diff options
Diffstat (limited to 'app/lib/params/fl-profi.xtp')
-rw-r--r-- | app/lib/params/fl-profi.xtp | 603 |
1 files changed, 0 insertions, 603 deletions
diff --git a/app/lib/params/fl-profi.xtp b/app/lib/params/fl-profi.xtp deleted file mode 100644 index 928e72d..0000000 --- a/app/lib/params/fl-profi.xtp +++ /dev/null @@ -1,603 +0,0 @@ -CONTENTS Fleischmann HO Profi-Gleis -TURNOUT HO "Fleischmann-Profi Straight 200mm 6101" - P "Normal" 1 - E 0.000000 0.000000 270.000000 - E 7.874016 0.000000 90.000000 - S 0 0.000000 0.000000 0.000000 7.874016 0.000000 - END -TURNOUT HO "Fleischmann-Profi Straight 105mm 6102" - P "Normal" 1 - E 0.000000 0.000000 270.000000 - E 4.133858 0.000000 90.000000 - S 0 0.000000 0.000000 0.000000 4.133858 0.000000 - END -TURNOUT HO "Fleischmann-Profi Straight 100mm 6103" - P "Normal" 1 - E 0.000000 0.000000 270.000000 - E 3.937008 0.000000 90.000000 - S 0 0.000000 0.000000 0.000000 3.937008 0.000000 - END -TURNOUT HO "Fleischmann-Profi Straight 10mm 6107" - P "Normal" 1 - E 0.000000 0.000000 270.000000 - E 0.393701 0.000000 90.000000 - S 0 0.000000 0.000000 0.000000 0.393701 0.000000 - END -TURNOUT HO "Fleischmann-Profi Adjustable 80-120mm 6110" - P "Normal" 1 - X adjustable 3.1496063 4.724409 - E 0.000000 0.000000 270.000000 - E 3.1496063 0.000000 90.000000 - S 0 0.000000 0.000000 0.000000 3.1496063 0.000000 - END -TURNOUT HO "Fleischmann-Profi Uncoupler Elec 6112" - P "Normal" 1 - E 0.000000 0.000000 270.000000 - E 3.937008 0.000000 90.000000 - S 0 0.000000 0.000000 0.000000 3.937008 0.000000 - END -TURNOUT HO "Fleischmann-Profi Uncoupler Elec w/ Signal 6113" - P "Normal" 1 - E 0.000000 0.000000 270.000000 - E 3.937008 0.000000 90.000000 - S 0 0.000000 0.000000 0.000000 3.937008 0.000000 - END -TURNOUT HO "Fleischmann-Profi Uncoupler Man 6114" - P "Normal" 1 - E 0.000000 0.000000 270.000000 - E 3.937008 0.000000 90.000000 - S 0 0.000000 0.000000 0.000000 3.937008 0.000000 - END -TURNOUT HO "Fleischmann-Profi Bumper 6116" - P "Normal" 1 - E 0.000000 0.000000 270.000000 - E 3.937008 0.000000 90.000000 - S 0 0.000000 0.000000 0.000000 3.937008 0.000000 - END -TURNOUT HO "Fleischmann-Profi Curve 358.5mm 36° 6120" - P "Normal" 1 - E 0.000000 0.000000 270.000000 - E 8.296103 2.695567 54.000000 - C 0 0.000000 -14.114173 0.000000 14.114173 144.000000 36.000000 - END -TURNOUT HO "Fleischmann-Profi Curve 358.5mm 18° 6122" - P "Normal" 1 - E 0.000000 0.000000 270.000000 - E 4.361519 0.690797 72.000000 - C 0 0.000000 -14.114173 0.000000 14.114173 162.000000 18.000000 - END -TURNOUT HO "Fleischmann-Profi Curve 420mm 36° 6125" - P "Normal" 1 - E 0.000000 0.000000 270.000000 - E 9.719284 3.157987 54.000000 - C 0 0.000000 -16.535433 0.000000 16.535433 144.000000 36.000000 - END -TURNOUT HO "Fleischmann-Profi