0.0009997218,-0.9750527,-0.2219711#0,0,0 3#True#0#548,547,549#0,1,0#0.0009997218,-0.9750527,-0.2219711/9.426591E-05,-0.9459046,-0.3244449/0.001633271,-0.9995801,0.02893258#0,0,0 3#True#0#548,549,550#0,2,1#0.0009997218,-0.9750527,-0.221971/0.001633271,-0.99958,0.02893258/-0.0005614129,-0.9999926,-0.003788446#0,0,0 3#True#0#550,549,551#0,2,1#-0.0005614129,-0.9999926,-0.003788446/0.001633271,-0.99958,0.02893258/-0.0005828024,-0.9662929,0.2574449#0,0,0 3#False#0#551,549,552#0,1,2#-0.0005828022,-0.9662928,0.2574448/0.001633271,-0.99958,0.02893258/0.001894018,-0.9117968,0.4106373#0,0,0 3#False#0#551,552,553#0,2,1#-0.0005828024,-0.9662929,0.2574449/0.001894018,-0.9117968,0.4106373/-0.0005586321,-0.8454232,0.5340967#0,0,0 3#False#0#553,552,554#0,1,2#-0.0005586322,-0.8454232,0.5340967/0.001894018,-0.9117968,0.4106373/0.001196535,-0.7392918,0.6733841#0,0,0 3#False#0#553,554,555#0,2,1#-0.0005586321,-0.8454232,0.5340967/0.001196535,-0.7392918,0.6733841/-3.974925E-07,-0.6537021,0.7567519#0,0,0 3#False#0#555,554,556#0,1,2#-3.974925E-07,-0.6537021,0.7567519/0.001196534,-0.7392917,0.6733841/0.0005426133,-0.5116831,0.8591741#0,0,0 3#False#0#555,556,557#0,2,1#-3.974925E-07,-0.6537021,0.7567519/0.0005426133,-0.5116831,0.8591741/-0.0005427809,-0.4341093,0.9008601#0,0,0 3#False#0#557,556,558#0,1,2#-0.0005427809,-0.4341093,0.9008601/0.0005426133,-0.5116831,0.8591741/9.437208E-05,-0.2625011,0.9649317#0,0,0 3#False#0#557,558,559#0,2,1#-0.0005427809,-0.4341093,0.9008601/9.437208E-05,-0.2625011,0.9649317/-0.0005457372,-0.1453922,0.989374#0,0,0 3#False#0#559,558,560#0,1,2#-0.0005457372,-0.1453922,0.989374/9.437208E-05,-0.2625011,0.9649317/0.0006413045,0.07641022,0.9970762#0,0,0 3#False#0#559,560,561#0,2,1#-0.0005457372,-0.1453922,0.989374/0.0006413045,0.07641022,0.9970762/-0.000641464,0.2079386,0.9781417#0,0,0 3#False#0#561,560,562#0,1,2#-0.000641464,0.2079386,0.9781417/0.0006413045,0.07641022,0.9970762/0.0006410951,0.425896,0.9047719#0,0,0 3#False#0#561,562,563#0,2,1#-0.000641464,0.2079386,0.9781417/0.0006410951,0.425896,0.9047719/0.0009064917,0.5310249,0.8473557#0,0,0 3#False#0#563,562,564#0,1,0#0.0009064917,0.5310249,0.8473557/0.0006410951,0.425896,0.9047719/0.001159424,0.7274494,0.6861603#0,0,0 3#False#0#563,564,565#0,2,1#0.0009064917,0.5310249,0.8473557/0.001159424,0.7274494,0.6861604/-0.0005619793,0.7089216,0.7052872#0,0,0 3#False#0#565,564,566#0,2,1#-0.0005619793,0.7089216,0.7052872/0.001159424,0.7274494,0.6861604/-0.001159382,0.8943413,0.4473837#0,0,0 3#False#0#566,564,567#0,1,2#-0.001159382,0.8943413,0.4473837/0.001159424,0.7274494,0.6861604/0.0005618347,0.9059379,0.4234104#0,0,0 3#False#0#566,567,568#0,1,0#-0.001159382,0.8943413,0.4473837/0.0005618347,0.9059379,0.4234104/-0.0009988282,0.976515,0.2154472#0,0,0 3#False#0#566,568,569#0,2,1#-0.001159382,0.8943413,0.4473837/-0.0009988282,0.976515,0.2154472/-9.37243E-05,0.9938952,0.1103282#0,0,0 3#True#0#569,568,570#0,1,2#-9.37243E-05,0.9938952,0.1103282/-0.0009988282,0.976515,0.2154473/0.0005431025,0.9973453,-0.0728146#0,0,0 3#True#0#569,570,571#0,2,1#-9.37243E-05,0.9938952,0.1103282/0.0005431025,0.9973453,-0.0728146/-0.0005429085,0.9870726,-0.1602725#0,0,0 3#False#0#571,570,572#0,1,2#-0.0005429085,0.9870726,-0.1602725/0.0005431025,0.9973453,-0.07281461/9.419138E-05,0.9412798,-0.3376275#0,0,0 3#False#0#571,572,573#0,2,1#-0.0005429084,0.9870726,-0.1602725/9.419138E-05,0.9412798,-0.3376275/0.000999321,0.9000155,-0.4358566#0,0,0 3#False#0#573,572,574#0,1,0#0.000999321,0.9000155,-0.4358566/9.419138E-05,0.9412798,-0.3376275/0.00163307,0.7624089,-0.6470935#0,0,0 3#False#0#573,574,575#0,2,1#0.000999321,0.9000155,-0.4358566/0.00163307,0.7624088,-0.6470935/-0.0005619323,0.7831727,-0.6218041#0,0,0 3#False#0#575,574,576#0,2,1#-0.0005619323,0.7831727,-0.6218041/0.00163307,0.7624089,-0.6470935/-0.0005826196,0.5936497,-0.8047233#0,0,0 3#False#0#576,574,577#0,1,2#-0.0005826196,0.5936497,-0.8047233/0.00163307,0.7624089,-0.6470935/0.001770229,0.4582325,-0.8888306#0,0,0 3#False#0#576,577,578#0,2,1#-0.0005826196,0.5936497,-0.8047233/0.001770229,0.4582325,-0.8888306/-0.0004069175,0.3351064,-0.9421803#0,0,0 3#False#0#578,577,579#0,1,2#-0.0004069176,0.3351064,-0.9421803/0.001770229,0.4582325,-0.8888306/0.0008558414,0.1834314,-0.9830322#0,0,0 3#False#0#578,579,580#0,2,1#-0.0004069175,0.3351064,-0.9421803/0.0008558414,0.1834314,-0.9830322/-0.0002148768,0.08589766,-0.996304#0,0,0 3#False#0#581,582,583#1,2,0#-0.001024451,0.5147577,0.8573352/3.665012E-05,0.164229,0.9864222/-0.0007479546,0.2590003,0.9658769#0,0,0 3#False#0#584,585,586#1,2,0#0.0002321715,-0.1851518,0.9827098/0.0005360993,0.01417453,0.9998994/0.0004646114,-0.0374079,0.9993#0,0,0 3#False#0#586,587,584#1,2,0#0.0004646114,-0.0374079,0.9993/-1.835308E-05,-0.2816975,0.9595033/0.0002321715,-0.1851518,0.9827098#0,0,0 3#False#0#584,587,588#0,0,1#0.0002321715,-0.1851518,0.9827098/-1.835308E-05,-0.2816974,0.9595033/-9.924729E-06,-0.4462766,0.8948951#0,0,0 3#False#0#587,589,588#1,2,0#-1.835308E-05,-0.2816974,0.9595033/-4.16957E-05,-0.5207556,0.8537058/-9.924729E-06,-0.4462766,0.8948951#0,0,0 3#False#0#588,589,590#0,0,1#-9.924728E-06,-0.4462766,0.8948951/-4.16957E-05,-0.5207556,0.8537058/-1.042254E-05,-0.6555467,0.7551545#0,0,0 3#False#0#589,591,590#1,2,0#-4.169569E-05,-0.5207556,0.8537058/-0.0009652423,-0.7306949,0.6827034/-1.042254E-05,-0.6555468,0.7551545#0,0,0 3#False#0#590,591,592#0,2,1#-1.042254E-05,-0.6555467,0.7551545/-0.0009652423,-0.7306948,0.6827034/3.952352E-06,-0.8339434,0.5518499#0,0,0 3#False#0#591,593,592#1,2,0#-0.0009652422,-0.7306948,0.6827034/-0.001521293,-0.9389154,0.3441449/3.952314E-06,-0.8339434,0.5518499#0,0,0 3#False#0#592,593,594#0,2,1#3.952314E-06,-0.8339434,0.5518499/-0.001521292,-0.9389154,0.3441449/0.0003570028,-0.952236,0.3053629#0,0,0 3#False#0#594,593,595#0,2,1#0.0003570028,-0.952236,0.3053629/-0.001521293,-0.9389154,0.3441449/-0.001066253,-0.995811,0.09142873#0,0,0 3#False#0#593,596,595#1,2,0#-0.001521293,-0.9389154,0.3441449/-0.001796199,-0.9894913,-0.1445811/-0.001066253,-0.995811,0.09142873#0,0,0 3#True#0#595,596,597#0,2,1#-0.001066253,-0.995811,0.09142873/-0.001796199,-0.9894913,-0.1445811/0.0003734243,-0.9812641,-0.1926671#0,0,0 3#False#0#597,596,598#0,2,1#0.0003734243,-0.9812641,-0.1926671/-0.001796199,-0.9894913,-0.1445811/-0.001069884,-0.9158717,-0.4014696#0,0,0 3#False#0#596,599,598#1,2,0#-0.001796199,-0.9894913,-0.1445811/-0.001809703,-0.7960833,-0.6051844/-0.001069884,-0.9158717,-0.4014696#0,0,0 3#False#0#598,599,600#0,2,1#-0.001069884,-0.9158717,-0.4014696/-0.001809703,-0.7960833,-0.6051844/0.0003877754,-0.7661034,-0.6427171#0,0,0 3#False#0#600,599,601#0,2,1#0.0003877754,-0.7661034,-0.6427171/-0.001809704,-0.7960833,-0.6051844/-0.001073239,-0.6075864,-0.7942528#0,0,0 3#False#0#599,602,601#1,2,0#-0.001809704,-0.7960833,-0.6051844/-0.001821815,-0.4040257,-0.9147458/-0.001073239,-0.6075864,-0.7942528#0,0,0 3#False#0#601,602,603#0,2,1#-0.001073239,-0.6075864,-0.7942528/-0.001821815,-0.4040257,-0.9147458/0.0004042682,-0.3603357,-0.9328226#0,0,0 3#False#0#603,602,604#0,2,1#0.0004042682,-0.3603357,-0.9328226/-0.001821815,-0.4040257,-0.9147458/-0.001075752,-0.1478347,-0.9890115#0,0,0 3#False#0#602,605,604#1,2,0#-0.001821815,-0.4040257,-0.9147458/-0.001833861,0.08884458,-0.9960439/-0.001075752,-0.1478347,-0.9890115#0,0,0 3#False#0#604,605,606#0,2,1#-0.001075752,-0.1478347,-0.9890115/-0.001833861,0.08884458,-0.9960438/0.0004206599,0.1350766,-0.9908351#0,0,0 3#False#0#606,605,607#0,2,1#0.0004206599,0.1350766,-0.9908351/-0.001833861,0.08884458,-0.9960439/-0.001078389,0.3487515,-0.9372146#0,0,0 3#False#0#605,608,607#1,2,0#-0.001833861,0.08884458,-0.9960438/-0.001845441,0.5595284,-0.8288091/-0.001078389,0.3487515,-0.9372146#0,0,0 3#False#0#607,608,609#0,2,1#-0.001078389,0.3487516,-0.9372146/-0.001845441,0.5595284,-0.8288091/0.000436965,0.5968608,-0.8023448#0,0,0 3#False#0#609,608,610#0,2,1#0.000436965,0.5968608,-0.8023448/-0.001845441,0.5595284,-0.8288091/-0.00108012,0.7583908,-0.6517992#0,0,0 3#False#0#608,611,610#1,2,0#-0.001845441,0.5595284,-0.8288091/-0.001856476,0.8905943,-0.4547947/-0.00108012,0.7583908,-0.6517992#0,0,0 3#False#0#610,611,612#0,2,1#-0.00108012,0.7583908,-0.6517992/-0.001856476,0.8905944,-0.4547947/0.0004540836,0.9101489,-0.4142809#0,0,0 3#False#0#612,611,613#0,2,1#0.0004540836,0.9101489,-0.4142809/-0.001856476,0.8905943,-0.4547948/-0.001082375,0.9789829,-0.2039399#0,0,0 3#False#0#611,614,613#1,2,0#-0.001856476,0.8905944,-0.4547947/-0.001867983,0.9994643,0.03267496/-0.001082375,0.9789829,-0.2039399#0,0,0 3#True#0#613,614,615#0,2,1#-0.001082375,0.9789829,-0.2039399/-0.001867984,0.9994644,0.03267497/0.000470079,0.9970452,0.0768157#0,0,0 3#False#0#615,614,616#0,2,1#0.000470079,0.9970452,0.0768157/-0.001867983,0.9994643,0.03267496/-0.001084124,0.9555755,0.2947445#0,0,0 3#False#0#614,617,616#1,2,0#-0.001867983,0.9994643,0.03267496/-0.001878611,0.8589932,0.5119833/-0.001084124,0.9555755,0.2947445#0,0,0 3#False#0#616,617,618#0,2,1#-0.001084124,0.9555755,0.2947445/-0.001878611,0.8589932,0.5119833/0.0004869618,0.8359576,0.5487937#0,0,0 3#False#0#618,617,619#0,2,1#0.0004869618,0.8359576,0.5487937/-0.001878611,0.8589933,0.5119833/-0.001085862,0.6940215,0.7199535#0,0,0 3#False#0#617,581,619#1,2,0#-0.001878611,0.8589932,0.5119833/-0.001024451,0.5147577,0.8573352/-0.001085862,0.6940215,0.7199535#0,0,0 3#False#0#619,581,620#0,2,1#-0.001085862,0.6940215,0.7199534/-0.001024451,0.5147577,0.8573352/0.0004860271,0.4660719,0.8847467#0,0,0 3#False#0#620,581,583#0,0,1#0.0004860271,0.4660719,0.8847467/-0.001024451,0.5147577,0.8573351/-0.0007479546,0.2590003,0.9658769#0,0,0 3#False#0#583,582,585#0,0,1#-0.0007479546,0.2590004,0.9658769/3.665012E-05,0.1642291,0.9864222/0.0005360993,0.01417453,0.9998994#0,0,0 3#False#0#585,582,586#0,1,0#0.0005360993,0.01417453,0.9998994/3.665012E-05,0.164229,0.9864222/0.0004646114,-0.0374079,0.9993#0,0,0 3#True#1#513,621,537#1,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#537,621,579#0,1,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#537,579,581#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#581,579,582#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#582,579,586#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#586,579,587#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#587,579,577#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#587,577,589#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#589,577,574#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#589,574,591#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#591,574,593#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#593,574,572#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#593,572,570#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#593,570,596#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#596,570,568#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#596,568,599#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#599,568,567#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#599,567,564#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#599,564,602#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#602,564,562#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#602,562,560#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#602,560,605#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#605,560,558#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#605,558,608#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#608,558,556#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#608,556,554#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#608,554,611#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#611,554,552#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#611,552,614#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#614,552,549#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#614,549,547#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#614,547,617#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#617,547,537#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#617,537,581#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#False#0#529,622,531#2,2,0#0.1195895,-0.9928234,-0.0003485519/0.2629572,-0.9647858,-0.006473156/0.4741753,-0.8804256,0.002946777#0,0,0 