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INI File  |  2005-02-21  |  18KB  |  311 lines
  1. [Options]
  2. Name=╠ε±ΩΓα
  3. CityName=╠ε±ΩΓα
  4. ;ImageFileName=Moscow.vec
  5. StationDiameter=16
  6. NeedVersion=1.18.3
  7. MapAuthors=╩α≡≥α ε≥ 21.02.2005π.\n\n╚φ⌠ε≡∞α÷Φ■ ε Γ≡σ∞σφΦ ∩≡εστΣα ∩≡Φ±δαδΦ: ╩εφ±≥αφ≥Φφ ╪≥σφφΦΩεΓ, ▐≡ΦΘ ╙τε≡Φφ, ╠Φ⌡αΦδ ╤≥σ∩αφ÷εΓ, Andre Galutin, Alex Makeev, Sergey Staroverov, ╩ε°σΓσφΩε └δσΩ±σΘ, ╦α≡≈σΓ ╚Γαφ ╤σ≡πσσΓΦ≈, └δσΩ±αφΣ≡ └δⁿ-─µΦß≤≡Φ, ┬δαΣΦ∞Φ≡ ─σ∞ φ≈σφΩε.\n\n╤⌡σ∞α φα≡Φ±εΓαφα φα ε±φεΓσ Ωα≡≥√ ± ±αΘ≥α http://mymetro.narod.ru/shemes.html.\n\n╚φ⌠ε≡∞α÷Φ  ε ±≥αφ÷Φ ⌡ Φ ∩σ≡σ±αΣε≈φ√⌡ ≤τδα⌡ Γτ ≥α ± ±αΘ≥εΓ: http://www.metro.ru, http://moskva.ruz.net/metro, http://www.aistprint.ru, http://moskva.far.ru, http://www.mymetro.ru, http://www.metrostroy.ru Φ ε≥ └δσΩ±αφΣ≡α └δⁿ-─µΦß≤≡Φ.\n\n╚φ⌠ε≡∞α÷Φ  ε φατσ∞φε∞ ≥≡αφ±∩ε≡≥σ - ± ±αΘ≥εΓ http://moskva.ruz.net/metro, http://bus.ruz.net/routes, ε≥ └δσΩ±αφΣ≡α └δⁿ-─µΦß≤≡Φ Φ ╩εΓαδσΓ±Ωεπε └≡≥σ∞α.\n╚φ⌠ε≡∞α÷Φ  ε ∞α≡°≡≤≥Ωα⌡ - ± http://racetaxi.by.ru.\n╚φ⌠ε≡∞α÷Φ  εß ²δσΩ≥≡Φ≈Ωα⌡ - ± http://www.tutu.ru.\n\n╚φ⌠ε≡∞α÷Φ  ε ΩΦφε≥σα≥≡α⌡ - http://www.kinoafisha.ru/.\n\n╚φ⌠ε≡∞α÷Φ  ε ∞≤τσ ⌡ - http://www.moscow-media.ru/metro/ind_m.htm.\n\n╚φ⌠ε≡∞α÷Φ  ε τεφσ ∩εΩ≡√≥Φ  ε∩σ≡α≥ε≡εΓ ∞εßΦδⁿφεΘ ±Γ τΦ - ± Ωα≡≥√ φα ±αΘ≥σ http://Amobile.ru, α ≥αΩµσ ε≥ ▐≡Φ  ╠≤≡α°Ωε.\n\n┬ ΩαΩε∞ Γαπεφσ φαΣε σ⌡α≥ⁿ - Mr.Fiks(∩≡Φ±δαδ Oleg V.Vinsky), ─αφΦδα ─αΓ√ΣεΓ, ─δ≤πα≈ └δσΩ±σΘ.\n╤⌡σ∞√ ±≥αφ÷ΦΘ ± http://www.metroreklama.ru Φ ε≥ VladR.