Curve 420mm 18° 6127" - P "Normal" 1 - E 0.000000 0.000000 270.000000 - E 5.109730 0.809302 72.000000 - C 0 0.000000 -16.535433 0.000000 16.535433 162.000000 18.000000 - END -TURNOUT HO "Fleischmann-Profi Curve 483.5m 18° 6131" - P "Normal" 1 - E 0.000000 0.000000 270.000000 - E 5.882272 0.931660 72.000000 - C 0 0.000000 -19.035433 0.000000 19.035433 162.000000 18.000000 - END -TURNOUT HO "Fleischmann-Profi Curve 547mm 18° 6133" - P "Normal" 1 - E 0.000000 0.000000 270.000000 - E 6.654815 1.054019 72.000000 - C 0 0.000000 -21.535433 0.000000 21.535433 162.000000 18.000000 - END -TURNOUT HO "Fleischmann-Profi Curve 647mm 18° 6138" - P "Normal" 1 - E 0.000000 0.000000 270.000000 - E 7.871417 1.246710 72.000000 - C 0 0.000000 -25.472441 0.000000 25.472441 162.000000 18.000000 - END -TURNOUT HO "Fleischmann-Profi Curve 788mm 7.5° 6139" - P "Normal" 1 - E 0.000000 0.000000 270.000000 - E 4.049395 0.265411 82.500000 - C 0 0.000000 -31.023622 0.000000 31.023622 172.500000 7.500000 - END -TURNOUT HO "Fleischmann-Modell Large Turntable 6154" 512 - P "1" 1 - P "2" 2 - P "3" 3 - P "4" 4 - P "5" 5 - P "6" 6 - P "7" 7 - P "8" 8 - P "9" 9 - P "10" 10 - P "11" 11 - P "12" 12 - P "13" 13 - P "14" 14 - P "15" 15 - P "16" 16 - P "17" 17 - P "18" 18 - P "19" 19 - P "20" 20 - P "21" 21 - P "22" 22 - P "23" 23 - P "24" 24 - P "25" 25 - P "26" 26 - P "27" 27 - P "28" 28 - P "29" 29 - P "30" 30 - P "31" 31 - P "32" 32 - P "33" 33 - P "34" 34 - P "35" 35 - P "36" 36 - P "37" 37 - P "38" 38 - P "39" 39 - P "40" 40 - P "41" 41 - P "42" 42 - P "43" 43 - P "44" 44 - P "45" 45 - P "46" 46 - P "47" 47 - P "48" 48 - E 0.000000 8.956693 0.000000 - E 1.169083 8.880067 7.500000 - E 2.318163 8.651501 15.000000 - E 3.427578 8.274905 22.500000 - E 4.478346 7.756724 30.000000 - E 5.452489 7.105822 37.500000 - E 6.333338 6.333338 45.000000 - E 7.105822 5.452489 52.500000 - E 7.756724 4.478346 60.000000 - E 8.274905 3.427578 67.500000 - E 8.651501 2.318163 75.000000 - E 8.880067 1.169083 82.500000 - E 8.956693 0.000000 90.000000 - E 8.880067 -1.169083 97.500000 - E 8.651501 -2.318163 105.000000 - E 8.274905 -3.427578 112.500000 - E 7.756724 -4.478346 120.000000 - E 7.105822 -5.452489 127.500000 - E 6.333338 -6.333338 135.000000 - E 5.452489 -7.105822 142.500000 - E 4.478346 -7.756724 150.000000 - E 3.427578 -8.274905 157.500000 - E 2.318163 -8.651501 165.000000 - E 1.169083 -8.880067 172.500000 - E -0.000000 -8.956693 180.000000 - E -1.169083 -8.880067 187.500000 - E -2.318163 -8.651501 195.000000 - E -3.427578 -8.274905 202.500000 - E -4.478346 -7.756724 210.000000 - E -5.452489 -7.105822 217.500000 - E -6.333338 -6.333338 225.000000 - E -7.105822 -5.452489 232.500000 - E -7.756724 -4.478346 240.000000 - E -8.274905 -3.427578 247.500000 - E -8.651501 -2.318163 255.000000 - E -8.880067 -1.169083 262.500000 - E -8.956693 0.000000 270.000000 - E -8.880067 1.169083 277.500000 - E -8.651501 2.318163 285.000000 - E -8.274905 3.427578 292.500000 - E -7.756724 4.478346 300.000000 - E -7.105822 5.452489 307.500000 - E -6.333338 6.333338 315.000000 - E -5.452489 7.105822 322.500000 - E -4.478346 7.756724 330.000000 - E -3.427578 8.274905 337.500000 - E -2.318163 8.651501 345.000000 - E -1.169083 8.880067 352.500000 - S 0 0 0.000000 8.956693 0.000000 6.102362 - S 0 0 1.169083 8.880067 0.796518 6.050156 - S 0 0 2.318163 8.651501 1.579408 5.894429 - S 0 0 3.427578 8.274905 2.335273 5.637848 - S 0 0 4.478346 7.756724 3.051181 5.284801 - S 0 0 5.452489 7.105822 3.714883 4.841329 - S 0 0 6.333338 6.333338 4.315022 4.315022 - S 0 0 7.105822 5.452489 4.841329 3.714883 - S 0 0 7.756724 4.478346 5.284801 3.051181 - S 0 0 8.274905 3.427578 5.637848 2.335273 - S 0 0 8.651501 2.318163 5.894429 1.579408 - S 0 0 8.880067 1.169083 6.050156 0.796518 - S 0 0 8.956693 0.000000 6.102362 0.000000 - S 0 0 8.880067 -1.169083 6.050156 -0.796518 - S 0 0 8.651501 -2.318163 5.894429 -1.579408 - S 0 0 8.274905 -3.427578 5.637848 -2.335273 - S 0 0 7.756724 -4.478346 5.284801 -3.051181 - S 0 0 7.105822 -5.452489 4.841329 -3.714883 - S 0 0 6.333338 -6.333338 4.315022 -4.315022 - S 0 0 5.452489 -7.105822 3.714883 -4.841329 - S 0 0 4.478346 -7.756724 3.051181 -5.284801 - S 0 0 3.427578 -8.274905 2.335273 -5.637848 - S 0 0 2.318163 -8.651501 1.579408 -5.894429 - S 0 0 1.169083 -8.880067 0.796518 -6.050156 - S 0 0 -0.000000 -8.956693 -0.000000 -6.102362 - S 0 0 -1.169083 -8.880067 -0.796518 -6.050156 - S 0 0 -2.318163 -8.651501 -1.579408 -5.894429 - S 0 0 -3.427578 -8.274905 -2.335273 -5.637848 - S 0 0 -4.478346 -7.756724 -3.051181 -5.284801 - S 0 0 -5.452489 -7.105822 -3.714883 -4.841329 - S 0 0 -6.333338 -6.333338 -4.315022 -4.315022 - S 0 0 -7.105822 -5.452489 -4.841329 -3.714883 - S 0 0 -7.756724 -4.478346 -5.284801 -3.051181 - S 0 0 -8.274905 -3.427578 -5.637848 -2.335273 - S 0 0 -8.651501 -2.318163 -5.894429 -1.579408 - S 0 0 -8.880067 -1.169083 -6.050156 -0.796518 - S 0 0 -8.956693 0.000000 -6.102362 0.000000 - S 0 0 -8.880067 1.169083 -6.050156 0.796518 - S 0 0 -8.651501 2.318163 -5.894429 1.579408 - S 0 0 -8.274905 3.427578 -5.637848 2.335273 - S 0 0 -7.756724 4.478346 -5.284801 3.051181 - S 0 0 -7.105822 5.452489 -4.841329 3.714883 - S 0 0 -6.333338 6.333338 -4.315022 4.315022 - S 0 0 -5.452489 7.105822 -3.714883 4.841329 - S 0 0 -4.478346 7.756724 -3.051181 5.284801 - S 0 0 -3.427578 8.274905 -2.335273 5.637848 - S 0 0 -2.318163 8.651501 -1.579408 5.894429 - S 0 0 -1.169083 8.880067 -0.796518 6.050156 - A 16711680 0 8.956693 0.000000 0.000000 0.000000 360.000000 - A 16711680 0 6.102362 0.000000 