3#False#0#531,622,623#0,1,2#0.4741753,-0.8804255,0.002946777/0.2629572,-0.9647858,-0.006473156/0.6201418,-0.7844659,-0.006117038#0,0,0 3#False#0#531,623,530#0,2,0#0.4741753,-0.8804255,0.002946777/0.6201418,-0.7844659,-0.006117038/0.7844702,-0.6201364,0.006117164#0,0,0 3#False#0#530,623,624#0,1,2#0.7844702,-0.6201364,0.006117164/0.6201418,-0.7844659,-0.006117038/0.8804294,-0.4741682,-0.002945037#0,0,0 3#False#0#530,624,524#0,2,0#0.7844701,-0.6201364,0.006117164/0.8804294,-0.4741682,-0.002945037/0.9647304,-0.2631604,0.006469282#0,0,0 3#False#0#524,624,625#0,1,2#0.9647304,-0.2631604,0.006469282/0.8804294,-0.4741681,-0.002945037/0.992788,-0.1198825,-0.0003264921#0,0,0 3#False#0#625,622,626#0,0,0#9.615655E-05,7.888812E-05,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#625,626,627#0,1,0#9.615655E-05,7.888812E-05,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#625,624,622#0,0,0#9.615655E-05,7.888812E-05,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#622,624,623#0,0,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#628,629,622#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#622,629,626#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#630,631,628#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#628,631,632#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#630,633,634#1,1,0#0,0,-1/0,0,-0.9999999/0,0,-1#0,0,0 3#False#0#634,546,630#1,0,0#0,0,-1/1.081474E-06,-9.031936E-07,-1/0,0,-1#0,0,0 3#False#0#630,546,635#0,0,0#0,0,-1/1.081474E-06,-9.031936E-07,-1/0,0,-1#0,0,0 3#False#0#635,546,636#0,0,1#0,0,-1/1.081474E-06,-9.031936E-07,-1/0,0,-1#0,0,0 3#False#0#636,546,637#0,0,1#0,0,-1/1.081474E-06,-9.031936E-07,-1/0,0,-1#0,0,0 3#False#0#637,546,638#0,0,1#0,0,-1/1.081474E-06,-9.031936E-07,-1/5.296838E-06,-3.129907E-06,-1#0,0,0 3#False#0#638,546,442#0,0,0#5.296838E-06,-3.129907E-06,-1/1.081474E-06,-9.031936E-07,-1/0.0002658363,0.02926701,-0.9995716#0,0,0 3#False#0#638,442,639#0,0,1#5.296838E-06,-3.129907E-06,-1/0.0002658363,0.02926701,-0.9995716/7.238414E-06,-5.197967E-06,-1#0,0,0 3#False#0#639,442,640#0,0,1#7.238414E-06,-5.197967E-06,-1/0.0002658363,0.02926701,-0.9995716/4.508507E-06,-3.533771E-06,-1#0,0,0 3#False#0#640,442,641#0,0,0#4.508507E-06,-3.533771E-06,-1/0.0002658363,0.02926701,-0.9995716/3.108738E-06,-6.599444E-07,-1#0,0,0 3#False#0#640,641,642#0,0,1#4.508507E-06,-3.533771E-06,-1/3.108738E-06,-6.599444E-07,-1/0,0,-1#0,0,0 3#False#0#642,641,643#0,0,1#0,0,-1/3.108738E-06,-6.599444E-07,-1/0,0,-1#0,0,0 3#False#0#643,641,644#0,0,1#0,0,-1/3.108738E-06,-6.599444E-07,-1/0,0,-1#0,0,0 3#False#0#644,641,645#0,1,0#0,0,-1/3.108738E-06,-6.599444E-07,-1/0,0.0007090315,-0.9999997#0,0,0 3#False#0#644,645,646#0,0,1#0,0,-1/0,0.0007090315,-0.9999997/0,0,-1#0,0,0 3#False#0#646,645,647#0,0,0#0,0,-1/0,0.0007090315,-0.9999997/0,0,-1#0,0,0 3#False#0#646,647,648#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#442,441,641#0,1,0#0.0002658363,0.02926701,-0.9995716/4.100481E-06,0.05644422,-0.9984058/3.108738E-06,-6.599444E-07,-1#0,0,0 3#False#0#580,621,645#0,0,1#-0.0002148768,0.08589766,-0.996304/1.802089E-05,0.0009845921,-0.9999996/0,0.0007090315,-0.9999997#0,0,0 3#False#0#645,621,649#0,0,0#0,0.0007090315,-0.9999997/1.802089E-05,0.0009845921,-0.9999996/0,0,-1#0,0,0 3#False#0#580,579,621#0,0,0#-0.0002148768,0.08589766,-0.996304/0.0008558414,0.1834314,-0.9830322/1.802089E-05,0.0009845921,-0.9999995#0,0,0 3#False#0#650,621,651#0,0,1#0,0,-1/1.802089E-05,0.0009845921,-0.9999996/0,0,-1#0,0,0 3#False#0#651,621,652#0,0,1#0,0,-1/1.802089E-05,0.0009845921,-0.9999996/0,0,-1#0,0,0 3#False#0#652,621,653#0,0,0#0,0,-1/1.802089E-05,0.0009845921,-0.9999996/0,0,-1#0,0,0 3#False#0#652,653,654#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#653,621,655#0,1,0#0,0,-1/1.802089E-05,0.0009845921,-0.9999996/-0.0001863578,0.001109325,-0.9999993#0,0,0 3#False#0#653,655,656#0,0,1#0,0,-1/-0.0001863578,0.001109325,-0.9999993/0,0,-1#0,0,0 3#False#0#656,655,657#0,0,1#0,0,-1/-0.0001863578,0.001109325,-0.9999993/0,0,-1#0,0,0 3#False#0#657,655,658#0,0,1#0,0,-1/-0.0001863578,0.001109325,-0.9999993/0.0003799454,0.0003150187,-0.9999999#0,0,0 3#False#0#658,655,659#0,0,0#0.0003799454,0.0003150187,-0.9999999/-0.0001863578,0.001109325,-0.9999993/6.090357E-05,0.07380863,-0.9972724#0,0,0 3#False#0#658,659,660#0,0,1#0.0003799454,0.0003150187,-0.9999999/6.090359E-05,0.07380862,-0.9972724/0.0005705811,0.0004892458,-0.9999998#0,0,0 3#False#0#660,659,661#0,0,1#0.0005705811,0.0004892458,-0.9999998/6.090356E-05,0.07380862,-0.9972724/0.0004418433,0.0002876979,-0.9999999#0,0,0 3#False#0#661,659,625#0,1,0#0.0004418433,0.0002876979,-0.9999999/6.090356E-05,0.07380863,-0.9972724/9.615655E-05,7.888812E-05,-1#0,0,0 3#False#0#661,625,662#0,0,1#0.0004418433,0.0002876979,-0.9999999/9.615655E-05,7.888812E-05,-1/0,0,-1#0,0,0 3#False#0#662,625,627#0,0,1#0,0,-1/9.615655E-05,7.888812E-05,-1/0,0,-1#0,0,0 3#False#0#655,663,659#1,2,0#-0.0001863578,0.001109325,-0.9999993/-0.001028818,0.1299306,-0.9915225/6.090357E-05,0.07380863,-0.9972724#0,0,0 3#False#0#664,665,648#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#648,665,646#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#665,664,632#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#632,664,666#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#632,666,628#0,0,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#628,666,667#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#628,667,668#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#668,669,628#1,0,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#628,669,670#0,0,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#670,669,671#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#671,669,672#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#671,672,654#0,0,1#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#654,672,652#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#621,650,673#0,1,0#1.802089E-05,0.0009845921,-0.9999995/0,0,-1/0,0,-1#0,0,0 3#False#0#621,673,649#0,1,0#1.802089E-05,0.0009845921,-0.9999996/0,0,-1/0,0,-1#0,0,0 3#False#0#649,647,645#1,0,0#0,0,-1/0,0,-1/0,0.0007090315,-0.9999997#0,0,0 3#False#0#628,670,629#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#False#0#630,635,631#0,1,0#0,0,-1/0,0,-1/0,0,-1#0,0,0 3#True#0#622,529,628#0,0,0#0.2629573,-0.9647858,-0.006473156/0.1195895,-0.9928234,-0.0003485519/0.0003959264,-0.9999974,-0.002276005#0,0,0 3#True#0#628,529,495#0,0,0#0.0003959264,-0.9999974,-0.002276005/0.1195895,-0.9928234,-0.0003485519/-0.0003959259,-0.9999974,0.002276003#0,0,0 3#True#0#628,495,630#0,0,0#0.0003959263,-0.9999973,-0.002276005/-0.0003959258,-0.9999973,0.002276002/-0.1309417,-0.9913901,-6.373362E-05#0,0,0 3#True#0#630,495,498#0,0,2#-0.1309417,-0.9913901,-6.373362E-05/-0.0003959259,-0.9999974,0.002276003/-0.2743185,-0.9616327,0.003445658#0,0,0 3#False#0#476,546,544#0,0,0#-0.9928139,-0.1190972,-0.01167501/-0.9944963,-0.1042773,0.01016373/-0.8911656,-0.4536755,0.001582321#0,0,0 3#False#0#544,546,634#0,0,2#-0.8911656,-0.4536755,0.001582321/-0.9944963,-0.1042773,0.01016373/-0.8304179,-0.5571316,-0.00322763#0,0,0 3#False#0#544,634,545#0,2,0#-0.8911656,-0.4536755,0.001582321/-0.8304179,-0.5571316,-0.00322763/-0.6639848,-0.7477459,0.0002597489#0,0,0 3#False#0#545,634,633#0,0,2#-0.6639848,-0.7477459,0.0002597489/-0.8304179,-0.5571316,-0.00322763/-0.5321971,-0.8466178,-0.002130697#0,0,0 3#False#0#545,633,498#0,2,0#-0.6639849,-0.7477461,0.0002597489/-0.5321971,-0.8466179,-0.002130697/-0.2743185,-0.9616327,0.003445658#0,0,0 3#False#0#498,633,630#0,0,0#-0.2743185,-0.9616327,0.003445658/-0.5321971,-0.8466178,-0.002130697/-0.1309417,-0.9913901,-6.373362E-05#0,0,0 3#False#0#674,475,675#2,2,1#0.6817159,-0.1888696,0.706818/0.7040056,-0.08683099,0.7048663/0.7043195,0.01582952,0.7097067#0,0,0 3#False#0#675,475,474#0,0,2#0.7043195,0.01582952,0.7097067/0.7040055,-0.08683098,0.7048663/0.6984251,0.1257493,0.7045493#0,0,0 3#False#0#475,674,477#0,2,0#0.7040056,-0.08683099,0.7048663/0.6817159,-0.1888696,0.706818/0.6204519,-0.3398663,0.7067747#0,0,0 3#False#0#477,674,676#0,1,2#0.6204519,-0.3398663,0.7067747/0.6817158,-0.1888696,0.706818/0.6137793,-0.337094,0.7138926#0,0,0 3#False#0#477,676,677#0,1,2#0.6204519,-0.3398663,0.7067747/0.6137793,-0.337094,0.7138926/0.5228828,-0.4724066,0.7095249#0,0,0 3#False#0#477,677,478#0,2,0#0.6204519,-0.3398663,0.7067747/0.5228828,-0.4724066,0.7095249/0.4668708,-0.5353794,0.7038469#0,0,0 3#False#0#478,677,678#0,1,2#0.4668708,-0.5353794,0.7038469/0.5228828,-0.4724066,0.7095249/0.3818306,-0.5917487,0.7099569#0,0,0 3#False#0#478,678,479#0,2,0#0.4668708,-0.5353794,0.7038471/0.3818306,-0.5917487,0.7099569/0.2921726,-0.6448452,0.7062647#0,0,0 3#False#0#479,678,679#0,1,2#0.2921726,-0.6448452,0.7062647/0.3818306,-0.5917487,0.7099569/0.2025917,-0.6747405,0.7097055#0,0,0 3#False#0#479,679,481#0,2,0#0.2921726,-0.6448452,0.7062647/0.2025917,-0.6747405,0.7097055/0.09623293,-0.7031029,0.7045462#0,0,0 3#False#0#481,679,680#0,1,2#0.09623293,-0.7031029,0.7045462/0.2025917,-0.6747405,0.7097055/0.02212464,-0.7055983,0.7082666#0,0,0 3#False#0#481,680,482#0,2,0#0.09623291,-0.7031029,0.7045462/0.02212464,-0.7055983,0.7082666/-0.1384428,-0.6915056,0.7089806#0,0,0 3#False#0#482,680,681#0,1,2#-0.1384428,-0.6915056,0.7089806/0.02212464,-0.7055983,0.7082666/-0.1309314,-0.6879078,0.7138907#0,0,0 3#False#0#482,681,682#0,1,2#-0.1384428,-0.6915056,0.7089806/-0.1309314,-0.6879078,0.7138907/-0.2876948,-0.6432788,0.7095239#0,0,0 3#False#0#482,682,483#0,2,0#-0.1384428,-0.6915056,0.7089806/-0.2876948,-0.6432788,0.7095239/-0.364899,-0.6094654,0.7038471#0,0,0 3#False#0#483,682,683#0,1,2#-0.364899,-0.6094654,0.7038471/-0.2876948,-0.6432788,0.7095239/-0.4447982,-0.5460021,0.7099552#0,0,0 3#False#0#483,683,484#0,2,0#-0.364899,-0.6094654,0.7038471/-0.4447982,-0.5460021,0.7099552/-0.5281962,-0.4725663,0.7054714#0,0,0 3#False#0#484,683,684#0,1,2#-0.5281962,-0.4725663,0.7054714/-0.4447983,-0.5460021,0.7099552/-0.5859147,-0.3973587,0.706265#0,0,0 3#False#0#484,684,486#0,2,0#-0.5281962,-0.4725663,0.7054714/-0.5859147,-0.3973587,0.706265/-0.6662382,-0.2430869,0.7050074#0,0,0 3#False#0#486,684,685#0,1,2#-0.6662382,-0.2430869,0.7050074/-0.5859147,-0.3973587,0.706265/-0.6521029,-0.2591302,0.7124699#0,0,0 3#False#0#486,685,686#0,1,2#-0.6662382,-0.2430869,0.7050074/-0.6521029,-0.2591302,0.7124699/-0.7019687,-0.08466452,0.7071575#0,0,0 