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  42. Names=╨σ≈φεΘ ΓεΩταδ,┬εΣφ√Θ ±≥αΣΦεφ,┬εΘΩεΓ±Ωα ,╤εΩεδ,└²≡ε∩ε≡≥,─Φφα∞ε,┴σδε≡≤±±Ωα ,╠α ΩεΓ±Ωα ,╥Γσ≡±Ωα ,╥σα≥≡αδⁿφα ,═εΓεΩ≤τφσ÷Ωα ,╧αΓσδσ÷Ωα ,└Γ≥εταΓεΣ±Ωα ,╩εδε∞σφ±Ωα ,╩α°Φ≡±Ωα ,╩αφ≥σ∞Φ≡εΓ±Ωα ,╓α≡Φ÷√φε,╬≡σ⌡εΓε,─ε∞εΣσΣεΓ±Ωα ,╩≡α±φεπΓα≡ΣσΘ±Ωα 
  43. Coordinates=277,193, 277,229, 277,265, 277,303, 297,325, 319,346, 346,373, 408,437, 469,500, 537,565, 539,709, 615,782, 680,848, 680,913, 679,944, 679,977, 701,999, 725,1023, 747,1045, 768,1067
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  54. Names=┘σδΩεΓ±Ωα ,╧σ≡Γε∞αΘ±Ωα ,╚τ∞αΘδεΓ±Ωα ,╚τ∞αΘδεΓ±ΩΦΘ ∩α≡Ω,╤σ∞σφεΓ±Ωα ,▌δσΩ≥≡εταΓεΣ±Ωα ,┴α≤∞αφ±Ωα ,╩≤≡±Ωα ,╧δε∙αΣⁿ ╨σΓεδ■÷ΦΦ,└≡ßα≥±Ωα ,╤∞εδσφ±Ωα ,╩ΦσΓ±Ωα ,╧α≡Ω ╧εßσΣ√,╠Φφ±Ωα ,╤δαΓ φ±ΩΦΘ ß≤δⁿΓα≡,╤≥≡επΦφε,┬εδεΩεδα∞±Ωα ,╠Φ≥Φφε
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  66. Names=╩≡√δα≥±Ωεσ,╠εδεΣσµφα ,╩≤φ÷σΓ±Ωα ,╧Φεφσ≡±Ωα ,╘ΦδσΓ±ΩΦΘ ∩α≡Ω,┴απ≡α≥ΦεφεΓ±Ωα ,╘ΦδΦ,╩≤≥≤τεΓ±Ωα ,╤≥≤Σσφ≈σ±Ωα ,╩ΦσΓ±Ωα ,╤∞εδσφ±Ωα ,└≡ßα≥±Ωα ,└δσΩ±αφΣ≡εΓ±ΩΦΘ ±αΣ
  67. Coordinates=95,467, 95,508, 95,550, 116,574, 137,594, 157,614, 176,634, 195,653, 238,695, 299,633, 364,568, 421,567, 456,567
  68. Driving=3,3,2,2,2,3,3,2,2,2,2,1
  69. Rects=28,457,59,18, 21,498,66,19, 27,540,60,19, 128,559,62,19, 150,578,84,20, 167,600,87,19, 186,621,25,19, 205,639,60,19, 167,702,70,18, 310,622,49,18, 299,549,60,16, 374,541,52,17, 358,526,108,19
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  78. Names=╧α≡Ω Ω≤δⁿ≥≤≡√(╬Ω≥ ß≡ⁿ±Ωα ,╩ΦσΓ±Ωα ),╬Ω≥ ß≡ⁿ±Ωα ,─εß≡√φΦφ±Ωα ,╧αΓσδσ÷Ωα ,╥απαφ±Ωα ,╩≤≡±Ωα ,╩ε∞±ε∞εδⁿ±Ωα ,╧≡ε±∩σΩ≥ ╠Φ≡α,═εΓε±δεßεΣ±Ωα ,┴σδε≡≤±±Ωα ,╩≡α±φε∩≡σ±φσφ±Ωα ,╩ΦσΓ±Ωα (╧α≡Ω Ω≤δⁿ≥≤≡√,╩≡α±φε∩≡σ±φσφ±Ωα )
  79. Coordinates=358,706, 456,767, 553,774, 596,762, 703,681, 741,584, 672,393, 621,356, 459,337, 365,392, 300,503, 318,652
  80. Driving=(2,3),2,3,3,3,3,3,4,2,3,3,(3,3)
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  92. Coordinates=685,119, 685,154, 662,177, 640,200, 640,235, 640,269, 640,303, 640,337, 620,386, 620,468, 621,601, 539,681, 475,747, 456,817, 436,837, 415,858, 395,879, 374,900, 354,920, 333,941, 333,968, 333,997, 354,1019, 376,1041
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  104. Names=╧δαφσ≡φα ,╤⌡εΣφσφ±Ωα ,╥≤°Φφ±Ωα ,┘≤ΩΦφ±Ωα ,╬Ω≥ ß≡ⁿ±Ωεσ ∩εδσ,╧εδσµασΓ±Ωα ,┴σπεΓα ,╙δΦ÷α 1905 πεΣα,┴α≡≡ΦΩαΣφα ,╧≤°ΩΦφ±Ωα ,╩≤τφσ÷ΩΦΘ ∞ε±≥,╩Φ≥αΘ-πε≡εΣ,╥απαφ±Ωα ,╧≡εδσ≥α≡±Ωα ,┬εδπεπ≡αΣ±ΩΦΘ ∩≡ε±∩σΩ≥,╥σΩ±≥Φδⁿ∙ΦΩΦ,╩≤τⁿ∞ΦφΩΦ,╨ ταφ±ΩΦΘ ∩≡ε±∩σΩ≥,┬√⌡Φφε,╧≡εφ±Ωα 
  105. Coordinates=185,279, 185,316, 185,354, 185,391, 208,412, 231,435, 254,458, 276,479, 327,503, 443,500, 580,522, 660,601, 726,668, 786,728, 824,765, 848,789, 871,813, 903,813, 934,813, 976,813
