Hi. Does anybody know or have used the Center Line Tram Station PAX system which is posted at this link:
https://factorioprints.com/view/-KrWOYXgBolwPYb-aUot
I cannot get my system to work... Do you need to name one station "Home" like in Gepwin's video? When placing the blueprint of the station, the gates does not open for me, not even after connecting it up to a master or station controller. Does someone maybe have a save with a working pax system to post please? Any other examples or help would be great!
Thanks
Center Line Tram Station with Integrated Crosswalk
Re: Center Line Tram Station with Integrated Crosswalk
You can take a look at a system I developed on some request
viewtopic.php?f=18&t=49715
You can get hints from it.
viewtopic.php?f=18&t=49715
You can get hints from it.
Re: Center Line Tram Station with Integrated Crosswalk
Hey PacifyerGrey
Thanks your system works quite excellent and you can have custom names for the train stops. If anyone is interested, here is a pic and a blueprint book with rudimentary layouts for a center line PAX system. The circle intersections definitely will not handle proper throughput I think though.
Thanks your system works quite excellent and you can have custom names for the train stops. If anyone is interested, here is a pic and a blueprint book with rudimentary layouts for a center line PAX system. The circle intersections definitely will not handle proper throughput I think though.
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6vwaher9G/6LKtrpwqvdr9C+qbCuit7xfoytlG/VrAGr3bg1C9V4NQvVODUL1Pg1C9S4NQvUeDUL1Dg1C9f4MQvXuDEL13gxAHd6ZQajal0Gg2pVBoNqTQaDakUGg1o9BmP2y5zb5C0jIENM6MQjT+jD6l5SUicm0pgufoFwmKRNL1Kr9FwSq3RcEqr0XBKqdFwSqfRcEql0XBKo9FwC6accFgWq/BYFqtwWBaq8FgWqnBYFqnwWBapcFgWqPBYFqhwWBen9FJW6Fp/I4ong/mCyK/qRlrie6/93vZ/V2p0r1HHOfXk1K9TyV3KG3tHs+cXkh1a8nPjr869/PCv1ONkM92wxV6cbqro7mrxsmf/37OXkh9KrB0c8qS9V8tnGV4LDuadxTA6oSzeGpD2xnP3CHw5TkIn4qHKQOU8bVDtOFULXDFFG1wxRRtcMUUbXDFFG1wxRRtcMUUbXDFFG1w5RQs3aYIqp2mCKqdpgiqnaYIqp2mCKqdpgiqnaYIqp2mCKqdpgiqnaYEmrRDlNEtQ5TBLUOUwS1DlMEtQ5TBG0X5S+Imf2iR+YxUzpMEVM6TBFzuyhhQSyqvfA5fAy1DlMEtQ5TBC2X5VaIodZhiqDWYYqg1mGKoNZhiqDWYYqg1mFKoM06TBHUOkwR1DpMEdQ6TBHUOkwR1DpMEdQ6TBHUOkwR1DpMEVT7K1CN9NR3+UuNo6enuaPn7nexo+eJhkU4OZVdL7yWJx6KTv56Ynve4ZmUTfrcmHqykYO/nphepPcKjrK6w52oWuRU1807qtlJhcqEp96lr3/mpXyq4kHe8ilolf0KP3Rz/uaZeU+1OsStO+VoJ2knT8O0kxRRtZMUUbWTFFG1kxRRtZMUUbWTFFG1kxRRtZOUUFftJEVU7SRFVO0kRVTtJEVU7SRFVO0kRVTtJEVU7SRFVO0kRVTtJCXUTTtJEdU6SRHUOkkR1DpJEbRelgkthkonKWJKJyliSicpYkonKWJKJ2kn782tkxRBrZMUQa2TFEGtkxRBrZMUQa2TFEGtkxRBrZMUQa2TFEGtk5RAk3WSIqh1kiKodZIiqHWSIqh1kiKodZIiqHWSIqh1kiKodZIiqHeSogLzOVtRF+VqfwXLjKIdFgyrPRYMq10WDKt9FgyrnRYMq70WDKvdFgyr/RYs9452XDCs9lwwrHZdMKz2XTCsdl4wrPZeMKx2XzCs9l8wrHZgMKz2YLBcVNqFwbDWh8Go1onBqNaLwajWjcGo0o/BoDYvMYJKTwaDSlcGg246ZzrIxmadGYxqvRmMmn26d0C1/gxGtQ4NRt2RqR5QrUuDUa1Pg1GtU4NRrVeDJSW0bg1GtX4NRrWODUa1ng1Gta4NRrW+DUa1zg1Gtd4NRrXujZfUPenJs0lPfk//zK/xdfKSt0NRzrDUh8/YFXOKznsVc6rOHhVzms7BFHO6b+cwR/7w7RxyVt/Ocdka385x7v/FN/SkiIBu6RLXavBDegIq1J15fCxdxnO/Y70s4/ehEycWPhPQ/fiX1zdv53aW9pmdl2X3PgyLiWVDD4sJaPXDIq4pQwtY1YdC5aWcryEm3kMex1ponfFELydB2fdgDKJV3EqJ26temIh7PWld88MiLOgk/MnHHoxBw/dgDPIJFCegzTd2CBJ+4WNjx4eEBFfUthxXqkRW1LJjzY8t9OeYCcgfZCYgf5KZgDqt4PcwofM4vwAKj247FIh+VrBwXJQB+3HEhacK4cM92FeW8/Uo6451P7SvJrWDP5408kbmhXDf1uWkncUP5xhUdcrVAioVV3cSumu9Azw+CdWu7cygEmfdcS6K2xGW9LzKI57N9XQaazrtcj8/m5vfP563Zbksh/UT7Om01WgSrsdJuD6fhO3C/NX9pJ3V2Zk+s/PLZKueWNbdReREC9bTmardPWf64f6MNfnwzVmW5h8+LktQfVguns+c9mUyVMefb5JSr/GCkS7LSt0O3VNBa1Z7AgKP60RW6qOt/fzi1vuepfiyTNR10kUXpqI+Lmqxfdse0JdMP12rwCZdNSB/2QzUx4U4bM1R9oC+ZN7pIgaReNdWTN97L9akNcce0BdMOn0sZpBd3ml4JGzn1yHxmC1PuqhdlHr66cZxUbrpR/vq+R1IvGBrB2w+vwOJJ2xtYm25KOn042YRenrWLp2kOYG+HnuP1yjr5pPnayiFwmFvF+/bS5snHr3/Xfi+fd323u0rORRvi8MX16yb90jHY2pz+XLL8P1Te5n2z/3vwv7Ziju7D9mAde+lZfK8/smLOuaRfz456+lE2PICwxrB+zsmo2jVhWqer5ztdCJsjM3nt4+0CJfH4buX8/tHWpLn5vMbSOLv6x53kHwuw7R0UuTzmabxSpRR3mfupsgorrv0nV7InM4ngsbzJ59N3QxrMj0fOe1MJmfMXcAMEsKCfqhVCCILJpHzgZtBRMCkcm6P7XAmfTMZRY+xsrygUbpDfjCz1MemZqSua3tlEBYwKZvzZBSlC5M290PNy05G5+a5wFWesjsstuPKl5CL+2kKZ+ZaS4iadfQOtTLWNtwFRO6pA2TZEuKGtpi+a9qV9Zx7aSLnmg3XKyEYd93DvTCB87G67vplUzgfawGvLonzmZN/isdruTCLc5n0U7swkXOZzNp0Jpcz828lshsWGTlO85VxXJbY+VhfkrXy8FzUyjSw3A+tXL5oiuerfljDQETnaZrnM9a22Np0WZ7nR2tBTOdpquczu2QTbSu0GYeTJ2vb6rmoFdpOx1XqKNtl7TtvoKlNbmF1x44Wi1DruvMGem8bUBbLeHSXbdt8QDqBcMDTPNBn1vbJzBiXJYJ+tBYEB0Qu6GP5L9YKdIdLj61wWQboR/vQd9PwQCqml/js6gdrM+GunguCLUnUIj9E/JG9QuzRqrC3e09+qucyK9NgWwJO2GSqkE9GQDqT95jWy2b2Ns9F9vKz4ppjbj6Xx/gcdzFcPsPGarh8ho0uuEIUMqrh8hk2TL+ZwuSH9iVRBKESGWY8CJlIN+NB6ERm3HJhBuSuxtnw94f8ZbMgdzXONu9rz182E/JB7oDG74q9jQ931A0svkJJ0roYZKuXZKU4hGMSIE+GVTuTAvnM4bscmvPCnMdH80gkaN3hw89fOO+xWa1M5mOzqpjcx1l0v1B6JLNaiQTIR3vJeBA5kJNZBUUa5GTGGc+EfGWG2dZlaiaIHTI3E8SuMjkTxG4uOxOiirzI2VCTy88EqdklaILU4jI0QWqVKZogtskcTRDbZZImiB0ySxPErjJNE8RuMk8Tw3J1RzZdxsUd2XQZ13Zk02U8W3I2XSbyJasuazJbE8R2ma4JYofM1wSxq0zYBLGbzNjEsDw9RTVdxpNVVNNlXO1RTZfxtMnVdBlXezTVZXiWNdVleJY11WV4ljXVZXiWNdVleJYZL4dIm2ycMiJtsvEhibTJxuUl0iYbz59ImzxUl+FZNlSX4Vk2VJfhWTZUl+FZNlSX8eSupst4yg0TGnmaNvm072s8+L6Gy5pMovDjqOB9WbegX5g/+TgtgIb5aQblM2qaJBrDyT16so3R9ZMI1hiDikTjxmhn0imfUfJtIbRelk750cO8/H5ZDuWjmD8BGXbG8o4Uf/Y4k0SZDKy0yYFlVB6LaQw6y4ZoC1pKd7WN0Bm42mkrc3r0o+FIkJ53iD/W388kVEZ21qmd9bLMyse5G9vZXSap1J7aeVke5WNYYGKZe8+S0rQFx2U5lI+iif5FkygfNRP9i2ZRPkom+hdNo3xUTPQvmkf5KJhA2E3rJQjWyDtElwl1RxddZsQdosuEtuMRG4L8M7EJyKul0If2HdgQNHQ8Edm36uMDwm42mkioQqkhxqLI8iE63qT8ENQiI4kIWmUgEUGbjCMiaJdhRAQdMoqIoKsNIiLqZmOIhMolG2bl44KNJDqLyzWS6C0u1siit7hUI5veajZ6iKjdBg8RddjYIaKuNnSIqJuNHAJq4SKNUgU12bghomYbNkTUYqOGiFpt0BBRm40ZImq3IUNEHTZiiKirDRgi6mbjhYTK5RlN9BZXZzTRW1yc0URvcW1GF73FpRnd9FazkUJE7TZQiKjDxgkRdbVhQkTdbJSQULkoQ7hUCtdkCP9P4ZIM4awqXJEhPGuFCzJW01suejWOSeJQerSS+04vOMT7p5VxBZDskiz2Q02Yr51jseS97nnWgMXncYsbsDj3fDs+zC6o/knJMnFnAmO/6ILzV+A9anmq6fj59Zs3V29e//zu5MP8EocoSvH56ye903XiFvBOtJQhMzYmUBqluBQCuZxtRZ/BLW7FJxINskik4ReJ+nSWnl024r+OF5K6N37GFhIpCXnEz3pNaEBSPdlrLk9pWuSH08h0ltxuBtvBaafG2vJ89NT1xFgL/3oy1oYNqsM2Ubt0zV9i/tXNzL+7v560yWZsH3tsP9V7075qy84T2ovCZeEeK4rYHE5okzJheedBCKU2Lc0F8XuWzVB9Xtu4Gdx5vTVpZ4dnl/KUG5KGS1t+yBl60QJ2Vxzms5+