3#False#0#486,686,489#0,2,0#-0.6662382,-0.2430869,0.7050074/-0.7019688,-0.08466452,0.7071576/-0.7033036,0.07443752,0.7069816#0,0,0 3#False#0#489,686,687#0,1,2#-0.7033036,0.07443752,0.7069816/-0.7019688,-0.08466452,0.7071575/-0.6946972,0.08805373,0.7138923#0,0,0 3#False#0#489,687,688#0,1,2#-0.7033038,0.07443754,0.7069816/-0.6946972,0.08805373,0.7138923/-0.6642232,0.2390822,0.7082707#0,0,0 3#False#0#489,688,492#0,2,0#-0.7033036,0.07443752,0.7069816/-0.6642232,0.2390821,0.7082707/-0.6389479,0.3087982,0.704549#0,0,0 3#False#0#492,688,689#0,1,2#-0.6389479,0.3087982,0.704549/-0.6642232,0.2390821,0.7082707/-0.579113,0.4011882,0.7097015#0,0,0 3#False#0#492,689,493#0,2,0#-0.6389479,0.3087982,0.704549/-0.579113,0.4011882,0.7097015/-0.5230039,0.4771478,0.7062556#0,0,0 3#False#0#493,689,690#0,1,2#-0.5230039,0.4771478,0.7062556/-0.579113,0.4011882,0.7097015/-0.4448003,0.5460045,0.7099521#0,0,0 3#False#0#493,690,496#0,2,0#-0.5230039,0.4771477,0.7062556/-0.4448003,0.5460045,0.7099521/-0.3649017,0.6094651,0.7038458#0,0,0 3#False#0#496,690,691#0,1,2#-0.3649018,0.6094652,0.7038459/-0.4448003,0.5460045,0.7099521/-0.2876976,0.6432778,0.7095236#0,0,0 3#False#0#496,691,497#0,2,0#-0.3649017,0.6094651,0.7038458/-0.2876976,0.6432777,0.7095236/-0.1314989,0.6951119,0.7067726#0,0,0 3#False#0#497,691,692#0,1,2#-0.1314989,0.6951119,0.7067726/-0.2876976,0.6432778,0.7095236/-0.1309311,0.6879084,0.7138901#0,0,0 3#False#0#497,692,693#0,1,2#-0.1314989,0.6951119,0.7067726/-0.1309311,0.6879084,0.7138901/0.03103658,0.7067167,0.7068156#0,0,0 3#False#0#497,693,499#0,2,0#-0.1314989,0.6951119,0.7067726/0.03103658,0.7067167,0.7068156/0.1418697,0.6957743,0.7041103#0,0,0 3#False#0#499,693,694#0,1,2#0.1418697,0.6957743,0.7041103/0.03103658,0.7067167,0.7068156/0.240452,0.6658606,0.7062666#0,0,0 3#False#0#499,694,500#0,2,0#0.1418697,0.6957743,0.7041103/0.240452,0.6658606,0.7062666/0.3961177,0.5882677,0.7050048#0,0,0 3#False#0#500,694,695#0,1,2#0.3961177,0.5882677,0.7050048/0.240452,0.6658606,0.7062666/0.3752519,0.5929376,0.7124683#0,0,0 3#False#0#500,695,696#0,1,2#0.3961177,0.5882677,0.7050048/0.3752519,0.5929376,0.7124683/0.5181417,0.4811066,0.7071533#0,0,0 3#False#0#500,696,501#0,2,0#0.3961178,0.5882678,0.7050048/0.5181417,0.4811066,0.7071533/0.6127403,0.3531732,0.706978#0,0,0 3#False#0#501,696,697#0,1,2#0.6127403,0.3531732,0.706978/0.5181417,0.4811066,0.7071533/0.6137818,0.3370956,0.7138897#0,0,0 3#False#0#501,697,698#0,1,2#0.6127403,0.3531732,0.706978/0.6137818,0.3370956,0.7138897/0.6778991,0.1969997,0.7082683#0,0,0 3#False#0#501,698,474#0,2,0#0.6127403,0.3531732,0.706978/0.6778991,0.1969997,0.7082683/0.6984251,0.1257493,0.7045493#0,0,0 3#False#0#474,698,675#0,1,0#0.6984251,0.1257493,0.7045493/0.6778991,0.1969997,0.7082683/0.7043195,0.01582952,0.7097067#0,0,0 3#False#0#699,700,701#2,0,1#-0.0007205863,0.2589782,0.9658828/3.588247E-05,0.1642537,0.9864181/0.0003865368,-0.01380326,0.9999046#0,0,0 3#False#0#701,700,702#0,1,2#0.0003865368,-0.01380326,0.9999046/3.588247E-05,0.1642537,0.9864181/0.0006686701,-0.01437442,0.9998965#0,0,0 3#True#1#638,674,675#2,0,2#0.9797775,-0.1990583,0.02029598/0.9685732,-0.2487005,-0.003746752/0.9993314,0.03450838,0.01208377#0,0,0 3#True#1#638,675,637#0,2,0#0.9797775,-0.1990583,0.02029598/0.9993314,0.03450838,0.01208377/0.954484,0.2975706,0.02029551#0,0,0 3#True#1#637,675,698#0,0,2#0.954484,0.2975706,0.02029551/0.9993314,0.03450838,0.01208377/0.9685799,0.2486739,-0.003745918#0,0,0 3#False#0#637,698,697#0,0,2#0.9544841,0.2975707,0.02029551/0.9685799,0.2486739,-0.003745918/0.8591012,0.511663,0.01208617#0,0,0 3#False#0#637,697,636#0,2,0#0.954484,0.2975706,0.02029551/0.8591012,0.511663,0.01208617/0.6930649,0.7205894,0.02029641#0,0,0 3#False#0#636,697,696#0,0,2#0.6930649,0.7205894,0.02029641/0.8591012,0.511663,0.01208617/0.7289697,0.6845357,-0.003748688#0,0,0 3#False#0#636,696,695#0,0,2#0.6930649,0.7205893,0.02029641/0.7289697,0.6845357,-0.003748688/0.5063361,0.8622513,0.01209292#0,0,0 3#False#0#636,695,635#0,2,0#0.6930649,0.7205894,0.02029641/0.5063362,0.8622513,0.01209292/0.2601924,0.9653431,0.0203076#0,0,0 3#False#0#635,695,694#0,0,2#0.2601924,0.9653431,0.0203076/0.5063361,0.8622513,0.01209292/0.3090311,0.9510447,-0.003732584#0,0,0 3#False#0#635,694,693#0,0,2#0.2601923,0.9653431,0.0203076/0.3090311,0.9510447,-0.003732584/0.0283097,0.999526,0.01210007#0,0,0 3#True#0#635,693,631#0,2,0#0.2601923,0.9653432,0.0203076/0.0283097,0.999526,0.01210007/-0.2370459,0.9712861,0.02031101#0,0,0 3#True#0#631,693,692#0,0,2#-0.2370459,0.9712861,0.02031101/0.0283097,0.999526,0.01210007/-0.1873666,0.9822829,-0.003730959#0,0,0 3#False#0#631,692,691#0,0,2#-0.237046,0.9712861,0.02031102/-0.1873666,0.9822829,-0.003730959/-0.4567057,0.8895356,0.01209951#0,0,0 3#False#0#631,691,632#0,2,0#-0.237046,0.9712861,0.02031102/-0.4567057,0.8895356,0.01209952/-0.6756426,0.7369496,0.02030817#0,0,0 3#False#0#632,691,690#0,0,2#-0.6756426,0.7369496,0.02030817/-0.4567057,0.8895356,0.01209952/-0.6374095,0.7705163,-0.003736038#0,0,0 3#False#0#632,690,689#0,0,2#-0.6756426,0.7369496,0.02030817/-0.6374095,0.7705163,-0.003736038/-0.8287578,0.5594768,0.01209256#0,0,0 3#False#0#632,689,665#0,2,0#-0.6756426,0.7369496,0.02030817/-0.8287578,0.5594769,0.01209256/-0.9471007,0.3202943,0.02029663#0,0,0 3#False#0#665,689,688#0,0,2#-0.9471007,0.3202943,0.02029663/-0.8287578,0.5594768,0.01209256/-0.9297652,0.3681341,-0.0037521#0,0,0 3#False#0#665,688,687#0,0,2#-0.9471007,0.3202944,0.02029662/-0.9297652,0.3681341,-0.0037521/-0.995776,0.09101659,0.01208739#0,0,0 3#True#1#665,687,646#0,2,0#-0.9471007,0.3202943,0.02029663/-0.995776,0.09101659,0.01208739/-0.9842519,-0.1756025,0.02030105#0,0,0 3#True#1#646,687,686#0,0,2#-0.9842519,-0.1756025,0.02030105/-0.995776,0.09101659,0.01208739/-0.9921089,-0.1253227,-0.003741412#0,0,0 3#False#0#646,686,685#0,0,2#-0.9842519,-0.1756025,0.02030105/-0.9921089,-0.1253227,-0.003741412/-0.9164506,-0.399965,0.01209855#0,0,0 3#False#0#646,685,644#0,2,0#-0.9842519,-0.1756025,0.02030105/-0.9164506,-0.399965,0.01209855/-0.7779145,-0.6280416,0.02031113#0,0,0 3#False#0#644,685,684#0,0,2#-0.7779145,-0.6280416,0.02031113/-0.9164506,-0.399965,0.01209855/-0.809025,-0.5877625,-0.00372642#0,0,0 3#False#0#644,684,683#0,0,2#-0.7779145,-0.6280416,0.02031113/-0.809025,-0.5877625,-0.00372642/-0.6104154,-0.7919891,0.01209879#0,0,0 3#False#0#644,683,643#0,2,0#-0.7779145,-0.6280416,0.02031113/-0.6104154,-0.7919891,0.0120988/-0.3868573,-0.9219763,0.01735144#0,0,0 3#False#0#643,683,682#0,0,2#-0.3868573,-0.9219763,0.01735144/-0.6104154,-0.7919891,0.0120988/-0.4257832,-0.9048175,-0.00373871#0,0,0 3#False#0#643,682,681#0,0,2#-0.3868573,-0.9219763,0.01735144/-0.4257832,-0.9048175,-0.00373871/-0.1646897,-0.9863454,-0.0002841721#0,0,0 3#True#0#643,681,642#0,2,0#-0.3868574,-0.9219763,0.01735145/-0.1646897,-0.9863454,-0.0002841722/0.01231588,-0.9998657,0.0108068#0,0,0 3#True#0#642,681,680#0,0,2#0.01231588,-0.9998657,0.0108068/-0.1646897,-0.9863454,-0.0002841722/0.1153528,-0.9932877,0.008561694#0,0,0 3#False#0#642,680,640#0,2,0#0.01231588,-0.9998657,0.0108068/0.1153528,-0.9932877,0.008561693/0.3697113,-0.9291015,0.009174615#0,0,0 3#False#0#640,680,679#0,0,2#0.3697112,-0.9291015,0.009174615/0.1153528,-0.9932877,0.008561694/0.3090055,-0.9510528,-0.003748975#0,0,0 3#False#0#640,679,678#0,0,2#0.3697113,-0.9291015,0.009174616/0.3090055,-0.9510528,-0.003748975/0.5645981,-0.8252774,0.0120894#0,0,0 3#False#0#640,678,639#0,2,0#0.3697113,-0.9291015,0.009174615/0.5645981,-0.8252774,0.0120894/0.7626842,-0.6464524,0.02030047#0,0,0 3#False#0#639,678,677#0,0,2#0.7626842,-0.6464524,0.02030047/0.5645981,-0.8252774,0.0120894/0.728951,-0.6845558,-0.00374105#0,0,0 3#False#0#639,677,676#0,0,2#0.7626842,-0.6464524,0.02030047/0.728951,-0.6845558,-0.00374105/0.892346,-0.4511901,0.01209027#0,0,0 3#False#0#639,676,638#0,2,0#0.7626841,-0.6464524,0.02030047/0.892346,-0.4511901,0.01209027/0.9797775,-0.1990583,0.02029598#0,0,0 3#False#0#638,676,674#0,0,0#0.9797775,-0.1990583,0.02029598/0.892346,-0.4511901,0.01209027/0.9685732,-0.2487005,-0.003746752#0,0,0 3#False#0#703,488,704#2,2,1#0.681717,-0.1888681,0.7068174/0.7040071,-0.08683065,0.7048649/0.7043206,0.01582832,0.7097057#0,0,0 3#False#0#704,488,490#0,0,2#0.7043206,0.01582832,0.7097057/0.7040071,-0.08683064,0.7048649/0.6984257,0.1257475,0.704549#0,0,0 3#False#0#488,703,487#0,2,0#0.7040071,-0.08683064,0.7048649/0.6817169,-0.1888681,0.7068174/0.6204515,-0.3398655,0.7067752#0,0,0 3#False#0#487,703,705#0,1,2#0.6204515,-0.3398655,0.7067752/0.6817169,-0.1888681,0.7068174/0.6137786,-0.3370935,0.7138934#0,0,0 3#False#0#487,705,706#0,1,2#0.6204515,-0.3398655,0.7067752/0.6137786,-0.3370935,0.7138934/0.5228847,-0.4724046,0.7095248#0,0,0 3#False#0#487,706,534#0,2,0#0.6204515,-0.3398655,0.7067752/0.5228847,-0.4724046,0.7095248/0.4668736,-0.5353786,0.7038458#0,0,0 3#False#0#534,706,707#0,1,2#0.4668736,-0.5353786,0.7038458/0.5228847,-0.4724046,0.7095248/0.3818324,-0.5917489,0.7099558#0,0,0 3#False#0#534,707,535#0,2,0#0.4668736,-0.5353786,0.7038458/0.3818324,-0.5917489,0.7099558/0.2921708,-0.6448474,0.7062634#0,0,0 3#False#0#535,707,708#0,1,2#0.2921709,-0.6448474,0.7062634/0.3818324,-0.5917489,0.7099558/0.2025894,-0.6747416,0.709705#0,0,0 3#False#0#535,708,540#0,2,0#0.2921709,-0.6448474,0.7062634/0.2025894,-0.6747416,0.709705/0.09623199,-0.7031031,0.7045462#0,0,0 3#False#0#540,708,709#0,1,2#0.096232,-0.7031031,0.7045462/0.2025894,-0.6747416,0.709705/0.02212374,-0.7055989,0.7082659#0,0,0 3#False#0#540,709,538#0,2,0#0.09623199,-0.7031031,0.7045462/0.02212374,-0.7055989,0.7082659/-0.1384434,-0.6915064,0.7089797#0,0,0 3#False#0#538,709,710#0,1,2#-0.1384434,-0.6915064,0.7089797/0.02212374,-0.7055989,0.7082659/-0.1309316,-0.6879092,0.7138892#0,0,0 3#False#0#538,710,711#0,1,2#-0.1384434,-0.6915064,0.7089797/-0.1309316,-0.6879092,0.7138892/-0.2876947,-0.6432794,0.7095234#0,0,0 3#False#0#538,711,539#0,2,0#-0.1384434,-0.6915065,0.7089797/-0.2876947,-0.6432795,0.7095234/-0.3648981,-0.6094658,0.7038472#0,0,0 3#False#0#539,711,712#0,1,2#-0.364898,-0.6094658,0.7038471/-0.2876947,-0.6432794,0.7095234/-0.4447972,-0.5460019,0.7099559#0,0,0 3#False#0#539,712,541#0,2,0#-0.3648981,-0.6094658,0.7038472/-0.4447972,-0.5460019,0.7099559/-0.5281954,-0.4725653,0.7054726#0,0,0 3#False#0#541,712,713#0,1,2#-0.5281954,-0.4725653,0.7054726/-0.4447972,-0.5460019,0.7099559/-0.5859143,-0.3973573,0.706266#0,0,0 3#False#0#541,713,503#0,2,0#-0.5281954,-0.4725653,0.7054726/-0.5859144,-0.3973573,0.706266/-0.6662382,-0.2430861,0.7050076#0,0,0 3#False#0#503,713,714#0,1,2#-0.6662383,-0.2430861,0.7050076/-0.5859143,-0.3973573,0.706266/-0.6521029,-0.2591302,0.7124699#0,0,0 3#False#0#503,714,715#0,1,2#-0.6662382,-0.2430861,0.7050077/-0.6521029,-0.2591302,0.7124699/-0.7019687,-0.08466452,0.7071575#0,0,0 3#False#0#503,715,504#0,2,0#-0.6662383,-0.2430861,0.7050076/-0.7019688,-0.08466452,0.7071576/-0.7033036,0.07443752,0.7069816#0,0,0 3#False#0#504,715,716#0,1,2#-0.7033036,0.07443752,0.7069816/-0.7019688,-0.08466452,0.7071575/-0.6946972,0.08805373,0.7138923#0,0,0 3#False#0#504,716,717#0,1,2#-0.7033038,0.07443754,0.7069816/-0.6946972,0.08805373,0.7138923/-0.6642232,0.2390822,0.7082707#0,0,0 3#False#0#504,717,507#0,2,0#-0.7033036,0.07443752,0.7069816/-0.6642232,0.2390821,0.7082707/-0.6389479,0.3087982,0.704549#0,0,0 