  106. Driving=2,3,4,3,3,2,2,2,3,2,2,3,2,2,4,3,3,2,0
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  117. Coordinates=957,598, 915,597, 891,621, 866,646, 841,671, 786,693, 727,695, 563,695
  118. Driving=0,2,3,2,3,2,2
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  126. LabelsColor=4C4c4c
  127. LineMap=Serpuhovskaya.ini
  128. Names=└δ≥≤⌠ⁿσΓε,┴ΦßΦ≡σΓε,╬≥≡αΣφεσ,┬δαΣ√ΩΦφε,╧σ≥≡εΓ±Ωε-╨ατ≤∞εΓ±Ωα ,╥Φ∞Φ≡ τσΓ±Ωα ,─∞Φ≥≡εΓ±Ωα ,╤αΓσδεΓ±Ωα ,╠σφΣσδσσΓ±Ωα ,╓Γσ≥φεΘ ß≤δⁿΓα≡,╫σ⌡εΓ±Ωα ,┴ε≡εΓΦ÷Ωα ,╧εδ φΩα,╤σ≡∩≤⌡εΓ±Ωα ,╥≤δⁿ±Ωα ,═απα≥Φφ±Ωα ,═απε≡φα ,═α⌡Φ∞εΓ±ΩΦΘ ∩≡ε±∩σΩ≥,╤σΓα±≥ε∩εδⁿ±Ωα ,╫σ≡≥αφεΓ±Ωα ,▐µφα ,╧≡αµ±Ωα ,╙δΦ÷α └ΩαΣσ∞ΦΩα ▀φπσδ ,└φφΦφε,┴≤δⁿΓα≡ ─∞Φ≥≡Φ  ─εφ±Ωεπε
  129. Coordinates=439,104, 439,127, 439,157, 439,186, 439,207, 439,235, 439,261, 439,287, 440,317, 526,407, 456,476, 457,605, 469,689, 553,801, 553,834, 553,866, 523,896, 523,918, 524,944, 524,968, 554,999, 554,1023, 554,1047, 554,1072, 554,1096
  130. Driving=3,3,3,3,3,2,3,2,2,2,3,2,2,3,4,2,2,2,2,3,2,3,2,2
  131. Rects=376,93,55,20, 376,118,55,20, 383,147,48,20, 371,175,60,20, 311,200,120,20, 349,225,78,19, 364,251,67,19, 365,278,66,20, 348,307,78,20, 424,394,83,18, 465,454,55,15, 412,619,63,20, 469,697,44,16, 471,793,69,19, 498,825,47,19, 479,854,65,19, 464,885,50,19, 425,906,90,28, 431,935,81,18, 446,960,70,18, 501,991,39,19, 494,1015,51,19, 435,1038,110,20, 503,1063,42,19, 568,1083,103,29
  132. Delays=2,6
  133. Rect=891,1021,92,17
  134.  
  135. [Line10]
  136. Name=╦■ßδΦφ±Ωα 
  137. Color=84BC54
  138. LabelsColor=5C9F2E
  139. LineMap=Lublinskaya.ini
  140. Names=╠α≡ⁿΦφα ≡ε∙α,─ε±≥εσΓ±Ωα ,╥≡≤ßφα ,╤≡σ≥σφ±ΩΦΘ ß≤δⁿΓα≡,╫ΩαδεΓ±Ωα ,╨Φ∞±Ωα ,╩≡σ±≥ⁿ φ±Ωα  τα±≥αΓα,─≤ß≡εΓΩα,╩εµ≤⌡εΓ±Ωα ,╧σ≈α≥φΦΩΦ,┬εδµ±Ωα ,╦■ßδΦφε,┴≡α≥Φ±δαΓ±Ωα ,╠α≡ⁿΦφε
  141. Coordinates=553,274, 553,305, 553,407, 597,455, 754,606, 786,666, 786,755, 785,803, 785,837, 804,855, 822,873, 822,896, 822,919, 822,942
  142. Driving=0,0,0,0,3,3,2,2,4,3,3,3,2
  143. Rects=470,263,75,19, 481,294,64,20, 565,398,42,18, 486,424,99,24, 769,600,61,17, 791,636,44,20, 665,738,110,18, 727,793,50,19, 710,828,67,19, 736,856,59,18, 833,865,51,20, 832,887,49,19, 832,909,76,19, 832,933,47,20
  144. Delays=3,6
  145. Rect=891,1041,86,17
  146.  
  147. [Line11]
  148. Name=╩α⌡εΓ±Ωα 
  149. Color=34649C
  150. LabelsColor=34649C
  151. LineMap=Kahovskaya.ini
  152. Names=╩α°Φ≡±Ωα ,┬α≡°αΓ±Ωα ,╩α⌡εΓ±Ωα 
  153. Coordinates=654,944, 603,944, 551,944
  154. Driving=3,3
  155. Rects=691,934,58,19, 583,921,65,16, 550,955,55,17
  156. Delays=3,10
  157. Rect=891,1061,88,17
  158.  