0.000000 0.000000 360.000000 - END -TURNOUT HO "Fleischmann-Modell Small Turntable 6154" 512 - P "1" 1 - P "2" 2 - P "3" 3 - P "4" 4 - P "5" 5 - P "6" 6 - P "7" 7 - P "8" 8 - P "9" 9 - P "10" 10 - P "11" 11 - P "12" 12 - P "13" 13 - P "14" 14 - P "15" 15 - P "16" 16 - P "17" 17 - P "18" 18 - P "19" 19 - P "20" 20 - P "21" 21 - P "22" 22 - P "23" 23 - P "24" 24 - E 0.000000 4.665354 0.000000 - E 1.207483 4.506386 15.000000 - E 2.332677 4.040315 30.000000 - E 3.298904 3.298904 45.000000 - E 4.040315 2.332677 60.000000 - E 4.506386 1.207483 75.000000 - E 4.665354 0.000000 90.000000 - E 4.506386 -1.207483 105.000000 - E 4.040315 -2.332677 120.000000 - E 3.298904 -3.298904 135.000000 - E 2.332677 -4.040315 150.000000 - E 1.207483 -4.506386 165.000000 - E -0.000000 -4.665354 180.000000 - E -1.207483 -4.506386 195.000000 - E -2.332677 -4.040315 210.000000 - E -3.298904 -3.298904 225.000000 - E -4.040315 -2.332677 240.000000 - E -4.506386 -1.207483 255.000000 - E -4.665354 0.000000 270.000000 - E -4.506386 1.207483 285.000000 - E -4.040315 2.332677 300.000000 - E -3.298904 3.298904 315.000000 - E -2.332677 4.040315 330.000000 - E -1.207483 4.506386 345.000000 - S 0 0 0.000000 4.665354 0.000000 3.602362 - S 0 0 1.207483 4.506386 0.932360 3.479615 - S 0 0 2.332677 4.040315 1.801181 3.119737 - S 0 0 3.298904 3.298904 2.547255 2.547255 - S 0 0 4.040315 2.332677 3.119737 1.801181 - S 0 0 4.506386 1.207483 3.479615 0.932360 - S 0 0 4.665354 0.000000 3.602362 0.000000 - S 0 0 4.506386 -1.207483 3.479615 -0.932360 - S 0 0 4.040315 -2.332677 3.119737 -1.801181 - S 0 0 3.298904 -3.298904 2.547255 -2.547255 - S 0 0 2.332677 -4.040315 1.801181 -3.119737 - S 0 0 1.207483 -4.506386 0.932360 -3.479615 - S 0 0 -0.000000 -4.665354 -0.000000 -3.602362 - S 0 0 -1.207483 -4.506386 -0.932360 -3.479615 - S 0 0 -2.332677 -4.040315 -1.801181 -3.119737 - S 0 0 -3.298904 -3.298904 -2.547255 -2.547255 - S 0 0 -4.040315 -2.332677 -3.119737 -1.801181 - S 0 0 -4.506386 -1.207483 -3.479615 -0.932360 - S 0 0 -4.665354 0.000000 -3.602362 0.000000 - S 0 0 -4.506386 1.207483 -3.479615 0.932360 - S 0 0 -4.040315 2.332677 -3.119737 1.801181 - S 0 0 -3.298904 3.298904 -2.547255 2.547255 - S 0 0 -2.332677 4.040315 -1.801181 3.119737 - S 0 0 -1.207483 4.506386 -0.932360 3.479615 - A 16711680 0 4.665354 0.000000 0.000000 0.000000 360.000000 - A 16711680 0 3.602362 0.000000 0.000000 0.000000 360.000000 - END -TURNOUT HO "Fleischmann-Profi 3-Way Turnout 6157" - P "Left" 1 2 3 - P "Normal" 1 6 - P "Right" 1 4 5 - E 0.000000 0.000000 270.000000 - E 7.874016 1.246710 72.000000 - E 7.874016 -1.246710 108.000000 - E 7.874016 0.000000 90.000000 - S 0 0.000000 0.000000 0.000000 0.651200 0.000000 - C 0 0.000000 -21.377339 0.651200 21.377339 162.000000 18.000000 - S 0 