3#False#0#507,717,718#0,1,2#-0.6389479,0.3087982,0.704549/-0.6642232,0.2390821,0.7082707/-0.579113,0.4011882,0.7097015#0,0,0 3#False#0#507,718,508#0,2,0#-0.6389479,0.3087982,0.704549/-0.579113,0.4011882,0.7097015/-0.5230039,0.4771478,0.7062556#0,0,0 3#False#0#508,718,719#0,1,2#-0.5230039,0.4771478,0.7062556/-0.579113,0.4011882,0.7097015/-0.4448003,0.5460045,0.7099521#0,0,0 3#False#0#508,719,510#0,2,0#-0.5230039,0.4771477,0.7062556/-0.4448003,0.5460045,0.7099521/-0.3648994,0.6094669,0.7038457#0,0,0 3#False#0#510,719,720#0,1,2#-0.3648994,0.6094669,0.7038457/-0.4448003,0.5460045,0.7099521/-0.2876956,0.6432805,0.709522#0,0,0 3#False#0#510,720,511#0,2,0#-0.3648994,0.6094669,0.7038457/-0.2876956,0.6432805,0.709522/-0.131499,0.6951149,0.7067696#0,0,0 3#False#0#511,720,721#0,1,2#-0.131499,0.6951149,0.7067696/-0.2876956,0.6432805,0.709522/-0.1309318,0.6879119,0.7138866#0,0,0 3#False#0#511,721,722#0,1,2#-0.131499,0.6951149,0.7067696/-0.1309318,0.6879119,0.7138866/0.03103437,0.7067185,0.7068139#0,0,0 3#False#0#511,722,542#0,2,0#-0.131499,0.6951149,0.7067696/0.03103438,0.7067185,0.7068139/0.1418681,0.695775,0.7041097#0,0,0 3#False#0#542,722,723#0,1,2#0.1418681,0.695775,0.7041097/0.03103437,0.7067185,0.7068139/0.2404508,0.665863,0.7062647#0,0,0 3#False#0#542,723,494#0,2,0#0.1418681,0.695775,0.7041097/0.2404508,0.6658629,0.7062647/0.3961191,0.5882697,0.7050025#0,0,0 3#False#0#494,723,724#0,1,2#0.3961191,0.5882697,0.7050025/0.2404508,0.665863,0.7062647/0.3752558,0.5929401,0.7124641#0,0,0 3#False#0#494,724,725#0,1,2#0.3961191,0.5882697,0.7050025/0.3752558,0.5929401,0.7124641/0.5181442,0.4811061,0.7071518#0,0,0 3#False#0#494,725,491#0,2,0#0.3961191,0.5882697,0.7050025/0.5181441,0.481106,0.7071518/0.6127394,0.3531734,0.7069787#0,0,0 3#False#0#491,725,726#0,1,2#0.6127395,0.3531734,0.7069787/0.5181442,0.4811061,0.7071518/0.6137813,0.3370954,0.7138903#0,0,0 3#False#0#491,726,727#0,1,2#0.6127394,0.3531734,0.7069786/0.6137813,0.3370954,0.7138903/0.677899,0.1969989,0.7082686#0,0,0 3#False#0#491,727,490#0,2,0#0.6127394,0.3531734,0.7069786/0.677899,0.1969989,0.7082686/0.6984257,0.1257475,0.704549#0,0,0 3#False#0#490,727,704#0,1,0#0.6984257,0.1257475,0.704549/0.6778991,0.1969988,0.7082686/0.7043206,0.01582832,0.7097057#0,0,0 3#True#1#648,703,704#2,0,2#0.9797775,-0.1990583,0.02029598/0.9685732,-0.2487005,-0.003746752/0.9993314,0.03450838,0.01208377#0,0,0 3#True#1#648,704,664#0,2,0#0.9797775,-0.1990583,0.02029598/0.9993314,0.03450838,0.01208377/0.954484,0.2975706,0.02029551#0,0,0 3#True#1#664,704,727#0,0,2#0.954484,0.2975706,0.02029551/0.9993314,0.03450838,0.01208377/0.9685799,0.2486739,-0.003745918#0,0,0 3#False#0#664,727,726#0,0,2#0.9544841,0.2975707,0.02029551/0.9685799,0.2486739,-0.003745918/0.8591012,0.511663,0.01208617#0,0,0 3#False#0#664,726,666#0,2,0#0.954484,0.2975706,0.02029551/0.8591012,0.511663,0.01208617/0.6930681,0.7205864,0.02029909#0,0,0 3#False#0#666,726,725#0,0,2#0.693068,0.7205864,0.02029909/0.8591012,0.511663,0.01208617/0.7289754,0.6845295,-0.003746728#0,0,0 3#False#0#666,725,724#0,0,2#0.693068,0.7205863,0.02029909/0.7289754,0.6845295,-0.003746728/0.5063377,0.8622504,0.01209559#0,0,0 3#False#0#666,724,667#0,2,0#0.693068,0.7205864,0.02029909/0.5063377,0.8622504,0.0120956/0.2601897,0.965344,0.02030862#0,0,0 3#False#0#667,724,723#0,0,2#0.2601897,0.965344,0.02030862/0.5063377,0.8622504,0.0120956/0.3090258,0.9510463,-0.003733893#0,0,0 3#False#0#667,723,722#0,0,2#0.2601897,0.965344,0.02030862/0.3090258,0.9510463,-0.003733893/0.0283097,0.999526,0.01210007#0,0,0 3#True#0#667,722,668#0,2,0#0.2601897,0.965344,0.02030862/0.0283097,0.999526,0.01210007/-0.2370459,0.9712861,0.02031101#0,0,0 3#True#0#668,722,721#0,0,2#-0.2370459,0.9712861,0.02031101/0.0283097,0.999526,0.01210007/-0.1873666,0.9822829,-0.003730959#0,0,0 3#False#0#668,721,720#0,0,2#-0.237046,0.9712861,0.02031102/-0.1873666,0.9822829,-0.003730959/-0.4567057,0.8895356,0.01209951#0,0,0 3#False#0#668,720,669#0,2,0#-0.237046,0.9712861,0.02031102/-0.4567057,0.8895356,0.01209952/-0.6756426,0.7369496,0.02030817#0,0,0 3#False#0#669,720,719#0,0,2#-0.6756426,0.7369496,0.02030817/-0.4567057,0.8895356,0.01209952/-0.6374095,0.7705163,-0.003736038#0,0,0 3#False#0#669,719,718#0,0,2#-0.6756426,0.7369496,0.02030817/-0.6374095,0.7705163,-0.003736038/-0.8287578,0.5594768,0.01209256#0,0,0 3#False#0#669,718,672#0,2,0#-0.6756426,0.7369496,0.02030817/-0.8287578,0.5594769,0.01209256/-0.9471007,0.3202943,0.02029663#0,0,0 3#False#0#672,718,717#0,0,2#-0.9471007,0.3202943,0.02029663/-0.8287578,0.5594768,0.01209256/-0.9297652,0.3681341,-0.0037521#0,0,0 3#False#0#672,717,716#0,0,2#-0.9471007,0.3202944,0.02029662/-0.9297652,0.3681341,-0.0037521/-0.995776,0.09101659,0.01208739#0,0,0 3#True#1#672,716,652#0,2,0#-0.9471007,0.3202943,0.02029663/-0.995776,0.09101659,0.01208739/-0.9842519,-0.1756025,0.02030105#0,0,0 3#True#1#652,716,715#0,0,2#-0.9842519,-0.1756025,0.02030105/-0.995776,0.09101659,0.01208739/-0.9921089,-0.1253227,-0.003741412#0,0,0 3#False#0#652,715,714#0,0,2#-0.9842519,-0.1756025,0.02030105/-0.9921089,-0.1253227,-0.003741412/-0.9164506,-0.399965,0.01209855#0,0,0 3#False#0#652,714,651#0,2,0#-0.9842519,-0.1756025,0.02030105/-0.9164506,-0.399965,0.01209855/-0.7779145,-0.6280416,0.02031113#0,0,0 3#False#0#651,714,713#0,0,2#-0.7779145,-0.6280416,0.02031113/-0.9164506,-0.399965,0.01209855/-0.809025,-0.5877625,-0.00372642#0,0,0 3#False#0#651,713,712#0,0,2#-0.7779145,-0.6280416,0.02031113/-0.809025,-0.5877625,-0.00372642/-0.6104154,-0.7919891,0.01209879#0,0,0 3#False#0#651,712,650#0,2,0#-0.7779145,-0.6280416,0.02031113/-0.6104154,-0.7919891,0.0120988/-0.3868573,-0.9219763,0.01735144#0,0,0 3#False#0#650,712,711#0,0,2#-0.3868573,-0.9219763,0.01735144/-0.6104154,-0.7919891,0.0120988/-0.4257832,-0.9048175,-0.00373871#0,0,0 3#False#0#650,711,710#0,0,2#-0.3868573,-0.9219763,0.01735144/-0.4257832,-0.9048175,-0.00373871/-0.1646897,-0.9863454,-0.0002841721#0,0,0 3#True#0#650,710,673#0,2,0#-0.3868574,-0.9219763,0.01735145/-0.1646897,-0.9863454,-0.0002841722/0.01231588,-0.9998657,0.0108068#0,0,0 3#True#0#673,710,709#0,0,2#0.01231588,-0.9998657,0.0108068/-0.1646897,-0.9863454,-0.0002841722/0.1153528,-0.9932877,0.008561694#0,0,0 3#False#0#673,709,649#0,2,0#0.01231588,-0.9998657,0.0108068/0.1153528,-0.9932877,0.008561693/0.3697085,-0.9291024,0.009177619#0,0,0 3#False#0#649,709,708#0,0,2#0.3697086,-0.9291025,0.00917762/0.1153528,-0.9932877,0.008561694/0.3090002,-0.9510546,-0.003747667#0,0,0 3#False#0#649,708,707#0,0,2#0.3697085,-0.9291025,0.00917762/0.3090002,-0.9510546,-0.003747667/0.5645998,-0.8252763,0.01209206#0,0,0 3#False#0#649,707,647#0,2,0#0.3697086,-0.9291025,0.00917762/0.5645998,-0.8252763,0.01209206/0.7626869,-0.6464492,0.02030181#0,0,0 3#False#0#647,707,706#0,0,2#0.7626868,-0.6464492,0.02030181/0.5645998,-0.8252763,0.01209206/0.7289568,-0.6845495,-0.003743012#0,0,0 3#False#0#647,706,705#0,0,2#0.7626868,-0.6464492,0.02030181/0.7289568,-0.6845495,-0.003743012/0.892346,-0.4511901,0.01209027#0,0,0 3#False#0#647,705,648#0,2,0#0.7626868,-0.6464492,0.02030181/0.892346,-0.4511901,0.01209027/0.9797775,-0.1990583,0.02029598#0,0,0 3#False#0#648,705,703#0,0,0#0.9797775,-0.1990583,0.02029598/0.892346,-0.4511901,0.01209027/0.9685732,-0.2487005,-0.003746752#0,0,0 3#False#0#728,502,729#2,2,1#0.6807783,-0.1802804,0.7099575/0.7035677,-0.07860704,0.7062672/0.7043176,0.01583198,0.7097085#0,0,0 3#False#0#729,502,505#0,0,2#0.7043176,0.01583198,0.7097085/0.7035677,-0.07860704,0.7062672/0.6984242,0.1257499,0.7045498#0,0,0 3#False#0#502,728,512#0,2,0#0.7035677,-0.07860704,0.7062672/0.6807783,-0.1802804,0.7099575/0.6534486,-0.2785788,0.7038456#0,0,0 3#False#0#512,728,730#0,1,2#0.6534486,-0.2785788,0.7038457/0.6807783,-0.1802804,0.7099575/0.6108667,-0.3513111,0.7095227#0,0,0 3#False#0#512,730,514#0,2,0#0.6534486,-0.2785788,0.7038457/0.6108667,-0.3513111,0.7095227/0.5149627,-0.4850638,0.706772#0,0,0 3#False#0#514,730,731#0,1,2#0.5149626,-0.4850638,0.7067719/0.6108667,-0.3513111,0.7095227/0.5102639,-0.4795732,0.713891#0,0,0 3#False#0#514,731,732#0,1,2#0.5149627,-0.4850638,0.706772/0.5102639,-0.4795732,0.713891/0.3902868,-0.5899872,0.7068177#0,0,0 3#False#0#514,732,516#0,2,0#0.5149626,-0.4850638,0.7067719/0.3902868,-0.5899872,0.7068177/0.294184,-0.646281,0.704114#0,0,0 3#False#0#516,732,733#0,1,2#0.294184,-0.6462809,0.7041141/0.3902868,-0.5899872,0.7068177/0.1968512,-0.6800268,0.7062672#0,0,0 3#False#0#516,733,517#0,2,0#0.294184,-0.646281,0.7041141/0.1968512,-0.6800267,0.7062672/0.0253081,-0.7087516,0.705004#0,0,0 3#False#0#517,733,734#0,1,2#0.0253081,-0.7087516,0.705004/0.1968512,-0.6800268,0.7062672/0.04493644,-0.7002682,0.7124641#0,0,0 3#False#0#517,734,735#0,1,2#0.0253081,-0.7087517,0.705004/0.04493644,-0.7002682,0.7124641/-0.1363986,-0.6937804,0.7071521#0,0,0 3#False#0#517,735,518#0,2,0#0.02530811,-0.7087516,0.7050041/-0.1363986,-0.6937804,0.7071521/-0.2881276,-0.6458822,0.7069784#0,0,0 3#False#0#518,735,736#0,1,2#-0.2881276,-0.6458822,0.7069785/-0.1363986,-0.6937804,0.7071521/-0.2984176,-0.6334887,0.71389#0,0,0 3#False#0#518,736,737#0,1,2#-0.2881276,-0.6458822,0.7069784/-0.2984176,-0.6334887,0.71389/-0.4326435,-0.5578336,0.7082663#0,0,0 3#False#0#518,737,521#0,2,0#-0.2881276,-0.6458822,0.7069785/-0.4326435,-0.5578336,0.7082663/-0.4911295,-0.5122569,0.7045457#0,0,0 3#False#0#521,737,738#0,1,2#-0.4911295,-0.5122569,0.7045457/-0.4326435,-0.5578336,0.7082663/-0.560505,-0.4267965,0.7097034#0,0,0 3#False#0#521,738,522#0,2,0#-0.4911295,-0.5122569,0.7045457/-0.560505,-0.4267965,0.7097036/-0.62059,-0.3435606,0.7048645#0,0,0 3#False#0#522,738,739#0,1,2#-0.62059,-0.3435606,0.7048645/-0.560505,-0.4267965,0.7097036/-0.6625317,-0.2479077,0.7068194#0,0,0 3#False#0#522,739,523#0,2,0#-0.62059,-0.3435606,0.7048646/-0.6625317,-0.2479077,0.7068194/-0.7017235,-0.08974364,0.7067746#0,0,0 3#False#0#523,739,740#0,1,2#-0.7017235,-0.08974364,0.7067746/-0.6625317,-0.2479077,0.7068194/-0.6946981,-0.08805474,0.7138914#0,0,0 3#False#0#523,740,741#0,1,2#-0.7017235,-0.08974364,0.7067746/-0.6946981,-0.08805474,0.7138914/-0.7006961,0.07483231,0.7095246#0,0,0 3#False#0#523,741,525#0,2,0#-0.7017235,-0.08974364,0.7067746/-0.7006961,0.07483231,0.7095246/-0.692393,0.1587056,0.7038497#0,0,0 3#False#0#525,741,742#0,1,2#-0.692393,0.1587056,0.7038498/-0.7006961,0.07483232,0.7095246/-0.6567277,0.2543027,0.7099571#0,0,0 3#False#0#525,742,526#0,2,0#-0.692393,0.1587056,0.7038497/-0.6567277,0.2543027,0.7099571/-0.6154062,0.3499584,0.7062609#0,0,0 3#False#0#526,742,743#0,1,2#-0.6154062,0.3499584,0.7062609/-0.6567277,0.2543027,0.7099569/-0.5605059,0.4267965,0.7097026#0,0,0 3#False#0#526,743,527#0,2,0#-0.6154062,0.3499584,0.7062609/-0.5605059,0.4267965,0.7097026/-0.4911286,0.5122581,0.7045456#0,0,0 3#False#0#527,743,744#0,1,2#-0.4911286,0.5122581,0.7045456/-0.560506,0.4267965,0.7097027/-0.4326399,0.5578365,0.7082663#0,0,0 3#False#0#527,744,528#0,2,0#-0.4911285,0.5122581,0.7045456/-0.4326399,0.5578365,0.7082663/-0.2944525,0.6408146,0.7089813#0,0,0 3#False#0#528,744,745#0,1,2#-0.2944525,0.6408146,0.7089813/-0.4326399,0.5578365,0.7082663/-0.298418,0.6334884,0.7138901#0,0,0 3#False#0#528,745,746#0,1,2#-0.2944525,0.6408146,0.7089813/-0.298418,0.6334884,0.7138901/-0.1453536,0.6895277,0.7095237#0,0,0 3#False#0#528,746,532#0,2,0#-0.2944525,0.6408146,0.7089813/-0.1453536,0.6895277,0.7095237/-0.06302272,0.7075506,0.7038469#0,0,0 