  159. [Line12]
  160. Name=┴≤≥εΓ±Ωα 
  161. Color=8CBCFC
  162. LabelsColor=2D69FC
  163. LineMap=Butovskaya.ini
  164. Names=╙δΦ÷α ╤≥α≡εΩα≈αδεΓ±Ωα ,╙δΦ÷α ╤ΩεßσδσΓ±Ωα ,┴≤δⁿΓα≡ └Σ∞Φ≡αδα ╙°αΩεΓα,╙δΦ÷α ├ε≡≈αΩεΓα,┴≤φΦφ±Ωα  αδδσ 
  165. ;╙δΦ÷α ╤≥α≡ε∩ε≥α∩εΓ±Ωα ,╙δΦ÷α ╬±≥α⌠ⁿσΓ±Ωα ,═εΓεΩ≤≡ⁿ φεΓε
  166. Coordinates=529,1097, 529,1127, 529,1153, 529,1177, 558,1178
  167. Driving=4,2,2,2
  168. Rects=412,1083,105,28, 418,1114,102,19, 378,1142,141,19, 434,1169,86,19, 570,1168,86,19
  169. Delays=3,6
  170. Rect=796,1106,82,17
  171.  
  172. [Line13]
  173. Name=╤εδφ÷σΓ±Ωα 
  174. Color=B4CCB4
  175. LabelsColor=5C845C
  176. Names=▐πε-╟α∩αΣφα ,═ΦΩ≤δΦφ±Ωα ,╬δΦ∞∩ΦΘ±Ωα  Σσ≡σΓφ ,┬ε±≥≡ ΩεΓε,╥σ≡σ°ΩεΓε,╤εδφ÷σΓε,┴ε≡εΓ±Ωεσ °ε±±σ,═εΓε∩σ≡σΣσδΩΦφε
  177. Coordinates=174,919, 174,950, 174,976, 174,1001, 174,1028, 174,1053, 174,1080, 174,1107
  178. Driving=0,0,0,0,0,0,0
  179. Rects=85,900,73,20, 98,941,68,20, 52,966,114,20, 106,992,60,20, 109,1018,57,20, 115,1043,51,21, 78,1071,88,20, 74,1098,92,20
  180. Delays=0,0
  181. Rect=891,1106,82,17
  182.  
  183. [Line14]
  184. Name=╠εφε≡σδⁿ±
  185. Color=84ACBC
  186. LabelsColor=84ACBC
  187. LineMap=Monorels.ini
  188. Names=╥Φ∞Φ≡ τσΓ±Ωα ,╙δΦ÷α ╠Φδα°σφΩεΓα,╥σδσ÷σφ≥≡,╙δΦ÷α αΩαΣσ∞ΦΩα ╩ε≡εδσΓα,┬√±≥αΓε≈φ√Θ ÷σφ≥≡,╙δΦ÷α ╤σ≡πσ  ▌Θτσφ°≥σΘφα
  189. Coordinates=460,235, 490,235, 521,235, 551,235, 586,235, 619,235
  190. Driving=3.30,3.30,3.30,3.30,3.30
  191. Rects=455,123,10,100, 486,126,10,100, 516,126,10,100, 546,126,10,100, 582,126,10,100, 615,124,10,100
  192. Delays=20,20
  193. Rect=891,1124,82,17
  194.  
  195. [Line15]
  196. Name=╠ΦφΦ-∞σ≥≡ε
  197. Color=DC9474
  198. LabelsColor=CA6E4B
  199. Names=╩ΦσΓ±Ωα ,╠σµΣ≤φα≡εΣφα ,╠ε±ΩΓα-╤Φ≥Φ
  200. Coordinates=285,620, 236,571, 236,545
  201. Driving=0,0
  202. Rects=331,641,49,18, 245,562,85,18, 153,535,73,19
  203. Delays=0,0
  204. Rect=891,1142,82,17
  205.  
  206. [Transfers]
  207. ;δΦφΦ ,±≥αφ÷Φ , δΦφΦ ,±≥αφ÷Φ , Γ≡σ∞ 
  208. ╩ε∞±ε∞εδⁿ±Ωα =╤εΩεδⁿφΦ≈σ±Ωα ,╩ε∞±ε∞εδⁿ±Ωα , ╩εδⁿ÷σΓα ,╩ε∞±ε∞εδⁿ±Ωα , 5
  209.  