0.000000 7.257160 1.046281 7.874016 1.246710 - C 0 0.000000 21.377339 0.651200 -21.377339 0.000000 18.000000 - S 0 0.000000 7.257160 -1.046281 7.874016 -1.246710 - S 0 0.000000 0.651200 0.000000 7.874016 0.000000 - END -TURNOUT HO "Fleischmann-Profi 3-Way Turnout Elec 6158" - P "Left" 1 2 3 - P "Normal" 1 6 - P "Right" 1 4 5 - E 0.000000 0.000000 270.000000 - E 7.874016 1.246710 72.000000 - E 7.874016 -1.246710 108.000000 - E 7.874016 0.000000 90.000000 - S 0 0.000000 0.000000 0.000000 0.651200 0.000000 - C 0 0.000000 -21.377339 0.651200 21.377339 162.000000 18.000000 - S 0 0.000000 7.257160 1.046281 7.874016 1.246710 - C 0 0.000000 21.377339 0.651200 -21.377339 0.000000 18.000000 - S 0 0.000000 7.257160 -1.046281 7.874016 -1.246710 - S 0 0.000000 0.651200 0.000000 7.874016 0.000000 - END -TURNOUT HO "Fleischmann-Profi Crossing 36X 6160" - P "Normal" 1 0 2 - E 0.000000 0.000000 270.000000 - E 4.133858 0.000000 90.000000 - E 0.394748 1.214910 306.000000 - E 3.739110 -1.214910 126.000000 - S 0 0.000000 0.000000 0.000000 4.133858 0.000000 - S 0 0.000000 0.394748 1.214910 3.739110 -1.214910 -END -TURNOUT HO "Fleischmann-Profi Crossing 18° Left 6162" - P "Normal" 1 0 2 - E 0.000000 0.000000 270.000000 - E 7.874016 0.000000 90.000000 - E 0.005475 -1.277432 252.000000 - E 7.868541 1.277432 72.000000 - S 0 0.000000 0.000000 0.000000 7.874016 0.000000 - S 0 0.000000 0.005475 -1.277432 7.868541 1.277432 - END -TURNOUT HO "Fleischmann-Profi Crossing 18° Right 6163" - P "Normal" 1 0 2 - E 0.000000 0.000000 270.000000 - E 7.874016 0.000000 90.000000 - E 0.005475 1.277432 288.000000 - E 7.868541 -1.277432 108.000000 - S 0 0.000000 0.000000 0.000000 7.874016 0.000000 - S 0 0.000000 0.005475 1.277432 7.868541 -1.277432 - END -TURNOUT HO "Fleischmann-Profi DoubleSlip 18° Left 6164" 512 - P "Cross1" 1 2 3 - P "Cross2" 4 5 6 - P "Slip1" 1 7 6 - P "Slip2" 4 8 3 - E 0.000000 0.000000 270.000000 - E 7.874016 0.000000 90.000000 - E 0.005475 -1.277432 252.000000 - E 7.868541 1.277432 72.000000 - S 0 0.000000 0.000000 0.000000 1.100350 0.000000 - S 0 0.000000 1.100350 0.000000 6.773666 0.000000 - S 0 0.000000 6.773666 0.000000 7.874016 0.000000 - S 0 0.000000 0.005475 -1.277432 1.239186 -0.876576 - S 0 0.000000 1.239186 -0.876576 6.634830 0.876576 - S 0 0.000000 6.634830 0.876576 7.868541 1.277432 - C 0 0.000000 -17.909955 1.100350 17.909955 162.000000 18.000000 - C 0 0.000000 17.909955 6.773666 -17.909955 342.000000 18.000000 - END -TURNOUT HO "Fleischmann-Profi DoubleSlip 18° Right 6165" 512 - P "Cross1" 1 2 3 - P "Cross2" 4 5 6 - P "Slip1" 1 7 6 - P "Slip2" 4 8 3 - E 0.000000 0.000000 270.000000 - E 7.874016 0.000000 90.000000 - E 0.005475 1.277432 288.000000 - E 7.868541 -1.277432 108.000000 - S 0 0.000000 0.000000 0.000000 1.100350 0.000000 - S 0 0.000000 1.100350 0.000000 6.773666 0.000000 - S 0 0.000000 6.773666 0.000000 7.874016 0.000000 - S 0 0.000000 0.005475 1.277432 1.239186 0.876576 - S 0 0.000000 1.239186 0.876576 6.634830 -0.876576 - S 0 0.000000 6.634830 -0.876576 7.868541 -1.277432 - C 0 0.000000 17.909955 1.100350 -17.909955 0.000000 18.000000 - C 0 0.000000 -17.909955 6.773666 17.909955 180.000000 18.000000 - END -TURNOUT HO "Fleischmann-Profi DoubleSlip 18° Left Elec 6166" 512 - P "Cross1" 1 2 3 - P "Cross2" 4 5 6 - P "Slip1" 1 7 6 - P "Slip2" 4 8 3 - E 0.000000 0.000000 270.000000 - E 7.874016 0.000000 90.000000 - E 0.005475 -1.277432 252.000000 - E 7.868541 1.277432 72.000000 - S 0 0.000000 0.000000 0.000000 1.100350 0.000000 - S 0 0.000000 1.100350 0.000000 6.773666 0.000000 - S 0 0.000000 6.773666 0.000000 7.874016 0.000000 - S 0 0.000000 0.005475 -1.277432 1.239186 -0.876576 - S 0 0.000000 1.239186 -0.876576 6.634830 0.876576 - S 0 0.000000 6.634830 0.876576 7.868541 1.277432 - C 0 0.000000 -17.909955 1.100350 17.909955 162.000000 18.000000 - C 0 0.000000 17.909955 6.773666 -17.909955 342.000000 18.000000 - END -TURNOUT HO "Fleischmann-Profi DoubleSlip 18° Right Elec 6167" 512 - P "Cross1" 1 2 3 - P "Cross2" 4 5 6 - P "Slip1" 1 7 6 - P "Slip2" 4 8 3 - E 0.000000 0.000000 270.000000 - E 7.874016 0.000000 90.000000 - E 0.005475 1.277432 288.000000 - E 7.868541 -1.277432 108.000000 - S 0 0.000000 0.000000 0.000000 1.100350 0.000000 - S 0 0.000000 1.100350 0.000000 6.773666 0.000000 - S 0 0.000000 6.773666 0.000000 7.874016 0.000000 - S 0 0.000000 0.005475 1.277432 1.239186 0.876576 - S 0 0.000000 1.239186 0.876576 6.634830 -0.876576 - S 0 0.000000 6.634830 -0.876576 7.868541 -1.277432 - C 0 0.000000 17.909955 1.100350 -17.909955 0.000000 18.000000 - C 0 0.000000 -17.909955 6.773666 17.909955 180.000000 18.000000 - END -TURNOUT HO "Fleischmann-Profi Turnout Left 6170" - P "Normal" 1 2 - P "Reverse" 1 3 4 - E 0.000000 0.000000 270.000000 - E 7.874016 0.000000 90.000000 - E 7.871417 1.246710 72.000000 - S 0 0.000000 0.000000 0.000000 0.648600 0.000000 - S 0 0.000000 0.648600 0.000000 7.874016 0.000000 - C 0 0.000000 -21.377342 0.648600 21.377342 162.000000 18.000000 - S 0 0.000000 7.254562 1.046282 7.871417 1.246710 - END -TURNOUT HO "Fleischmann-Profi Turnout Right 6171" - U "Regular Turnout" "Sillub Technology" "Fleischmann-Profi" "Turnout Left" "6170" "Turnout Right" "6171" 7.871417 18.000000 1.246710 7.874016 - P "Normal" 1 2 - P "Reverse" 1 3 4 - E 0.000000 0.000000 270.000000 - E 7.874016 0.000000 90.000000 - E 7.871417 -1.246710 108.000000 - S 0 0.000000 0.000000 0.000000 0.648600 0.000000 - S 0 0.000000 0.648600 0.000000 7.874016 0.000000 - C 0 0.000000 21.377342 0.648600 -21.377342 0.000000 18.000000 - S 0 0.000000 7.254562 -1.046282 7.871417 -1.246710 - END -TURNOUT HO "Fleischmann-Profi Turnout Left Elec 6172" - P "Normal" 1 2 - P "Reverse" 1 3 4 - E 0.000000 0.000000 270.000000 - E 7.874016 0.000000 90.000000 - E 7.871417 1.246710 72.000000 - S 0 0.000000 0.000000 0.000000 0.648600 0.000000 - S 0 0.000000 0.648600 0.000000 7.874016 0.000000 - C 0 0.000000 -21.377342 0.648600 21.377342 162.000000 18.000000 - S 0 0.000000 7.254562 1.046282 7.871417 1.246710 - END -TURNOUT HO "Fleischmann-Profi Turnout Right Elec 6173" - U "Regular Turnout" "Sillub Technology" "Fleischmann-Profi" "Turnout Left Elec" "6172" "Turnout Right Elec" "6173" 7.871417 18.000000 1.246710 7.874016 - P "Normal" 1 2 - P "Reverse" 1 3 4 - E 0.000000 0.000000 270.000000 - E 7.874016 0.000000 90.000000 - E 7.871417 -1.246710 108.000000 - S 0 0.000000 0.000000 0.000000 0.648600 0.000000 - S 0 0.000000 0.648600 0.000000 7.874016 0.000000 - C 0 0.000000 21.377342 0.648600 -21.377342 0.000000 18.000000 - S 0 0.000000 7.254562 -1.046282 7.871417 -1.246710 - END -TURNOUT HO "Fleischmann-Profi Curved Left 6174" - P "Normal" 1 4 5 - P "Reverse" 1 6 2 3 - E 0.000000 0.000000 270.000000 - E 8.249821 2.680529 54.000000 - E 10.749821 2.680529 54.000000 - S 0 0.000000 0.000000 0.000000 0.648602 0.000000 - C 0 0.000000 -12.039245 3.148602 12.039245 144.000000 36.000000 - S 0 0.000000 10.225092 2.299291 10.749821 2.680529 - C 0 0.000000 -12.039245 0.648602 12.039245 144.000000 36.000000 - S 0 0.000000 7.725092 2.299291 8.249821 2.680529 - S 0 0.000000 0.648602 0.000000 3.148602 0.000000 - END -TURNOUT HO "Fleischmann-Profi Curved Right 6175" - U "Curved Turnout" "Sillub Technology" "Fleischmann-Profi" "Curved Left" "6174" "Curved Right" "6175" 10.749821 36.000000 2.680529 36.000000 2.680529 8.249821 - P "Normal" 1 4 5 - P "Reverse" 1 6 2 3 - E 0.000000 0.000000 270.000000 - E 8.249821 -2.680529 126.000000 - E 10.749821 -2.680529 126.000000 - S 0 0.000000 0.000000 0.000000 0.648602 0.000000 - C 0 0.000000 12.039245 3.148602 -12.039245 0.000000 36.000000 - S 0 0.000000 10.225092 -2.299291 10.749821 -2.680529 - C 0 0.000000 12.039245 0.648602 -12.039245 0.000000 36.000000 - S 0 0.000000 7.725092 -2.299291 8.249821 -2.680529 - S 0 0.000000 0.648602 0.000000 3.148602 0.000000 - END -TURNOUT HO "Fleischmann-Profi Curved Left Elec 6176" - P "Normal" 1 4 5 - P "Reverse" 1 6 2 3 - E 0.000000 0.000000 270.000000 - E 8.249821 2.680529 54.000000 - E 10.749821 2.680529 54.000000 - S 0 0.000000 0.000000 0.000000 0.648602 0.000000 - C 0 0.000000 -12.039245 3.148602 12.039245 144.000000 36.000000 - S 0 0.000000 10.225092 2.299291 10.749821 2.680529 - C 0 0.000000 -12.039245 0.648602 12.039245 144.000000 36.000000 - S 0 0.000000 7.725092 2.299291 8.249821 2.680529 - S 0 0.000000 0.648602 0.000000 3.148602 