3#False#0#532,746,747#0,1,2#-0.06302272,0.7075506,0.7038469/-0.1453536,0.6895278,0.7095237/0.03891343,0.703171,0.7099551#0,0,0 3#False#0#532,747,533#0,2,0#-0.06302273,0.7075506,0.7038469/0.03891343,0.703171,0.7099551/0.1495503,0.6927789,0.705473#0,0,0 3#False#0#533,747,748#0,1,2#0.1495503,0.6927789,0.705473/0.03891343,0.703171,0.7099551/0.2404525,0.6658621,0.706265#0,0,0 3#False#0#533,748,509#0,2,0#0.1495503,0.6927789,0.705473/0.2404525,0.6658621,0.706265/0.3961206,0.5882686,0.7050025#0,0,0 3#False#0#509,748,749#0,1,2#0.3961207,0.5882686,0.7050025/0.2404525,0.6658621,0.706265/0.3752558,0.5929401,0.7124641#0,0,0 3#False#0#509,749,750#0,1,2#0.3961207,0.5882686,0.7050025/0.3752558,0.5929401,0.7124641/0.5181442,0.4811105,0.7071487#0,0,0 3#False#0#509,750,506#0,2,0#0.3961207,0.5882686,0.7050025/0.5181442,0.4811105,0.7071487/0.6127431,0.3531728,0.7069758#0,0,0 3#False#0#506,750,751#0,1,2#0.6127431,0.3531728,0.7069758/0.5181442,0.4811105,0.7071487/0.6137862,0.3370969,0.7138852#0,0,0 3#False#0#506,751,752#0,1,2#0.6127431,0.3531728,0.7069758/0.6137862,0.3370969,0.7138852/0.6779028,0.1969932,0.7082666#0,0,0 3#False#0#506,752,505#0,2,0#0.6127431,0.3531728,0.7069758/0.6779028,0.1969932,0.7082666/0.6984242,0.1257499,0.7045498#0,0,0 3#False#0#505,752,729#0,1,0#0.6984242,0.1257499,0.7045498/0.6779028,0.1969931,0.7082666/0.7043176,0.01583198,0.7097086#0,0,0 3#True#1#654,728,729#2,0,2#0.9797786,-0.1990522,0.02029801/0.9685763,-0.2486886,-0.003749609/0.9993314,0.03450838,0.01208377#0,0,0 3#True#1#654,729,671#0,2,0#0.9797786,-0.1990522,0.02029801/0.9993314,0.03450838,0.01208377/0.9544867,0.2975621,0.02029913#0,0,0 3#True#1#671,729,752#0,0,2#0.9544867,0.2975621,0.02029913/0.9993314,0.03450838,0.01208377/0.9685832,0.248662,-0.003743057#0,0,0 3#False#0#671,752,751#0,0,2#0.9544867,0.2975621,0.02029913/0.9685832,0.248662,-0.003743057/0.8591037,0.511659,0.01208528#0,0,0 3#False#0#671,751,670#0,2,0#0.9544867,0.2975621,0.02029913/0.8591037,0.511659,0.01208528/0.6930652,0.7205892,0.02029333#0,0,0 3#False#0#670,751,750#0,0,2#0.6930652,0.7205893,0.02029333/0.8591036,0.511659,0.01208528/0.7289681,0.6845373,-0.003760072#0,0,0 3#False#0#670,750,749#0,0,2#0.6930652,0.7205892,0.02029333/0.7289681,0.6845373,-0.003760072/0.506336,0.8622515,0.01209084#0,0,0 3#False#0#670,749,629#0,2,0#0.6930652,0.7205892,0.02029333/0.506336,0.8622515,0.01209084/0.2601894,0.965344,0.02030755#0,0,0 3#False#0#629,749,748#0,0,2#0.2601894,0.965344,0.02030755/0.506336,0.8622515,0.01209084/0.3090281,0.9510455,-0.003733315#0,0,0 3#False#0#629,748,747#0,0,2#0.2601894,0.965344,0.02030755/0.3090281,0.9510455,-0.003733315/0.02831189,0.9995258,0.01210038#0,0,0 3#True#0#629,747,626#0,2,0#0.2601894,0.965344,0.02030756/0.02831189,0.9995258,0.01210038/-0.2370455,0.9712862,0.02031096#0,0,0 3#True#0#626,747,746#0,0,2#-0.2370455,0.9712862,0.02031096/0.02831189,0.9995258,0.01210038/-0.1873658,0.9822831,-0.003730766#0,0,0 3#False#0#626,746,745#0,0,2#-0.2370456,0.9712862,0.02031096/-0.1873658,0.9822831,-0.003730766/-0.4567099,0.8895334,0.01209574#0,0,0 3#False#0#626,745,627#0,2,0#-0.2370456,0.9712862,0.02031096/-0.4567099,0.8895334,0.01209574/-0.6756417,0.7369505,0.02030364#0,0,0 3#False#0#627,745,744#0,0,2#-0.6756417,0.7369505,0.02030364/-0.4567099,0.8895334,0.01209574/-0.6374075,0.7705178,-0.003744931#0,0,0 3#False#0#627,744,743#0,0,2#-0.6756417,0.7369505,0.02030364/-0.6374075,0.7705178,-0.003744931/-0.8287543,0.5594821,0.01209042#0,0,0 3#False#0#627,743,662#0,2,0#-0.6756417,0.7369506,0.02030364/-0.8287543,0.5594821,0.01209042/-0.9471007,0.3202943,0.02029663#0,0,0 3#False#0#662,743,742#0,0,2#-0.9471007,0.3202943,0.02029663/-0.8287543,0.5594821,0.01209042/-0.9297652,0.3681341,-0.0037521#0,0,0 3#False#0#662,742,741#0,0,2#-0.9471007,0.3202944,0.02029662/-0.9297652,0.3681341,-0.0037521/-0.995776,0.09101659,0.01208739#0,0,0 3#True#1#662,741,661#0,2,0#-0.9471007,0.3202943,0.02029663/-0.995776,0.09101659,0.01208739/-0.9842523,-0.1756004,0.0203003#0,0,0 3#True#1#661,741,740#0,0,2#-0.9842523,-0.1756004,0.0203003/-0.995776,0.09101659,0.01208739/-0.9921089,-0.1253227,-0.003741412#0,0,0 3#False#0#661,740,739#0,0,2#-0.9842523,-0.1756004,0.0203003/-0.9921089,-0.1253227,-0.003741412/-0.9164518,-0.3999624,0.0120944#0,0,0 3#False#0#661,739,660#0,2,0#-0.9842523,-0.1756004,0.0203003/-0.9164518,-0.3999624,0.0120944/-0.7779127,-0.6280442,0.02030292#0,0,0 3#False#0#660,739,738#0,0,2#-0.7779127,-0.6280442,0.02030292/-0.9164518,-0.3999624,0.0120944/-0.8090194,-0.5877702,-0.003736338#0,0,0 3#False#0#660,738,737#0,0,2#-0.7779127,-0.6280442,0.02030292/-0.8090194,-0.5877702,-0.003736338/-0.6104136,-0.7919905,0.0120932#0,0,0 3#False#0#660,737,658#0,2,0#-0.7779127,-0.6280442,0.02030292/-0.6104136,-0.7919905,0.0120932/-0.3868597,-0.9219753,0.01734999#0,0,0 3#False#0#658,737,736#0,0,2#-0.3868597,-0.9219753,0.01734999/-0.6104136,-0.7919905,0.0120932/-0.4257896,-0.9048145,-0.003737067#0,0,0 3#False#0#658,736,735#0,0,2#-0.3868597,-0.9219753,0.01734999/-0.4257896,-0.9048145,-0.003737067/-0.1646885,-0.9863456,-0.0002839473#0,0,0 3#True#0#658,735,657#0,2,0#-0.3868597,-0.9219753,0.01734999/-0.1646885,-0.9863456,-0.0002839473/0.01231844,-0.9998657,0.01080703#0,0,0 3#True#0#657,735,734#0,0,2#0.01231844,-0.9998657,0.01080703/-0.1646885,-0.9863456,-0.0002839473/0.1153563,-0.9932872,0.008561311#0,0,0 3#False#0#657,734,656#0,2,0#0.01231844,-0.9998657,0.01080703/0.1153563,-0.9932872,0.008561311/0.3697107,-0.9291017,0.009177325#0,0,0 3#False#0#656,734,733#0,0,2#0.3697107,-0.9291016,0.009177325/0.1153563,-0.9932872,0.008561311/0.3090025,-0.9510538,-0.003748242#0,0,0 3#False#0#656,733,732#0,0,2#0.3697107,-0.9291016,0.009177326/0.3090025,-0.9510538,-0.003748242/0.5645998,-0.8252763,0.01209206#0,0,0 3#False#0#656,732,653#0,2,0#0.3697107,-0.9291016,0.009177325/0.5645998,-0.8252763,0.01209206/0.7626832,-0.6464533,0.02030656#0,0,0 3#False#0#653,732,731#0,0,2#0.7626832,-0.6464533,0.02030656/0.5645998,-0.8252763,0.01209206/0.7289495,-0.6845573,-0.003740523#0,0,0 3#False#0#653,731,730#0,0,2#0.7626832,-0.6464533,0.02030656/0.7289495,-0.6845573,-0.003740523/0.8923464,-0.4511891,0.01209464#0,0,0 3#False#0#653,730,654#0,2,0#0.7626832,-0.6464533,0.02030656/0.8923464,-0.4511891,0.01209464/0.9797786,-0.1990522,0.02029801#0,0,0 3#False#0#654,730,728#0,0,0#0.9797786,-0.1990522,0.02029801/0.8923464,-0.4511891,0.01209464/0.9685763,-0.2486886,-0.003749609#0,0,0 3#True#0#515,655,513#1,0,0#0,1,0/0,1,0/0,1,0#0,0,0 3#True#0#513,655,621#0,0,0#0,1,0/0,1,0/0,1,0#0,0,0 3#True#1#480,641,436#1,0,0#0.9999873,0.005023984,0/0.9999874,0.005024299,-7.940592E-07/0.9998149,0.01902534,0.002853373#0,0,0 3#True#1#436,641,441#0,0,0#0.9998149,0.01902534,0.002853373/0.9999874,0.005024299,-7.940592E-07/0.9999003,0.01412448,-4.464294E-06#0,0,0 3#True#0#485,645,480#1,0,0#0,1,0/0,1,0/0,1,0#0,0,0 3#True#0#480,645,641#0,0,0#0,1,0/0,1,0/0,1,0#0,0,0 3#True#1#583,585,580#0,0,0#-1,-3.855526E-05,2.514682E-06/-1,-4.379157E-05,-1.148915E-05/-1,-1.034837E-05,6.056066E-06#0,0,0 3#True#1#583,580,620#0,0,0#-1,-3.855526E-05,2.514682E-06/-1,-1.034837E-05,6.056066E-06/-1,1.149996E-05,5.393645E-05#0,0,0 3#True#1#620,580,536#0,0,0#-1,1.149996E-05,5.393645E-05/-1,-1.034837E-05,6.056066E-06/-1,1.486838E-05,1.889094E-05#0,0,0 3#True#1#620,536,619#0,0,0#-1,1.149996E-05,5.393645E-05/-1,1.486838E-05,1.889094E-05/-1,2.65959E-05,3.625174E-05#0,0,0 3#True#1#619,536,618#0,0,0#-1,2.65959E-05,3.625174E-05/-1,1.486838E-05,1.889094E-05/-1,2.874206E-05,-3.387645E-06#0,0,0 3#True#1#618,536,548#0,0,0#-1,2.874206E-05,-3.387645E-06/-1,1.486838E-05,1.889094E-05/-1,2.117637E-05,2.767579E-07#0,0,0 3#True#1#618,548,616#0,0,0#-1,2.874206E-05,-3.387645E-06/-1,2.117637E-05,2.767579E-07/-1,2.416735E-05,-5.191745E-06#0,0,0 3#True#1#616,548,615#0,0,0#-1,2.416735E-05,-5.191745E-06/-1,2.117637E-05,2.767579E-07/-1,1.928875E-05,-6.489486E-06#0,0,0 3#True#1#615,548,550#0,0,0#-1,1.928875E-05,-6.489486E-06/-1,2.117637E-05,2.767581E-07/-1,1.5343E-05,-2.129296E-07#0,0,0 3#True#1#615,550,613#0,0,0#-1,1.928875E-05,-6.489486E-06/-1,1.5343E-05,-2.129296E-07/-1,1.500851E-05,-2.352387E-06#0,0,0 3#True#1#613,550,551#0,0,0#-1,1.500851E-05,-2.352387E-06/-1,1.5343E-05,-2.129296E-07/-1,1.466666E-05,-4.206108E-06#0,0,0 3#True#1#580,585,584#0,0,0#-1,-1.034837E-05,6.056066E-06/-1,-4.379157E-05,-1.148915E-05/-1,0,0#0,0,0 3#True#1#580,584,578#0,0,0#-1,-1.034837E-05,6.056066E-06/-1,0,0/-1,0,0#0,0,0 3#True#1#578,584,588#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#578,588,576#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#576,588,590#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#576,590,575#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#575,590,592#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#575,592,573#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#573,592,594#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#573,594,571#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#571,594,595#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#571,595,569#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#569,595,597#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#569,597,598#0,0,0#-1,0,0/-1,0,0/-1,-4.627519E-06,7.232934E-06#0,0,0 3#True#1#569,598,566#0,0,0#-1,0,0/-1,-4.627519E-06,7.232934E-06/-1,-6.677688E-06,5.641497E-06#0,0,0 3#True#1#566,598,600#0,0,0#-1,-6.677688E-06,5.641497E-06/-1,-4.627519E-06,7.232934E-06/-1,-8.394698E-06,3.786227E-06#0,0,0 3#True#1#566,600,565#0,0,0#-1,-6.677688E-06,5.641497E-06/-1,-8.394698E-06,3.786227E-06/-1,-5.360968E-06,-5.478259E-06#0,0,0 3#True#1#565,600,601#0,0,0#-1,-5.360968E-06,-5.478259E-06/-1,-8.394698E-06,3.786228E-06/-1,-4.501049E-06,-6.093454E-06#0,0,0 3#True#1#565,601,563#0,0,0#-1,-5.360969E-06,-5.478259E-06/-1,-4.501049E-06,-6.093454E-06/-1,-3.660356E-06,-6.708318E-06#0,0,0 3#True#1#563,601,603#0,0,0#-1,-3.660356E-06,-6.708318E-06/-1,-4.501049E-06,-6.093454E-06/-1,-2.672895E-06,-7.126939E-06#0,0,0 3#True#1#563,603,561#0,0,0#-1,-3.660356E-06,-6.708318E-06/-1,-2.672895E-06,-7.126939E-06/-1,-1.049625E-06,-7.579513E-06#0,0,0 3#True#1#561,603,604#0,0,0#-1,-1.049625E-06,-7.579513E-06/-1,-2.672895E-06,-7.126939E-06/-1,-8.728026E-07,-7.55142E-06#0,0,0 3#True#1#561,604,606#0,0,0#-1,-1.049625E-06,-7.579513E-06/-1,-8.728026E-07,-7.55142E-06/-1,7.332155E-07,-7.614557E-06#0,0,0 3#True#1#561,606,559#0,0,0#-1,-1.049625E-06,-7.579513E-06/-1,7.332155E-07,-7.614557E-06/-1,1.627214E-06,-7.459924E-06#0,0,0 3#True#1#559,606,607#0,0,0#-1,1.627214E-06,-7.459925E-06/-1,7.332155E-07,-7.614557E-06/-1,2.809928E-06,-7.05923E-06#0,0,0 3#True#1#559,607,557#0,0,0#-1,1.627214E-06,-7.459924E-06/-1,2.809928E-06,-7.05923E-06/-1,3.633783E-06,-6.753147E-06#0,0,0 3#True#1#557,607,609#0,0,0#-1,3.633783E-06,-6.753147E-06/-1,2.809928E-06,-7.05923E-06/-1,-1.076118E-06,-1.276731E-05#0,0,0 3#True#1#557,609,555#0,0,0#-1,3.633783E-06,-6.753147E-06/-1,-1.076118E-06,-1.276731E-05/-1,1.774506E-06,-1.376957E-05#0,0,0 3#True#1#555,609,610#0,0,0#-1,1.774506E-06,-1.376957E-05/-1,-1.076118E-06,-1.276731E-05/-1,4.601156E-06,-1.430224E-05#0,0,0 3#True#1#555,610,553#0,0,0#-1,1.774506E-06,-1.376957E-05/-1,4.601156E-06,-1.430224E-05/-1,1.311812E-05,-7.96141E-06#0,0,0 3#True#1#553,610,612#0,0,0#-1,1.311812E-05,-7.96141E-06/-1,4.601156E-06,-1.430224E-05/-1,1.38158E-05,-6.245889E-06#0,0,0 3#True#1#553,612,551#0,0,0#-1,1.311812E-05,-7.961409E-06/-1,1.38158E-05,-6.245889E-06/-1,1.466666E-05,-4.206108E-06#0,0,0 