  210. ╩≤≡±Ωα 1=└≡ßα≥±Ωε-╧εΩ≡εΓ±Ωα ,╩≤≡±Ωα , ╩εδⁿ÷σΓα ,╩≤≡±Ωα , 3
  211. ╩≤≡±Ωα 2=╩εδⁿ÷σΓα ,╩≤≡±Ωα , ╦■ßδΦφ±Ωα ,╫ΩαδεΓ±Ωα , 4
  212. ╩≤≡±Ωα 3=└≡ßα≥±Ωε-╧εΩ≡εΓ±Ωα ,╩≤≡±Ωα , ╦■ßδΦφ±Ωα ,╫ΩαδεΓ±Ωα , 2
  213.  
  214. ╥απαφ±Ωα 1=╩αδΦφΦφ±Ωα ,╠α≡Ω±Φ±≥±Ωα , ╩εδⁿ÷σΓα ,╥απαφ±Ωα , 2
  215. ╥απαφ±Ωα 2=╩εδⁿ÷σΓα ,╥απαφ±Ωα , ╥απαφ±Ωε-╩≡α±φε∩≡σ±φσφ±Ωα ,╥απαφ±Ωα , 2
  216. ╥απαφ±Ωα 3=╩αδΦφΦφ±Ωα ,╠α≡Ω±Φ±≥±Ωα , ╥απαφ±Ωε-╩≡α±φε∩≡σ±φσφ±Ωα ,╥απαφ±Ωα , 3
  217.  
  218. ╧αΓσδσ÷Ωα =╟α∞ε±ΩΓε≡σ÷Ωα ,╧αΓσδσ÷Ωα , ╩εδⁿ÷σΓα ,╧αΓσδσ÷Ωα , 3
  219.  
  220. ─εß≡√φΦφ±Ωα =╤σ≡∩≤⌡εΓ±Ωε-╥Φ∞Φ≡ τσΓ±Ωα ,╤σ≡∩≤⌡εΓ±Ωα , ╩εδⁿ÷σΓα ,─εß≡√φΦφ±Ωα , 2
  221.  
  222. ╬Ω≥ ß≡ⁿ±Ωα =╩αδ≤µ±Ωε-╨Φµ±Ωα ,╬Ω≥ ß≡ⁿ±Ωα , ╩εδⁿ÷σΓα ,╬Ω≥ ß≡ⁿ±Ωα , 2
  223.  
  224. ╧α≡Ω╩≤δⁿ≥≤≡√=╤εΩεδⁿφΦ≈σ±Ωα ,╧α≡Ω Ω≤δⁿ≥≤≡√, ╩εδⁿ÷σΓα ,╧α≡Ω Ω≤δⁿ≥≤≡√, 4
  225.  
  226. ╩ΦσΓ±Ωα 1=╘ΦδσΓ±Ωα ,╩ΦσΓ±Ωα , ╩εδⁿ÷σΓα ,╩ΦσΓ±Ωα , 4
  227. ╩ΦσΓ±Ωα 2=╩εδⁿ÷σΓα ,╩ΦσΓ±Ωα , └≡ßα≥±Ωε-╧εΩ≡εΓ±Ωα ,╩ΦσΓ±Ωα , 2
  228. ╩ΦσΓ±Ωα 3=└≡ßα≥±Ωε-╧εΩ≡εΓ±Ωα ,╩ΦσΓ±Ωα , ╘ΦδσΓ±Ωα ,╩ΦσΓ±Ωα , 3
  229. ╩ΦσΓ±Ωα 4=╘ΦδσΓ±Ωα ,╩ΦσΓ±Ωα , ╠ΦφΦ-∞σ≥≡ε,╩ΦσΓ±Ωα , 0
  230.  
  231. ╩≡α±φε∩≡σ±φσφ±Ωα =╥απαφ±Ωε-╩≡α±φε∩≡σ±φσφ±Ωα ,┴α≡≡ΦΩαΣφα , ╩εδⁿ÷σΓα ,╩≡α±φε∩≡σ±φσφ±Ωα , 2
  232.  
  233. ┴σδε≡≤±±Ωα =╟α∞ε±ΩΓε≡σ÷Ωα ,┴σδε≡≤±±Ωα , ╩εδⁿ÷σΓα ,┴σδε≡≤±±Ωα , 2
  234.  
  235. ╠σφΣσδσσΓ±Ωα =╤σ≡∩≤⌡εΓ±Ωε-╥Φ∞Φ≡ τσΓ±Ωα ,╠σφΣσδσσΓ±Ωα , ╩εδⁿ÷σΓα ,═εΓε±δεßεΣ±Ωα , 2
  236.  
  237. ╧≡ε±∩σΩ≥_╠Φ≡α=╩αδ≤µ±Ωε-╨Φµ±Ωα ,╧≡ε±∩σΩ≥ ╠Φ≡α, ╩εδⁿ÷σΓα ,╧≡ε±∩σΩ≥ ╠Φ≡α, 3
  238.  