0.000000 - END -TURNOUT HO "Fleischmann-Profi Curved Right Elec 6177" - U "Curved Turnout" "Sillub Technology" "Fleischmann-Profi" "Curved Left" "6174" "Curved Right" "6175" 10.749821 36.000000 2.680529 36.000000 2.680529 8.249821 - P "Normal" 1 4 5 - P "Reverse" 1 6 2 3 - E 0.000000 0.000000 270.000000 - E 8.249821 -2.680529 126.000000 - E 10.749821 -2.680529 126.000000 - S 0 0.000000 0.000000 0.000000 0.648602 0.000000 - C 0 0.000000 12.039245 3.148602 -12.039245 0.000000 36.000000 - S 0 0.000000 10.225092 -2.299291 10.749821 -2.680529 - C 0 0.000000 12.039245 0.648602 -12.039245 0.000000 36.000000 - S 0 0.000000 7.725092 -2.299291 8.249821 -2.680529 - S 0 0.000000 0.648602 0.000000 3.148602 0.000000 - END -TURNOUT HO "Fleischmann-Modell Hi-speed Turnout Left 6178" - P "Normal" 1 2 - P "Reverse" 1 3 4 - E 0.000000 0.000000 270.000000 - E 11.8110236 0.000000 90.000000 - E 11.811024 1.246710 80.500000 - S 0 0.000000 0.000000 0.000000 0.648600 0.000000 - S 0 0.000000 0.648600 0.000000 11.8110236 0.000000 - C 0 0.000000 -44.677084 0.648600 44.677084 170.500000 9.500000 - S 0 0.000000 8.022446 0.612719 11.811024 1.246710 - END -TURNOUT HO "Fleischmann-Modell Hi-speed Turnout Right 6179" - U "Regular Turnout" "Sillub Technology" "Fleischmann-Modell" "Hi-speed Turnout Left" "6178" "Hi-speed Turnout Right" "6179" 11.811024 9.500000 1.246710 118.110236 - P "Normal" 1 2 - P "Reverse" 1 3 4 - E 0.000000 0.000000 270.000000 - E 11.8110236 0.000000 90.000000 - E 11.811024 -1.246710 99.500000 - S 0 0.000000 0.000000 0.000000 0.648600 0.000000 - S 0 0.000000 0.648600 0.000000 11.8110236 0.000000 - C 0 0.000000 44.677084 0.648600 -44.677084 0.000000 9.500000 - S 0 0.000000 8.022446 -0.612719 11.811024 -1.246710 - END -TURNOUT HO "Fleischmann-Modell Hi-speed Turnout Elec Left 6180" - P "Normal" 1 2 - P "Reverse" 1 3 4 - E 0.000000 0.000000 270.000000 - E 11.811024 0.000000 90.000000 - E 11.811024 1.246710 80.500000 - S 0 0.000000 0.000000 0.000000 0.648600 0.000000 - S 0 0.000000 0.648600 0.000000 11.811024 0.000000 - C 0 0.000000 -44.677084 0.648600 44.677084 170.500000 9.500000 - S 0 0.000000 8.022446 0.612719 11.811024 1.246710 - END -TURNOUT HO "Fleischmann-Modell Hi-speed Turnout Elec Right 6181" - U "Regular Turnout" "Sillub Technology" "Fleischmann-Modell" "Hi-speed Turnout Elec Left" "6180" "Hi-speed Turnout Elec Right" "6181" 11.811024 9.500000 1.246710 11.811024 - P "Normal" 1 2 - P "Reverse" 1 3 4 - E 0.000000 0.000000 270.000000 - E 11.811024 0.000000 90.000000 - E 11.811024 -1.246710 99.500000 - S 0 0.000000 0.000000 0.000000 0.648600 0.000000 - S 0 0.000000 0.648600 0.000000 11.811024 0.000000 - C 0 0.000000 44.677084 0.648600 -44.677084 0.000000 9.500000 - S 0 0.000000 8.022446 -0.612719 11.811024 -1.246710 - END |