3#True#1#551,612,613#0,0,0#-1,1.466666E-05,-4.206108E-06/-1,1.38158E-05,-6.245889E-06/-1,1.500851E-05,-2.352387E-06#0,0,0 3#True#1#580,645,536#0,0,0#-1,-1.034837E-05,6.056066E-06/-1,0,0/-1,1.486838E-05,1.889094E-05#0,0,0 3#True#1#536,645,485#0,0,0#-1,1.486838E-05,1.889094E-05/-1,0,0/-1,0,0#0,0,0 3#True#0#435,543,436#1,0,0#-6.228164E-05,0.9999712,-0.007597997/-6.228164E-05,0.9999712,-0.007597997/-6.228164E-05,0.9999712,-0.007597997#0,0,0 3#False#0#435,410,543#0,0,0#-0.7815072,0.02234031,0.6234961/-0.7815072,0.02234031,0.6234961/-0.7815072,0.02234031,0.6234961#0,0,0 3#True#1#659,753,702#1,0,0#0.9999999,-0.0002406903,-0.0004962828/1,0,0/1,0,0#0,0,0 3#True#1#659,702,700#0,0,0#0.9999999,-0.0002406903,-0.0004962828/1,0,0/1,0,0#0,0,0 3#True#1#753,754,702#1,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#702,754,755#0,0,1#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#755,754,756#0,1,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#755,756,757#0,0,1#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#757,756,758#0,0,1#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#758,756,759#0,0,1#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#759,756,760#0,1,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#759,760,761#0,1,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#759,761,762#0,0,1#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#762,761,763#0,1,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#762,763,764#0,0,1#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#764,763,765#0,0,1#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#765,763,766#0,1,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#765,766,767#0,0,1#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#767,766,768#0,1,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#767,768,769#0,0,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#769,768,770#0,0,1#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#770,768,771#0,1,1#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#767,769,772#0,1,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#767,772,773#0,0,1#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#773,772,774#0,0,1#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#774,772,775#0,1,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#774,775,776#0,1,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#774,776,777#0,0,1#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#777,776,778#0,1,0#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#777,778,779#0,0,1#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#779,778,780#0,0,1#1,0,0/1,0,0/1,0,0#0,0,0 3#True#1#780,778,519#0,1,0#1,0,0/1,0,0/0.9999994,-0.0005633446,0.0009654285#0,0,0 3#True#1#780,519,700#0,0,1#1,0,0/0.9999994,-0.0005633446,0.0009654285/1,0,0#0,0,0 3#True#1#700,519,659#0,0,0#1,0,0/0.9999994,-0.0005633446,0.0009654285/0.9999999,-0.0002406903,-0.0004962828#0,0,0 3#True#1#524,625,519#0,0,0#0.9647304,-0.2631604,0.006469283/0.992788,-0.1198825,-0.0003264919/0.9999993,-0.0005633445,0.0009654283#0,0,0 3#True#1#519,625,659#0,0,0#0.9999994,-0.0005633446,0.0009654285/0.992788,-0.1198825,-0.000326492/0.9999999,-0.0002406903,-0.0004962828#0,0,0 3#False#0#781,701,755#1,0,2#7.239741E-08,-0.2288935,0.9734515/0.0003865368,-0.01380326,0.9999046/0.0001540314,-0.2326567,0.9725589#0,0,0 3#False#0#755,701,702#0,0,0#0.0001540314,-0.2326567,0.9725589/0.0003865368,-0.01380326,0.9999046/0.0006686701,-0.01437442,0.9998965#0,0,0 3#False#0#782,755,757#0,0,2#-9.487943E-06,-0.4462898,0.8948886/0.0001540314,-0.2326567,0.9725589/-3.992694E-05,-0.5207635,0.853701#0,0,0 3#False#0#782,757,783#0,0,1#-9.487944E-06,-0.4462898,0.8948886/-3.992694E-05,-0.5207635,0.853701/-1.058717E-05,-0.6555596,0.7551434#0,0,0 3#False#0#783,757,758#0,0,2#-1.058717E-05,-0.6555596,0.7551434/-3.992694E-05,-0.5207635,0.853701/-0.0009271351,-0.7307008,0.6826973#0,0,0 3#False#0#783,758,784#0,2,1#-1.058717E-05,-0.6555596,0.7551434/-0.0009271351,-0.7307008,0.6826973/2.922535E-06,-0.8339586,0.551827#0,0,0 3#False#0#784,758,759#0,0,2#2.922536E-06,-0.8339586,0.551827/-0.0009271351,-0.7307008,0.6826973/-0.001461607,-0.9389236,0.3441226#0,0,0 3#False#0#784,759,785#0,2,1#2.922536E-06,-0.8339586,0.551827/-0.001461607,-0.9389236,0.3441226/0.000340974,-0.9522504,0.3053178#0,0,0 3#False#0#785,759,786#0,2,1#0.000340974,-0.9522504,0.3053178/-0.001461607,-0.9389236,0.3441226/-0.001025045,-0.9958144,0.09139238#0,0,0 3#False#0#786,759,762#0,0,2#-0.001025045,-0.9958144,0.09139238/-0.001461607,-0.9389236,0.3441226/-0.001726128,-0.9894859,-0.14462#0,0,0 3#True#0#786,762,787#0,2,1#-0.001025045,-0.9958144,0.09139238/-0.001726128,-0.9894859,-0.14462/0.0003555475,-0.9812497,-0.1927408#0,0,0 3#False#0#787,762,788#0,2,1#0.0003555475,-0.9812497,-0.1927408/-0.001726128,-0.9894859,-0.14462/-0.001029294,-0.9158496,-0.4015199#0,0,0 3#False#0#788,762,764#0,0,2#-0.001029294,-0.9158496,-0.4015199/-0.001726128,-0.9894859,-0.14462/-0.001739182,-0.7960594,-0.605216#0,0,0 3#False#0#788,764,789#0,2,1#-0.001029294,-0.9158496,-0.4015199/-0.001739182,-0.7960594,-0.605216/0.0003692472,-0.7660548,-0.6427752#0,0,0 3#False#0#789,764,790#0,2,1#0.0003692472,-0.7660548,-0.6427752/-0.001739182,-0.7960594,-0.605216/-0.001032574,-0.6075411,-0.7942875#0,0,0 3#False#0#790,764,765#0,0,2#-0.001032574,-0.6075411,-0.7942875/-0.001739182,-0.7960594,-0.605216/-0.001751039,-0.4039804,-0.914766#0,0,0 3#False#0#790,765,791#0,2,1#-0.001032574,-0.6075411,-0.7942875/-0.001751039,-0.4039804,-0.9147659/0.0003845428,-0.3602438,-0.9328581#0,0,0 3#False#0#791,765,792#0,2,1#0.0003845428,-0.3602438,-0.9328581/-0.001751039,-0.4039804,-0.9147659/-0.001035413,-0.1477711,-0.9890211#0,0,0 3#False#0#792,765,767#0,0,2#-0.001035413,-0.1477711,-0.9890211/-0.001751039,-0.4039804,-0.914766/-0.001762957,0.08889593,-0.9960394#0,0,0 3#False#0#792,767,793#0,2,1#-0.001035412,-0.1477711,-0.9890211/-0.001762957,0.08889593,-0.9960394/0.0003995873,0.1351776,-0.9908213#0,0,0 3#False#0#793,767,794#0,2,1#0.0003995873,0.1351776,-0.9908213/-0.001762957,0.08889593,-0.9960394/-0.001038371,0.3488174,-0.9371902#0,0,0 3#False#0#794,767,773#0,0,2#-0.001038371,0.3488174,-0.9371902/-0.001762957,0.08889593,-0.9960394/-0.001774505,0.5595723,-0.8287796#0,0,0 3#False#0#794,773,795#0,2,1#-0.001038371,0.3488174,-0.9371902/-0.001774505,0.5595723,-0.8287796/0.0004149112,0.5969445,-0.8022824#0,0,0 3#False#0#795,773,796#0,2,1#0.0004149112,0.5969445,-0.8022824/-0.001774505,0.5595723,-0.8287796/-0.0010407,0.7584392,-0.6517428#0,0,0 3#False#0#796,773,774#0,0,2#-0.0010407,0.7584392,-0.6517428/-0.001774505,0.5595723,-0.8287796/-0.001785825,0.8906221,-0.4547407#0,0,0 3#False#0#796,774,797#0,2,1#-0.0010407,0.7584392,-0.6517428/-0.001785825,0.8906221,-0.4547407/0.0004304006,0.9101987,-0.4141716#0,0,0 3#False#0#797,774,798#0,2,1#0.0004304006,0.9101987,-0.4141716/-0.001785825,0.8906221,-0.4547406/-0.001043341,0.9789998,-0.2038589#0,0,0 3#False#0#798,774,777#0,0,2#-0.001043341,0.9789998,-0.2038589/-0.001785825,0.8906221,-0.4547407/-0.001797125,0.9994623,0.03273844#0,0,0 3#True#0#798,777,799#0,2,1#-0.001043341,0.9789998,-0.2038589/-0.001797125,0.9994623,0.03273844/0.000445525,0.9970356,0.07694083#0,0,0 3#False#0#799,777,800#0,2,1#0.000445525,0.9970356,0.07694083/-0.001797125,0.9994623,0.03273844/-0.001045438,0.9555519,0.2948213#0,0,0 3#False#0#800,777,779#0,0,2#-0.001045438,0.9555519,0.2948213/-0.001797125,0.9994623,0.03273844/-0.001807661,0.8589584,0.5120422#0,0,0 3#False#0#800,779,801#0,2,1#-0.001045437,0.9555519,0.2948213/-0.001807661,0.8589584,0.5120422/0.0004609385,0.8358834,0.5489068#0,0,0 3#False#0#801,779,802#0,2,1#0.0004609385,0.8358834,0.5489068/-0.001807661,0.8589584,0.5120422/-0.001047194,0.6939573,0.7200154#0,0,0 3#False#0#802,779,780#0,0,2#-0.001047194,0.6939573,0.7200154/-0.001807661,0.8589584,0.5120422/-0.0009872792,0.5147013,0.857369#0,0,0 3#False#0#802,780,803#0,2,1#-0.001047194,0.6939573,0.7200154/-0.0009872792,0.5147013,0.8573689/0.0004601662,0.4659564,0.8848075#0,0,0 3#False#0#803,780,699#0,0,1#0.0004601662,0.4659564,0.8848075/-0.0009872792,0.5147013,0.8573689/-0.0007205863,0.2589782,0.9658828#0,0,0 3#False#0#699,780,700#0,0,0#-0.0007205863,0.2589782,0.9658828/-0.0009872792,0.5147012,0.857369/3.588247E-05,0.1642537,0.9864181#0,0,0 3#False#0#782,781,755#1,0,0#-9.487943E-06,-0.4462898,0.8948886/7.239741E-08,-0.2288935,0.9734515/0.0001540314,-0.2326567,0.9725589#0,0,0 3#False#0#659,663,804#0,1,0#6.090357E-05,0.07380863,-0.9972724/-0.001028818,0.1299306,-0.9915225/-5.913274E-05,0.3232788,-0.9463038#0,0,0 3#False#0#659,804,753#0,2,0#6.090357E-05,0.07380863,-0.9972724/-5.913274E-05,0.3232788,-0.9463038/0.0005208303,0.3983799,-0.9172204#0,0,0 3#False#0#753,804,805#0,1,2#0.0005208303,0.3983799,-0.9172204/-5.913274E-05,0.3232788,-0.9463038/-2.015863E-07,0.5503945,-0.8349047#0,0,0 3#False#0#753,805,754#0,2,0#0.0005208303,0.3983798,-0.9172204/-2.015863E-07,0.5503945,-0.8349047/0.001148821,0.6460428,-0.7633003#0,0,0 3#False#0#754,805,806#0,1,2#0.001148821,0.6460428,-0.7633003/-2.015863E-07,0.5503945,-0.8349047/-0.0005364175,0.769289,-0.6389008#0,0,0 3#False#0#754,806,756#0,2,0#0.001148821,0.6460428,-0.7633003/-0.0005364175,0.769289,-0.6389007/0.001146247,0.8441744,-0.5360673#0,0,0 3#False#0#756,806,807#0,1,2#0.001146247,0.8441744,-0.5360673/-0.0005364175,0.769289,-0.6389006/-0.001147044,0.922998,-0.384803#0,0,0 3#False#0#756,807,760#0,2,0#0.001146247,0.8441744,-0.5360673/-0.001147044,0.922998,-0.384803/0.0005356379,0.9643784,-0.2645259#0,0,0 3#False#0#760,807,808#0,1,2#0.0005356379,0.9643784,-0.2645259/-0.001147044,0.922998,-0.384803/-0.001149409,0.9957348,-0.09225383#0,0,0 3#False#0#760,808,761#0,2,0#0.0005356379,0.9643784,-0.2645259/-0.001149409,0.9957348,-0.09225383/0.001148994,0.999189,0.04025119#0,0,0 3#True#0#761,808,809#0,1,2#0.001148994,0.999189,0.04025119/-0.001149409,0.9957348,-0.09225383/-0.000535981,0.976847,0.2139384#0,0,0 3#False#0#761,809,763#0,2,0#0.001148994,0.999189,0.04025119/-0.000535981,0.976847,0.2139384/0.001818273,0.937333,0.3484301#0,0,0 3#False#0#763,809,810#0,1,2#0.001818273,0.937333,0.3484301/-0.000535981,0.976847,0.2139384/-0.0005596089,0.8684787,0.495726#0,0,0 3#False#0#763,810,766#0,2,0#0.001818273,0.937333,0.3484301/-0.0005596089,0.8684787,0.495726/0.001567471,0.731612,0.6817194#0,0,0 3#False#0#766,810,811#0,1,2#0.001567471,0.731612,0.6817195/-0.0005596089,0.8684787,0.495726/-0.0005394924,0.7089213,0.7052873#0,0,0 3#False#0#766,811,812#0,1,0#0.001567471,0.731612,0.6817194/-0.0005394924,0.7089213,0.7052873/0.0008702377,0.5310248,0.8473558#0,0,0 3#False#0#766,812,768#0,2,0#0.001567471,0.731612,0.6817194/0.0008702377,0.5310248,0.8473558/0.0006154544,0.4258962,0.9047718#0,0,0 3#False#0#768,812,813#0,1,2#0.0006154545,0.4258962,0.9047718/0.0008702377,0.5310248,0.8473558/-0.0006157996,0.207939,0.9781416#0,0,0 3#False#0#768,813,771#0,2,0#0.0006154544,0.4258962,0.9047718/-0.0006157996,0.207939,0.9781416/0.0006156545,0.07641041,0.9970762#0,0,0 3#False#0#771,813,814#0,1,2#0.0006156544,0.07641041,0.9970762/-0.0006157997,0.207939,0.9781416/-0.0006156417,-0.1533922,0.9881652#0,0,0 3#False#0#771,814,770#0,2,0#0.0006156544,0.07641041,0.9970762/-0.0006156417,-0.1533922,0.9881652/0.0006157572,-0.2830595,0.9591022#0,0,0 