  239. ╥≤≡πσφσΓ±Ωα 1=╩αδ≤µ±Ωε-╨Φµ±Ωα ,╥≤≡πσφσΓ±Ωα , ╤εΩεδⁿφΦ≈σ±Ωα ,╫Φ±≥√σ ∩≡≤Σ√, 3
  240. ╥≤≡πσφσΓ±Ωα 2=╩αδ≤µ±Ωε-╨Φµ±Ωα ,╥≤≡πσφσΓ±Ωα , ╦■ßδΦφ±Ωα ,╤≡σ≥σφ±ΩΦΘ ß≤δⁿΓα≡, 0
  241. ╥≤≡πσφσΓ±Ωα 3=╤εΩεδⁿφΦ≈σ±Ωα ,╫Φ±≥√σ ∩≡≤Σ√, ╦■ßδΦφ±Ωα ,╤≡σ≥σφ±ΩΦΘ ß≤δⁿΓα≡, 0
  242.  
  243. ╓Γσ≥φεΘ=╤σ≡∩≤⌡εΓ±Ωε-╥Φ∞Φ≡ τσΓ±Ωα ,╓Γσ≥φεΘ ß≤δⁿΓα≡, ╦■ßδΦφ±Ωα ,╥≡≤ßφα , 0
  244.  
  245. ╩≤τφσ÷ΩΦΘ ∞ε±≥=╥απαφ±Ωε-╩≡α±φε∩≡σ±φσφ±Ωα ,╩≤τφσ÷ΩΦΘ ∞ε±≥, ╤εΩεδⁿφΦ≈σ±Ωα ,╦≤ß φΩα, 3
  246.  
  247. ╬⌡ε≥φ√Θ_≡ Σ1=╤εΩεδⁿφΦ≈σ±Ωα ,╬⌡ε≥φ√Θ ≡ Σ, ╟α∞ε±ΩΓε≡σ÷Ωα ,╥σα≥≡αδⁿφα , 4
  248. ╬⌡ε≥φ√Θ_≡ Σ2=╟α∞ε±ΩΓε≡σ÷Ωα ,╥σα≥≡αδⁿφα , └≡ßα≥±Ωε-╧εΩ≡εΓ±Ωα ,╧δε∙αΣⁿ ╨σΓεδ■÷ΦΦ, 3
  249.  
  250. ╧≤°ΩΦφ±Ωα 1=╥απαφ±Ωε-╩≡α±φε∩≡σ±φσφ±Ωα ,╧≤°ΩΦφ±Ωα , ╤σ≡∩≤⌡εΓ±Ωε-╥Φ∞Φ≡ τσΓ±Ωα ,╫σ⌡εΓ±Ωα , 3
  251. ╧≤°ΩΦφ±Ωα 2=╤σ≡∩≤⌡εΓ±Ωε-╥Φ∞Φ≡ τσΓ±Ωα ,╫σ⌡εΓ±Ωα , ╟α∞ε±ΩΓε≡σ÷Ωα ,╥Γσ≡±Ωα , 3
  252. ╧≤°ΩΦφ±Ωα 3=╥απαφ±Ωε-╩≡α±φε∩≡σ±φσφ±Ωα ,╧≤°ΩΦφ±Ωα , ╟α∞ε±ΩΓε≡σ÷Ωα ,╥Γσ≡±Ωα , 2
  253.  
  254. ╩Φ≥αΘ-πε≡εΣ=╥απαφ±Ωε-╩≡α±φε∩≡σ±φσφ±Ωα ,╩Φ≥αΘ-πε≡εΣ, ╩αδ≤µ±Ωε-╨Φµ±Ωα ,╩Φ≥αΘ-πε≡εΣ, 1
  255.  
  256. ╥≡σ≥ⁿ ΩεΓ±Ωα 1=╩αδΦφΦφ±Ωα ,╥≡σ≥ⁿ ΩεΓ±Ωα , ╩αδ≤µ±Ωε-╨Φµ±Ωα ,╥≡σ≥ⁿ ΩεΓ±Ωα , 1
  257. ╥≡σ≥ⁿ ΩεΓ±Ωα 2=╩αδ≤µ±Ωε-╨Φµ±Ωα ,╥≡σ≥ⁿ ΩεΓ±Ωα , ╟α∞ε±ΩΓε≡σ÷Ωα ,═εΓεΩ≤τφσ÷Ωα , 2
  258. ╥≡σ≥ⁿ ΩεΓ±Ωα 3=╩αδΦφΦφ±Ωα ,╥≡σ≥ⁿ ΩεΓ±Ωα , ╟α∞ε±ΩΓε≡σ÷Ωα ,═εΓεΩ≤τφσ÷Ωα , 2
  259.  