3#False#0#770,814,815#0,1,2#0.0006157573,-0.2830595,0.9591022/-0.0006156417,-0.1533922,0.9881652/-0.000615544,-0.4946827,0.8690735#0,0,0 3#False#0#770,815,769#0,2,0#0.0006157572,-0.2830595,0.9591022/-0.000615544,-0.4946828,0.8690735/0.0006157056,-0.6055463,0.7958099#0,0,0 3#False#0#769,815,816#0,1,2#0.0006157057,-0.6055462,0.7958099/-0.000615544,-0.4946828,0.8690735/-0.0006158361,-0.771337,0.6364266#0,0,0 3#False#0#769,816,772#0,2,0#0.0006157056,-0.6055462,0.7958099/-0.0006158361,-0.771337,0.6364266/-0.0008710155,-0.8419008,0.5396317#0,0,0 3#False#0#772,816,817#0,1,0#-0.0008710155,-0.8419008,0.5396317/-0.0006158361,-0.771337,0.6364266/-0.001113575,-0.950731,0.3100148#0,0,0 3#False#0#772,817,775#0,2,0#-0.0008710155,-0.8419008,0.5396317/-0.001113575,-0.950731,0.3100148/0.0005389479,-0.942138,0.3352246#0,0,0 3#False#0#775,817,776#0,2,0#0.0005389479,-0.942138,0.3352246/-0.001113575,-0.950731,0.3100148/0.00111343,-0.9997384,0.02284555#0,0,0 3#True#0#776,817,818#0,1,2#0.00111343,-0.9997385,0.02284555/-0.001113575,-0.950731,0.3100148/-0.0005389567,-0.9999927,-0.00378843#0,0,0 3#True#0#776,818,819#0,1,0#0.00111343,-0.9997384,0.02284555/-0.0005389567,-0.9999927,-0.00378843/0.0009597358,-0.9750527,-0.2219711#0,0,0 3#True#0#776,819,778#0,2,0#0.00111343,-0.9997384,0.02284555/0.0009597358,-0.9750527,-0.2219711/9.049883E-05,-0.9459046,-0.3244449#0,0,0 3#False#0#778,819,520#0,1,2#9.049883E-05,-0.9459046,-0.3244449/0.0009597358,-0.9750527,-0.2219711/-0.0007768987,-0.9067982,-0.4215643#0,0,0 3#False#0#778,520,519#0,0,0#9.049884E-05,-0.9459046,-0.3244449/-0.0007768987,-0.9067982,-0.4215643/0,-0.9030024,-0.4296353#0,0,0 3#True#1#781,663,701#0,0,0#-1,0,0/-1,-1.379029E-05,7.662743E-06/-1,-5.848958E-05,-1.735944E-05#0,0,0 3#True#1#701,663,699#0,0,0#-1,-5.848958E-05,-1.735944E-05/-1,-1.379029E-05,7.662743E-06/-1,-5.135279E-05,1.735218E-06#0,0,0 3#True#1#699,663,803#0,0,0#-1,-5.135279E-05,1.735218E-06/-1,-1.379029E-05,7.662743E-06/-1,1.616823E-05,6.356863E-05#0,0,0 3#True#1#803,663,520#0,0,0#-1,1.616823E-05,6.356863E-05/-1,-1.379029E-05,7.662743E-06/-1,1.877301E-05,1.824932E-05#0,0,0 3#True#1#803,520,802#0,0,0#-1,1.616823E-05,6.356863E-05/-1,1.877301E-05,1.824932E-05/-1,3.583798E-05,2.872738E-05#0,0,0 3#True#1#802,520,801#0,0,0#-1,3.583798E-05,2.872738E-05/-1,1.877301E-05,1.824932E-05/-1,3.315017E-05,-1.090805E-05#0,0,0 3#True#1#801,520,819#0,0,0#-1,3.315017E-05,-1.090805E-05/-1,1.877301E-05,1.824932E-05/-1,2.182487E-05,6.833605E-06#0,0,0 3#True#1#801,819,800#0,0,0#-1,3.315017E-05,-1.090805E-05/-1,2.182488E-05,6.833605E-06/-1,2.162081E-05,7.433028E-06#0,0,0 3#True#1#800,819,799#0,0,0#-1,2.162081E-05,7.433028E-06/-1,2.182488E-05,6.833605E-06/-1,2.214537E-05,-6.439031E-06#0,0,0 3#True#1#799,819,818#0,0,0#-1,2.214537E-05,-6.439031E-06/-1,2.182488E-05,6.833605E-06/-1,1.989761E-05,-8.577892E-06#0,0,0 3#True#1#799,818,798#0,0,0#-1,2.214537E-05,-6.439031E-06/-1,1.989761E-05,-8.577892E-06/-1,1.700103E-05,-1.104274E-05#0,0,0 3#True#1#798,818,817#0,0,0#-1,1.700103E-05,-1.104275E-05/-1,1.989761E-05,-8.577892E-06/-1,1.464477E-05,-4.4203E-06#0,0,0 3#True#1#663,781,804#0,0,0#-1,-1.379029E-05,7.662743E-06/-1,0,0/-1,0,0#0,0,0 3#True#1#804,781,782#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#804,782,805#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#805,782,783#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#805,783,806#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#806,783,784#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#806,784,807#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#807,784,785#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#807,785,808#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#808,785,786#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#808,786,787#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#808,787,809#0,0,0#-1,0,0/-1,0,0/-1,0,0#0,0,0 3#True#1#809,787,788#0,0,0#-1,0,0/-1,0,0/-1,-4.626612E-06,7.232888E-06#0,0,0 3#True#1#809,788,810#0,0,0#-1,0,0/-1,-4.626612E-06,7.232888E-06/-1,-6.676791E-06,5.641443E-06#0,0,0 3#True#1#810,788,789#0,0,0#-1,-6.676791E-06,5.641443E-06/-1,-4.626612E-06,7.232888E-06/-1,-8.393701E-06,3.786026E-06#0,0,0 3#True#1#810,789,811#0,0,0#-1,-6.676791E-06,5.641443E-06/-1,-8.393701E-06,3.786026E-06/-1,-5.360893E-06,-5.478436E-06#0,0,0 3#True#1#811,789,790#0,0,0#-1,-5.360893E-06,-5.478435E-06/-1,-8.393701E-06,3.786026E-06/-1,-4.500756E-06,-6.093788E-06#0,0,0 3#True#1#811,790,812#0,0,0#-1,-5.360893E-06,-5.478435E-06/-1,-4.500756E-06,-6.093788E-06/-1,-3.660178E-06,-6.708542E-06#0,0,0 3#True#1#812,790,791#0,0,0#-1,-3.660177E-06,-6.708542E-06/-1,-4.500756E-06,-6.093788E-06/-1,-2.672472E-06,-7.127187E-06#0,0,0 3#True#1#812,791,813#0,0,0#-1,-3.660178E-06,-6.708542E-06/-1,-2.672472E-06,-7.127187E-06/-1,-1.049267E-06,-7.579682E-06#0,0,0 3#True#1#813,791,792#0,0,0#-1,-1.049267E-06,-7.579681E-06/-1,-2.672472E-06,-7.127187E-06/-1,-8.720657E-07,-7.551691E-06#0,0,0 3#True#1#813,792,793#0,0,0#-1,-1.049267E-06,-7.579682E-06/-1,-8.720657E-07,-7.551691E-06/-1,-7.509133E-06,-1.002163E-05#0,0,0 3#True#1#813,793,814#0,0,0#-1,-1.049267E-06,-7.579682E-06/-1,-7.509133E-06,-1.002163E-05/-1,-5.558953E-06,-1.229674E-05#0,0,0 3#True#1#814,793,794#0,0,0#-1,-5.558953E-06,-1.229674E-05/-1,-7.509133E-06,-1.002163E-05/-1,3.220372E-06,-7.88981E-06#0,0,0 3#True#1#814,794,815#0,0,0#-1,-5.558953E-06,-1.229674E-05/-1,3.220372E-06,-7.88981E-06/-1,1.258683E-05,-4.960135E-06#0,0,0 3#True#1#815,794,795#0,0,0#-1,1.258683E-05,-4.960135E-06/-1,3.220372E-06,-7.88981E-06/-1,9.279566E-06,-1.110125E-05#0,0,0 3#True#1#815,795,816#0,0,0#-1,1.258683E-05,-4.960135E-06/-1,9.279566E-06,-1.110125E-05/-1,7.083116E-06,-1.340855E-05#0,0,0 3#True#1#816,795,796#0,0,0#-1,7.083115E-06,-1.340855E-05/-1,9.279565E-06,-1.110125E-05/-1,4.450543E-06,-2.048167E-05#0,0,0 3#True#1#816,796,797#0,0,0#-1,7.083116E-06,-1.340855E-05/-1,4.450543E-06,-2.048167E-05/-1,1.379255E-05,-6.458603E-06#0,0,0 3#True#1#816,797,817#0,0,0#-1,7.083116E-06,-1.340855E-05/-1,1.379255E-05,-6.458603E-06/-1,1.464477E-05,-4.4203E-06#0,0,0 3#True#1#817,797,798#0,0,0#-1,1.464477E-05,-4.4203E-06/-1,1.379255E-05,-6.458603E-06/-1,1.700103E-05,-1.104274E-05#0,0,0 3#True#1#663,655,520#0,0,0#-1,-1.379029E-05,7.662743E-06/-1,0,0/-1,1.877301E-05,1.824932E-05#0,0,0 3#True#1#520,655,515#0,0,0#-1,1.877301E-05,1.824932E-05/-1,0,0/-1,0,0#0,0,0 <_2xBooleanMeshInfo> 3 0.0445,0.0095,0.4/0.0445,0.0095,0.256/-0.0445,0.0095,0.256/-0.003209,0.0095,0.4/-0.003209,-0.0095,0.4/-0.0445,-0.0095,0.256/0.0445,-0.0095,0.256/0.0445,-0.0095,0.4/0.0445,0.0095,-0.4/-0.0445,0.0095,-0.4/-0.0445,-0.0095,-0.4/0.0445,-0.0095,-0.4 4#True#0#2,3,0,1#1,1,1,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0 4#True#0#6,7,4,5#1,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0 4#True#1#6,1,0,7#0,0,1,0#1,0,0/1,0,0/1,0,0/1,0,0#1,0,0 4#False#0#4,3,2,5#1,0,2,0#-0.9612623,0,0.2756353/-0.9612623,0,0.2756353/-0.9902682,0,0.139172/-0.9902682,0,0.139172#-0.9612623,0,0.2756353 4#False#0#4,7,0,3#0,0,0,0#0,0,1/0,0,1/0,0,1/0,0,1#0,0,1 4#True#0#9,2,1,8#1,0,1,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0 4#True#0#11,6,5,10#1,0,1,1#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0 4#True#1#11,8,1,6#1,0,0,0#1,0,0/1,0,0/1,0,0/1,0,0#1,0,0 4#True#1#5,2,9,10#0,0,1,0#-0.9902682,0,0.139172/-0.9902682,0,0.139172/-1,0,0/-1,0,0#-1,0,0 4#False#0#10,9,8,11#0,0,0,0#0,0,-1/0,0,-1/0,0,-1/0,0,-1#0,0,-1 <_2xPictureImageInfos> <_2xPictureImageInfo> 1 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 <_2xPictureImageInfo> 2 <_2xObject> <_2xBoard> 1 true eModelTypePineBoard 0.9686275,0.8509804,0.4,1 0,0,0,0 0 0 -1 0.34,0.5,0.35 0.34,0.5,0.35 0.00161 1000 0,0,0,1 -0.2169998,0.4380002,-0.03299996 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 2 false 0 箱 true false false <_2xDimension> 5 true eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.1440001 0.089,0.038,1.82 0 0 -0.7071069,0,0,-0.7071068 0.03550037,0.07200006,0.07200024 Non Non Non 0 61 false 0 144 false false false 0 0 1 0 0 0 1 eEndArrowOutside true Top <_2xDimension> 5 true eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.05400008,0,0.01200001 0.089,0.038,1.82 0 0 1.213039E-08,-1.449075E-15,-1.308861E-07,1 -0.4324998,0.1880003,0.155 Non Non Non 0 59 false 0 12 false false false 0 0 1 0 0 0 1 eEndArrowOutside true Top <_2xBoolean> 6 true eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.044,0.019,0.6 0.089,0.019,1.82 0.4 300 -0.5000001,0.5000001,-0.5000001,-0.5000001 -0.4324998,0.4880003,0.139 Non Non Non 0 58 false 1 SPF 1x4材 false false false eModelTypeLumber 0.022,0.0095,0.3/0.022,0.0095,-0.3/-0.022,0.0095,-0.3/-0.022,0.0095,0.3/-0.022,-0.0095,-0.3/-0.022,-0.0095,0.3/0.01,-0.0095,-0.3/0.022,0,0.3/0.022,0,-0.3/0.01,0,0.3/0.01,0,-0.3/0.01,-0.0095,0.3 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 1 <_2xBoard> 0 true eModelTypePlyWood 1,1,0.8,1 0.9647059,0.9647059,0.9607843,1 0 0 3 0.4,0.012,0.6 0.91,0.012,1.82 0.5 1500 0.5,0.5000001,-0.5000001,0.5 -0.4514998,0.4880003,-0.03899996 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 3 false 3 針葉樹合板 false false false <_2xLumber> 2 true eModelTypeLumber 1,1,0.8,1 0.3647059,0.454902,0.4784314,1 0 0 21 0.044,0.019,0.8 0.089,0.019,1.82 0.4 300 -4.892375E-08,0.7071069,-0.7071069,-4.892375E-08 -0.4545,0.4000002,0.1705001 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 9 false 1 SPF 1x4材 false false false <_2xPicture> 5 true eModelTypePicture 1,1,0.8,1 0,0,0,0 0 0 -1 0.2,0,0.2 0.089,0.038,1.82 0 0 0,-0.7071068,0,0.7071068 -0.4041289,0,0.3713426 Non Non Non 0 53 false 0 このタイプの 掛け金を使用 false false false 60 Regular Meiryo UI false true 1 0,0,0 255,255,255 false false 1 <_2xPicture> 5 true eModelTypePicture 1,1,0.8,1 0,0,0,0 0 0 -1 0.2,0,0.2 0.089,0.038,1.82 0 0 0,-0.7071068,0,0.7071068 -0.6841288,0,0.3713426 Non Non Non 0 52 false 0 caDIY3D-X false false false 60 Regular Meiryo UI false true 1 0,0,0 255,255,255 false true 1 <_2xDimension> 5 true eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.8000003 0.089,0.038,1.82 0 0 -0.7071069,0,0,-0.7071068 0.03550024,0.4000001,0.1800002 Non Non Non 0 47 false 0 800 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xDimension> 5 true eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.4190003 0.089,0.038,1.82 0 0 0,0,0,1 0.03550052,0.8000003,-0.0294999 Non Non Non 0 50 false 0 419 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xDimension> 5 true eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.5120003 0.089,0.038,1.82 0 0 0.4999999,0.4999999,0.5000001,0.5000001 -0.2204999,0.8000003,0.1800002 Non Non Non 0 48 false 0 512 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xLumber> 2 true eModelTypeLumber 1,1,0.8,1 0.3647059,0.454902,0.4784314,1 0 0 21 0.044,0.019,0.8 0.089,0.019,1.82 0.4 300 -4.892375E-08,0.7071069,-0.7071069,-4.892375E-08 0.01350024,0.4000002,0.1705003 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 11 false 1 SPF 1x4材 false false false <_2xBoolean> 3 false eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.0651,0.05,0.0085 0.0651,0.05,0.0085 0 0 2.647438E-08,2.647438E-08,0.7071069,0.7071069 -0.008012682,0.6219999,0.1869507 Non Non Non 1 37 false 0 蝶番65mm false false true eModelTypePolygon 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 2 <_2xBoard> 3 false eModelTypePlyWood 1,1,0.8,1 0.9647059,0.9647059,0.9607843,1 