  260. └≡ßα≥±Ωα 1=╤εΩεδⁿφΦ≈σ±Ωα ,┴ΦßδΦε≥σΩα Φ∞σφΦ ╦σφΦφα, ╤σ≡∩≤⌡εΓ±Ωε-╥Φ∞Φ≡ τσΓ±Ωα ,┴ε≡εΓΦ÷Ωα , 5
  261. └≡ßα≥±Ωα 2=╤εΩεδⁿφΦ≈σ±Ωα ,┴ΦßδΦε≥σΩα Φ∞σφΦ ╦σφΦφα, ╘ΦδσΓ±Ωα ,└δσΩ±αφΣ≡εΓ±ΩΦΘ ±αΣ, 2
  262. └≡ßα≥±Ωα 3=╤σ≡∩≤⌡εΓ±Ωε-╥Φ∞Φ≡ τσΓ±Ωα ,┴ε≡εΓΦ÷Ωα , └≡ßα≥±Ωε-╧εΩ≡εΓ±Ωα ,└≡ßα≥±Ωα , 2
  263. └≡ßα≥±Ωα 4=└≡ßα≥±Ωε-╧εΩ≡εΓ±Ωα ,└≡ßα≥±Ωα , ╘ΦδσΓ±Ωα ,└δσΩ±αφΣ≡εΓ±ΩΦΘ ±αΣ, 3
  264. └≡ßα≥±Ωα 5=└≡ßα≥±Ωε-╧εΩ≡εΓ±Ωα ,└≡ßα≥±Ωα , ╤εΩεδⁿφΦ≈σ±Ωα ,┴ΦßδΦε≥σΩα Φ∞σφΦ ╦σφΦφα, 4
  265.  
  266. ╧δε∙αΣⁿ_╚δⁿΦ≈α=╩αδΦφΦφ±Ωα ,╧δε∙αΣⁿ ╚δⁿΦ≈α, ╦■ßδΦφ±Ωα ,╨Φ∞±Ωα , 2
  267.  
  268. ╧≡εδσ≥α≡±Ωα =╦■ßδΦφ±Ωα ,╩≡σ±≥ⁿ φ±Ωα  τα±≥αΓα, ╥απαφ±Ωε-╩≡α±φε∩≡σ±φσφ±Ωα ,╧≡εδσ≥α≡±Ωα , 3
  269.  
  270. ╩α°Φ≡±Ωα =╟α∞ε±ΩΓε≡σ÷Ωα ,╩α°Φ≡±Ωα , ╩α⌡εΓ±Ωα ,╩α°Φ≡±Ωα , 1
  271.  
  272. ╩α⌡εΓ±Ωα =╩α⌡εΓ±Ωα ,╩α⌡εΓ±Ωα , ╤σ≡∩≤⌡εΓ±Ωε-╥Φ∞Φ≡ τσΓ±Ωα ,╤σΓα±≥ε∩εδⁿ±Ωα , 1
  273.  
  274. ┴≤≥εΓ±Ωα =┴≤≥εΓ±Ωα ,╙δΦ÷α ╤≥α≡εΩα≈αδεΓ±Ωα , ╤σ≡∩≤⌡εΓ±Ωε-╥Φ∞Φ≡ τσΓ±Ωα ,┴≤δⁿΓα≡ ─∞Φ≥≡Φ  ─εφ±Ωεπε, 1
  275.  
  276. ╤εδφ÷σΓ±Ωα =╤εδφ÷σΓ±Ωα ,▐πε-╟α∩αΣφα ,╤εΩεδⁿφΦ≈σ±Ωα ,▐πε-╟α∩αΣφα 
  277.  
  278. ╠εφε≡σδⁿ±1=╠εφε≡σδⁿ±,╥Φ∞Φ≡ τσΓ±Ωα ,╤σ≡∩≤⌡εΓ±Ωε-╥Φ∞Φ≡ τσΓ±Ωα ,╥Φ∞Φ≡ τσΓ±Ωα ,10
  279. ╠εφε≡σδⁿ±2=╠εφε≡σδⁿ±,╙δΦ÷α ╤σ≡πσ  ▌Θτσφ°≥σΘφα,╩αδ≤µ±Ωε-╨Φµ±Ωα ,┬─═╒,15
  280.  
  281. [AdditionalNodes]
  282. ╩≡α±φε∩≡σ±φσφ±Ωα 1=╥απαφ±Ωε-╩≡α±φε∩≡σ±φσφ±Ωα ,╙δΦ÷α 1905 πεΣα,┴α≡≡ΦΩαΣφα ,302,503
  283. ╩≡α±φε∩≡σ±φσφ±Ωα 2=╥απαφ±Ωε-╩≡α±φε∩≡σ±φσφ±Ωα ,╧≤°ΩΦφ±Ωα ,╩≤τφσ÷ΩΦΘ ∞ε±≥,560,500
  284. ╦■ßδΦφ±Ωα =╦■ßδΦφ±Ωα ,╨Φ∞±Ωα ,╫ΩαδεΓ±Ωα ,786,639
  285. ╥Φ∞Φ≡ τσΓ±Ωα 1=╤σ≡∩≤⌡εΓ±Ωε-╥Φ∞Φ≡ τσΓ±Ωα ,╧εδ φΩα,┴ε≡εΓΦ÷Ωα ,457,676
  286. ╥Φ∞Φ≡ τσΓ±Ωα 2=╤σ≡∩≤⌡εΓ±Ωε-╥Φ∞Φ≡ τσΓ±Ωα ,╤σ≡∩≤⌡εΓ±Ωα ,╧εδ φΩα,552,773
  287. ╩αδ≤µ±Ωε╨Φµ±Ωα 1=╩αδ≤µ±Ωε-╨Φµ±Ωα ,╪αßεδεΓ±Ωα ,╬Ω≥ ß≡ⁿ±Ωα ,456,769
  288. ╩αδ≤µ±Ωε╨Φµ±Ωα 2=╩αδ≤µ±Ωε-╨Φµ±Ωα ,╧≡ε±∩σΩ≥ ╠Φ≡α,╤≤⌡α≡σΓ±Ωα ,620,357
  289. ╧εΩ≡εΓ±Ωα =└≡ßα≥±Ωε-╧εΩ≡εΓ±Ωα ,╩ΦσΓ±Ωα ,╧α≡Ω ╧εßσΣ√,235,735
  290. ╩αδΦφΦφ±Ωα =╩αδΦφΦφ±Ωα ,└ΓΦα∞ε≥ε≡φα ,╧δε∙αΣⁿ ╚δⁿΦ≈α,817,694
  291.  
  292. ╩εδⁿ÷σΓα 1=╩εδⁿ÷σΓα ,═εΓε±δεßεΣ±Ωα ,╧≡ε±∩σΩ≥ ╠Φ≡α,545,331, spline
  293. ╩εδⁿ÷σΓα 2=╩εδⁿ÷σΓα ,╧≡ε±∩σΩ≥ ╠Φ≡α,╩ε∞±ε∞εδⁿ±Ωα ,648,372, spline
  294. ╩εδⁿ÷σΓα 3=╩εδⁿ÷σΓα ,╩ε∞±ε∞εδⁿ±Ωα ,╩≤≡±Ωα ,728,477, spline
  295. ╩εδⁿ÷σΓα 4=╩εδⁿ÷σΓα ,╩≤≡±Ωα ,╥απαφ±Ωα ,727,634, spline
  296. ╩εδⁿ÷σΓα 5=╩εδⁿ÷σΓα ,╥απαφ±Ωα ,╧αΓσδσ÷Ωα ,648,734, spline
  297. ╩εδⁿ÷σΓα 6=╩εδⁿ÷σΓα ,╧αΓσδσ÷Ωα ,─εß≡√φΦφ±Ωα ,575,770, spline
  298. ╩εδⁿ÷σΓα 7=╩εδⁿ÷σΓα ,─εß≡√φΦφ±Ωα ,╬Ω≥ ß≡ⁿ±Ωα ,499,775, spline
  299. ╩εδⁿ÷σΓα 8=╩εδⁿ÷σΓα ,╬Ω≥ ß≡ⁿ±Ωα ,╧α≡Ω Ω≤δⁿ≥≤≡√,401,744, spline
  300. ╩εδⁿ÷σΓα 9=╩εδⁿ÷σΓα ,╧α≡Ω Ω≤δⁿ≥≤≡√,╩ΦσΓ±Ωα ,334,680, spline
  301. ╩εδⁿ÷σΓα 10=╩εδⁿ÷σΓα ,╩ΦσΓ±Ωα ,╩≡α±φε∩≡σ±φσφ±Ωα ,295,578, spline
  302. ╩εδⁿ÷σΓα 11=╩εδⁿ÷σΓα ,╩≡α±φε∩≡σ±φσφ±Ωα ,┴σδε≡≤±±Ωα ,324,442, spline
  303. ╩εδⁿ÷σΓα 12=╩εδⁿ÷σΓα ,┴σδε≡≤±±Ωα ,═εΓε±δεßεΣ±Ωα ,405,360, spline
  304.  
  305. [UselessTransfers]
  306. └≡ßα≥±Ωα =╘ΦδσΓ±Ωα ,└δσΩ±αφΣ≡εΓ±ΩΦΘ ±αΣ, ╤εΩεδⁿφΦ≈σ±Ωα ,┴ΦßδΦε≥σΩα Φ∞σφΦ ╦σφΦφα, ╤σ≡∩≤⌡εΓ±Ωε-╥Φ∞Φ≡ τσΓ±Ωα ,┴ε≡εΓΦ÷Ωα , └≡ßα≥±Ωε-╧εΩ≡εΓ±Ωα ,└≡ßα≥±Ωα 
  307.  
  308. [AdditionalInfo]
  309. ;=═ατΓαφΦσ ∩σ≡σ⌡εΣα, opposite|parallel|indifferent, ...
  310. OnePlatformTransfers=╩Φ≥αΘ-πε≡εΣ,parallel, ╥≡σ≥ⁿ ΩεΓ±Ωα 1,parallel, ╩α°Φ≡±Ωα ,parallel
  311.