0 0 3 0.418,0.012,0.563 0.91,0.012,1.82 0.5 1500 0.7071069,2.647438E-08,-2.647438E-08,0.7071069 -0.2204999,0.4715002,0.1550002 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 1 7 false 3 針葉樹合板 false false false <_2xLumber> 3 false eModelTypeLumber 1,1,0.8,1 0.3647059,0.454902,0.4784314,1 0 0 21 0.044,0.019,0.563 0.089,0.019,1.82 0.4 300 -0.707107,-8.96903E-09,-6.85714E-08,0.707107 -0.03349976,0.4715002,0.1705001 -45,0,-45,0,0,0,0,0 0,0,0,0 0,0,0,0 1 34 false 1 SPF 1x4材 false false false <_2xPicture> 3 false eModelTypePicture 1,1,0.8,1 0,0,0,0 0 0 -1 0.04895004,0,0.336 0.089,0.038,1.82 0 0 -0.4999999,0.5,0.5000001,-0.5000001 -0.2204997,0.5814752,0.1610001 Non Non Non 1 40 false 0 DELIVERY false false false 60 Regular Arial Black false true 1.5 0,0,0 255,255,255 false false 2 <_2xLumber> 3 false eModelTypeLumber 1,1,0.8,1 0.3647059,0.454902,0.4784314,1 0 0 21 0.044,0.019,0.563 0.089,0.019,1.82 0.4 300 -0.7071071,-9.954816E-09,-9.935838E-08,0.7071071 -0.4074996,0.4715002,0.1704999 45,0,45,0,0,0,0,0 0,0,0,0 0,0,0,0 1 33 false 1 SPF 1x4材 false false false <_2xLumber> 3 false eModelTypeLumber 1,1,0.8,1 0.3647059,0.454902,0.4784314,1 0 0 21 0.044,0.019,0.4179999 0.089,0.019,1.82 0.4 300 -0.4999999,0.5000001,-0.5000001,0.4999999 -0.2204997,0.7310002,0.1705002 45,0,45,0,0,0,0,0 0,0,0,0 0,0,0,0 1 31 false 1 SPF 1x4材 false false false <_2xPicture> 3 false eModelTypePicture 1,1,0.8,1 0,0,0,0 0 0 -1 0.04750008,0,0.336 0.089,0.038,1.82 0 0 -0.4999999,0.5000001,0.5,-0.4999999 -0.2204996,0.5332505,0.161 Non Non Non 1 41 false 0 BOX false false false 60 Regular Arial Black false true 1.5 0,0,0 255,255,255 false false 2 <_2xPolygon> 3 false eModelTypePolygon 0.855,0.898,0.898,1 0,0,0,0 0.23 0 -1 0.03,0.03,0.023 0.03,0.03,0.023 50 150 0,-1.833969E-07,0,1 -0.409,0.4695,0.1915002 Non Non Non 1 36 false 0 陶器つまみ false false false Metallic Material\Ceramics Konb.dmesh <_2xLumber> 3 false eModelTypeLumber 1,1,0.8,1 0.3647059,0.454902,0.4784314,1 0 0 21 0.044,0.019,0.4179999 0.089,0.019,1.82 0.4 300 -0.4999999,0.5000001,-0.5000001,0.4999999 -0.2204998,0.2120002,0.1705003 -45,0,-45,0,0,0,0,0 0,0,0,0 0,0,0,0 1 32 false 1 SPF 1x4材 false false false <_2xPicture> 3 false eModelTypePicture 1,1,0.8,1 0,0,0,0 0 0 -1 0.06900002,0,0.336 0.089,0.038,1.82 0 0 -0.4999999,0.5000001,0.5,-0.4999999 -0.2204997,0.3215,0.1610001 Non Non Non 1 42 false 0 宅配ボックス false false false 60 Regular Yu Gothic UI Semibold false true 1.5 0,0,0 255,255,255 false false 2 <_2xBoolean> 3 false eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.0651,0.05,0.0085 0.0651,0.05,0.0085 0 0 2.647438E-08,2.647438E-08,0.7071069,0.7071069 -0.008012689,0.3160005,0.1869507 Non Non Non 1 38 false 0 蝶番65mm false false false eModelTypePolygon 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 2 <_2xLumber> 4 true eModelTypeLumber 1,1,0.8,1 0.9647059,0.9647059,0.9607843,1 0 0 3 0.089,0.019,0.522 0.089,0.019,1.82 0.4 300 -0.7071069,5.259198E-09,-0.7071069,-5.259198E-09 -0.2205003,0.8095002,0.1615003 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 30 false 1 SPF 1x4材 false false false <_2xLumber> 4 true eModelTypeLumber 1,1,0.8,1 0.9647059,0.9647059,0.9607843,1 0 0 3 0.089,0.019,0.522 0.089,0.019,1.82 0.4 300 -0.7071069,5.259198E-09,-0.7071069,-5.259198E-09 -0.2205003,0.8095002,0.07250028 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 29 false 1 SPF 1x4材 false false false <_2xLumber> 4 true eModelTypeLumber 1,1,0.8,1 0.9647059,0.9647059,0.9607843,1 0 0 3 0.089,0.019,0.522 0.089,0.019,1.82 0.4 300 -0.7071069,5.259198E-09,-0.7071069,-5.259198E-09 -0.2205003,0.8095002,-0.01649973 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 28 false 1 SPF 1x4材 false false false <_2xLumber> 4 true eModelTypeLumber 1,1,0.8,1 0.9647059,0.9647059,0.9607843,1 0 0 3 0.089,0.019,0.522 0.089,0.019,1.82 0.4 300 -0.7071069,5.259198E-09,-0.7071069,-5.259198E-09 -0.2205003,0.8095002,-0.1054997 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 27 false 1 SPF 1x4材 false false false <_2xLumber> 4 true eModelTypeLumber 1,1,0.8,1 0.9647059,0.9647059,0.9607843,1 0 0 3 0.089,0.019,0.522 0.089,0.019,1.82 0.4 300 -0.7071069,5.259198E-09,-0.7071069,-5.259198E-09 -0.2205003,0.8095002,-0.1945 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 26 false 1 SPF 1x4材 false false false <_2xBoolean> 2 true eModelTypeBoolean 1,1,0.8,1 0.3647059,0.454902,0.4784314,1 0 0 21 0.089,0.019,0.8 0.089,0.019,1.82 0.4 300 -0.5000001,0.5000001,-0.5000001,-0.5000001 -0.467,0.4000002,0.1165 Non Non Non 0 44 false 1 SPF 1x4材 false false false eModelTypeLumber 0.0445,0.0095,0.4/-0.003209,0.0095,0.4/-0.003209,-0.0095,0.4/0.0445,-0.0095,0.4/0.0445,0.0095,-0.4/-0.0445,0.0095,-0.4/-0.0445,-0.0095,-0.4/0.0445,-0.0095,-0.4 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 3 <_2xLumber> 2 true eModelTypeLumber 1,1,0.8,1 0.3647059,0.454902,0.4784314,1 0 0 21 0.044,0.019,0.2219999 0.089,0.019,1.82 0.4 300 -0.7071069,0.7071069,-5.259198E-09,-1.083016E-07 -0.467,0.7780002,-0.03899991 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 25 false 1 SPF 1x4材 false false false <_2xLumber> 2 true eModelTypeLumber 1,1,0.8,1 0.3647059,0.454902,0.4784314,1 0 0 21 0.044,0.019,0.424 0.089,0.019,1.82 0.4 300 -0.5000001,0.5000001,-0.5000001,0.5 -0.2204998,0.7780002,0.1705002 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 23 false 1 SPF 1x4材 false false false <_2xBoard> 0 true eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.4,0.012,0.4740002 0.91,0.012,1.82 0.5 1500 -1.083016E-07,0.7071069,-9.580972E-08,0.7071069 -0.2204998,0.7940002,-0.03899986 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 5 false 3 針葉樹合板 false false false <_2xBoolean> 2 true eModelTypeBoolean 1,1,0.8,1 0.3647059,0.454902,0.4784314,1 0 0 21 0.089,0.019,0.8 0.089,0.019,1.82 0.4 300 -0.5000001,-0.5000001,0.5000001,-0.5000001 -0.4669998,0.4000002,-0.1944999 Non Non Non 0 43 false 1 SPF 1x4材 false false false eModelTypeLumber 0.0445,0.0095,0.4/-0.003209,0.0095,0.4/-0.003209,-0.0095,0.4/0.0445,-0.0095,0.4/0.0445,0.0095,-0.4/-0.0445,0.0095,-0.4/-0.0445,-0.0095,-0.4/0.0445,-0.0095,-0.4 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 3 <_2xBoard> 0 true eModelTypePlyWood 1,1,0.8,1 0.9647059,0.9647059,0.9607843,1 0 0 3 0.45,0.012,0.6 0.91,0.012,1.82 0.5 1500 0.7071068,0,0,0.7071068 -0.2204998,0.4880003,-0.233 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1 false 3 針葉樹合板 false false false <_2xBoard> 0 true eModelTypePlyWood 1,1,0.8,1 0.9647059,0.9647059,0.9607843,1 0 0 3 0.4,0.012,0.6 0.91,0.012,1.82 0.5 1500 0.5,0.5000001,-0.5000001,0.5 0.01050021,0.4880003,-0.03899999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 4 false 3 針葉樹合板 false false false <_2xBoolean> 2 true eModelTypeBoolean 1,1,0.8,1 0.3647059,0.454902,0.4784314,1 0 0 21 0.089,0.019,0.8 0.089,0.019,1.82 0.4 300 -0.5000001,-0.5000001,0.5000001,-0.5000001 0.02600074,0.4000001,-0.1945 Non Non Non 0 46 false 1 SPF 1x4材 false false false eModelTypeLumber 0.0445,0.0095,0.4/-0.003209,0.0095,0.4/-0.003209,-0.0095,0.4/0.0445,-0.0095,0.4/0.0445,0.0095,-0.4/-0.0445,0.0095,-0.4/-0.0445,-0.0095,-0.4/0.0445,-0.0095,-0.4 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 3 <_2xLumber> 2 true eModelTypeLumber 1,1,0.8,1 0.3647059,0.454902,0.4784314,1 0 0 21 0.044,0.019,0.2219999 0.089,0.019,1.82 0.4 300 -0.7071069,0.7071069,-5.259198E-09,-1.083016E-07 0.02600033,0.7780002,-0.03899976 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 24 false 1 SPF 1x4材 false false false <_2xBoolean> 2 true eModelTypeBoolean 1,1,0.8,1 0.3647059,0.454902,0.4784314,1 0 0 21 0.089,0.019,0.8 0.089,0.019,1.82 0.4 300 0.5000001,-0.5000001,0.5000001,0.5000001 0.0260005,0.4000001,0.1165 Non Non Non 0 45 false 1 SPF 1x4材 false false false eModelTypeLumber 0.0445,0.0095,0.4/-0.003209,0.0095,0.4/-0.003209,-0.0095,0.4/0.0445,-0.0095,0.4/0.0445,0.0095,-0.4/-0.0445,0.0095,-0.4/-0.0445,-0.0095,-0.4/0.0445,-0.0095,-0.4 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 3 <_2xBoard> 0 true eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.4,0.012,0.4740002 0.91,0.012,1.82 0.5 1500 -1.083016E-07,0.7071069,-9.580972E-08,0.7071069 -0.2204998,0.1820001,-0.03900007 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 6 false 3 針葉樹合板 false false false <_2xLumber> 2 true eModelTypeLumber 1,1,0.8,1 0.3647059,0.454902,0.4784314,1 0 0 21 0.044,0.019,0.2219999 0.089,0.019,1.82 0.4 300 -0.7071069,0.7071069,-5.259198E-09,-1.083016E-07 -0.4669999,0.1660001,-0.03900013 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 22 false 1 SPF 1x4材 false false false <_2xLumber> 2 true eModelTypeLumber 1,1,0.8,1 0.3647059,0.454902,0.4784314,1 0 0 21 0.044,0.019,0.2219999 0.089,0.019,1.82 0.4 300 -0.7071069,0.7071069,-5.259198E-09,-1.083016E-07 0.02600034,0.1660001,-0.03899971 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 20 false 1 SPF 1x4材 false false false <_2xLumber> 2 true eModelTypeLumber 1,1,0.8,1 0.3647059,0.454902,0.4784314,1 0 0 21 0.044,0.019,0.424 0.089,0.019,1.82 0.4 300 -0.5000001,0.5000001,-0.5000001,0.5 -0.2204998,0.1660003,0.1705 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 19 false 1 SPF 1x4材 false false false <_2xPolygon> 1 true eModelTypePolygon 0.467,0.792,1,1 0,0,0,0 0 0 -1 1.006668,1.699953,0.07800001 1.006668,1.699953,0.07800001 65000 0 0,0,0,1 -1.07455,0.8499765,0.1325206 Non Non Non 0 8 false 0 大人170cm false false false Doll Model\Adult 170cm.dmesh eCutListPartsTypeSeparator 0.91,0.012,1.82 910.0mm x 12.0mm eModelTypePlyWood eCutListPartsTypeBase 4 partsArrangeTop partsArrangeLeft 側面 0,0 5 partsArrangeTop partsArrangeLeft 上面 0.603,0 6 partsArrangeTop partsArrangeLeft 底面 0.6030001,0.403 1 partsArrangeTop partsArrangeLeft 背面 1.216,0.003200009 3 partsArrangeTop partsArrangeLeft 側面 0,0.403 7 partsArrangeTop partsArrangeLeft 前面 1.2578,0.4578 0.91,0.012,1.82 1500 eModelTypePlyWood 針葉樹合板 eCutListPartsTypeSeparator 0.089,0.019,1.82 89.0mm x 19.0mm eModelTypeLumber eCutListPartsTypeBase 26 partsArrangeTop partsArrangeLeft 0,0 27 partsArrangeTop partsArrangeLeft 0.525,0 28 partsArrangeTop partsArrangeLeft 1.05,0 20 partsArrangeTop partsArrangeLeft 1.575,0 22 partsArrangeBottom partsArrangeLeft 1.575,0 0.089,0.019,1.82 300 eModelTypeLumber SPF 1x4材 eCutListPartsTypeBase 29 partsArrangeTop partsArrangeLeft 0,0 30 partsArrangeTop partsArrangeLeft 0.525,0 24 partsArrangeBottom partsArrangeLeft 1.05,0 25 partsArrangeTop partsArrangeLeft 1.05,0 32 partsArrangeBottom partsArrangeLeft 1.275,0 31 partsArrangeTop partsArrangeLeft 1.275,0 0.089,0.019,1.82 300 eModelTypeLumber SPF 1x4材 eCutListPartsTypeBase 44 partsArrangeTop partsArrangeLeft 0,0 45 partsArrangeTop partsArrangeLeft 0.803,0 0.089,0.019,1.82 300 eModelTypeLumber SPF 1x4材 eCutListPartsTypeBase 23 partsArrangeTop partsArrangeLeft 0,0 19 partsArrangeBottom partsArrangeLeft 0,0 33 partsArrangeBottom partsArrangeLeft 0.427,0 34 partsArrangeTop partsArrangeRight 0.427,0 9 partsArrangeBottom partsArrangeLeft 0.993,0 11 partsArrangeTop partsArrangeLeft 0.993,0 0.089,0.019,1.82 300 eModelTypeLumber SPF 1x4材 eCutListPartsTypeBase 46 partsArrangeTop partsArrangeLeft 0,0 43 partsArrangeTop partsArrangeLeft 0.803,0 0.089,0.019,1.82 300 eModelTypeLumber SPF 1x4材 eCutListPartsTypeBase 58 partsArrangeTop partsArrangeLeft 0,0 0.089,0.019,1.82 300 eModelTypeLumber SPF 1x4材