sz38w0nw+v/jjl7yX/8174GRq+YR+k053l4BcXad3r4qbVOCTZ4wh7fSKnYmdexU70M6qNWWM26wSaCHUboVAiDqsDghRVysDQtTNqoAI1ah1eG+ZVCy8t3wiFkTVUh1ErZ4acppNYoKs6zaFCaIOm8AEUVd7KEHUzVPDEqk6uQqxTkh2Gu/1VSdHR9TinF4JOKdWncQZWdpsETZE1bWrEXVYrx+irjbZNKLqlw+Eui2eGnKSTTONrMvWV4mostx7Au6ITdfARpY2Wz0NUXW9X0TV5TsQdbXpEhFVl8IB1LrouxOiJk8NOdmmlkLWFZtYClGrTSuFqFqcPWnJ7jnAOi3NRlStzEZUK8wm0GR12QhqZdkIalXZCCpF2YgpNdmIKSXZiCkV2YgpBdmIafXYCGrl2ASarRobQa0YG0GtFhtBrRQbQa0SG0GtEBtBrQ4bQa0MG0GtChtBrQibQIvVYCOolWAjqFVgI6gVYCOo1V8jqJVfI6hVXyOoFV8jqNVeI6iVXhNotcprBLXCawS1umsEtbJrBLWqawS1omsEtZprBLWSawS1imsEtYJrAm1Wb42gVm6NoFZtjaBWbI2gVmuNoG2f0iYRbVRtOtd/GBuvUrfxoIT+6sXMa1v3CXRg6+mgVdx6fdknz2FWmko3n+Y6qHpUhazi4Zg3+faiRk45tCMfOW08E99s+dkPan8h+Ml5Ptx2A+MxKlK1PBztQZ26+lT2cUqTdSx2NpFk1d73yYjg4BzWZz0ZRuselbVcgJ518ji9JAV/PRkA2z4BFGvhsezTWE8Kz9ehCyPEPTbyPjkV/OqyQwithsP6ooPbieEQ/nU8HIYVgsEWaTtk0KZFxssh3+ctEv/1pEX6DhW0Mv1E153oKChYf3z/Volirw55aNkcfbNHvvCFRF2XfdJqZuWa9tHRw7BqlDfrqTYo+96vQSury7U5Yhv1c7DJt3aXpHOAQ+RTVc3JQ8r6pOFC0M7nX1Oefv0VN9q2c/Nlk8TXKJpYuXMrhla6SZId3G6WEKtF051QtWgaUbVoGlFXlwJ6nJcR1k1XsASWtkXXr0RUXb0SUbMVYiNqsUJsRNWSaURtnhpyusvKDcZnW4aroLid38Tbop/zTL53c+UIt/MvsdsTHQ1KQD3OXzNa0ntS/L0pe8750Zd0lTxE1TXyELWpjNioc7pUYyE7h1RjIegq1VgIukk1FoFy/Qzvei6fEXZmp8ZCzOLUWIhZnRoLMZtUYyFol2osBB1SjYWgq1RjIegm1VgEyqUzmXcUl85k3lFcOpN5R3HpTOYdxaUzWXRUk2osBO1SjYWgQ6qxEHSVaiwE3aQai0C5dKbyjuLSmco7iktnKu8oLp2pvKO4dKaKjmpSjYWgXaqxEHRINRaCrlKNhaCbVGMRKJfOdN5RXDrTeUdx6UznHcWlM8IrwKUzwoHRmlRjIWiXaiwEHVKNhaCrVGMh6CbVWATKU4lwt2jjshfuwW1d+++eF79KIbbsE3m9qAUUurW6duSFJYtab/ticqjmU+u6Yh1r2mH9b5OPX21E6Ll5I8Ru+wJEk/pUTeQPebhAxp870r6Q0Iu+DjtFZA5JC2/MUWhA/iidWEg4qJnsIfHYDP2vJpnIAzaT1sWu8YdGKGB6DlmZbpEtvNq8HayFN40lLbzqXAhxackmEos8uBGe2xdOBFMMqIatGW4kUu6QVjcGsN4hxeM2HAFC/vDgpmMt3DUWtbCbZZts4NUqyyB3s9FyUoW4iYwjD+dChk02Xs6w2Qa3GbbY6DbDVhveZlgas+ojnMLhpBCyiWHGwbh0942xusbqc2y4jm3bpdjI2i7EEwcseB3QhXqiV2FttnnSGLbYRGkMS/ez1vBk6AudYe0hJVF4T+giM0mreJR2kZrkgEXDSYsoUo4/G6soxqH1zluHZRQ57uceQpNNZ5TAs5BuEpLEy0g4KoWuIosZZIQVq8DSOZSK6LBuMxExW4e90LNxsGossna7FBsOr7xceogPrc1JuyEQNkuVDaMWKbNh1Cp1NozapNCGUbtT2jDocFIbBl2d1oZBNye2QVAuuBBDlQsuzLTiiguzBnDJhVkHuebC7AVcdGF2Q666MFs3l11k01urVN0w6iZlN4jKlRdZ9BaXXhTRW1x7UURvcfFFEb3F1RfF9FaT4htG7VJ9w6hDym8YdZX6G0bdpAAHUbkGo4re4iKMJnqLqzCa6C0uw2iit7gOo5nealKGw6hd6nAYdUghDqOuUonDqJuU4iAqV2MIt2jncgzhw+1cjyG82L0XKcdh1Cr1OIzapCCHUbtU5DDqkJIcRl21rxmUqeyivssB24GzUAg0DtsBsVZk5ThgkbW4guqnF2JpAN+TqPByOBWF75b7oA72kkLrwuEkRBmHc3snH901FpSN7aLGy+GmiaxdNRZZu+n4TQeDX8gxDtgVDH5T9WUR1maNRdY6ccaxFl/qJMbfV1cQ9VFC0GKlWvd5KVKPQS5B1TGXxL1lZ4VPXUoyHvNpwXZdbYmN56MhnMBCklHisRtOYCHJOLigiLUmkcUqrM06rruCCbzpcHEGStW+uRnWjuMYqYA7lmY81IXKKZxtQoxxcBOsYBoIMUbNAusDxwi77cAGoCHkF2XF9g0hvzj4yBA2u3JIOZ0f9mOR6WHSdNjH+Goj0xlIjYdIY5HjgVVCrBbBZyCDHUaW8YDNpG1Xe+nISzwN9HyagJLLt5QPAsq8xKeUYWQY60nLsk50CXSowwgvcjhgwnEohBcPjsAM5EGDV4Q5YoE8aKTuNFG5kZYdenDnuOddbrJ2UM7nRM6nI22uZPZDE5ga8W3Ma8Tf/S5Mjzjysu/GkCeZR4eQaxxWibhHngg0UM7hoZtsX7rqkcu+q0xG5epHrk79lsEFZmTtL5n1SrePFjJQOo08NBZIkkZerdIxAz/eyJtcysKkj6Ms2jrgDhxFexlzje1zGQfrcaCj9H2jSF9IneLDeVSkLyRL67VnZNbK0jPSntoZAnf6QuiHu52yJInf9EoVt2td5DoKcqGOqgW/GXhyR9WC3ww8uYNLO44rAfCNjlp3YENQ06CVdFK3JaszeFY+6rA1q2efve4AAfs26/RB2LZYpw/D+nNi3Jot7wAB+4p1+jCsriPBsM3Wq561Zt8BAvYNW/maYVe9WQBP92h+DwKe7tGXHdgQlHasmyFIR7ky8L2PXiy2AN/76HXneRT53kdvelmetGrfebBFOThGHzuv7JN0FKNr//vsw7edN2P24UKVcVibYjtl3oySpnaG41Qkzijx8A9XJaHIKPFkDYe9SJvxuIaGIH2aK7EXdvR9vriysGE0XIytlNhKfYqbfa72q09AstjH401ymywMQlvxMOFmlsmYVClgmq3FDtyZdfo+U2Ln2Kp3kBmo6yExAQ3dgxMQzErxGK0paTaq9OlqYtOmVXoldhUIZcOh3yYgfReZgYrutwlIr+4zkF/d48Or0Sb0kyCdNGwGWnVjT0B+ZIegdfEje41BfmRPQHnfmbYMsievi1abzuyEpWYed797C0OUvlPPbNKq0hlIRzvrEoP02WUG0meXCSjps/0MpLUAM1DWjZ1jUNGNPQFV3dgTkB7ZM5Ae2XegP3336ubj9c93gd03v16/e3/z9uPtP/jt+v2HT4kbas19lNtr9J2P++btT9d/fbi6PP75LfTmx/vw7h///uphjt/+7OPf3t3Zck//bB149UhKd//9+w+5uf7wNOx7+Kokn8VfkQcQ2b2KR8ziHsUjZrUfTxKyym8HyC4/nTgT5ZeDuuCr+3BA3Nx3A6JYeHEGXr4G40zBfDXmVpavkP+Cr9H8SRZfrmd27llxq1lxf7t5//HX+3PWwdD7v7iqX2nhfVgp4nOSLko14dBEtekgHbhip90qM89MzHOJnstnNl6ypB5W/tiq4ZKqTCirHwrhTWpzyUqvCshWmhY/vkLjxFF1PcnJuutiTqGtFTdWvWg9PN1UzQ+I0I9hEoDVk6ChOy/mrLrzYs5mGzrEiCRex4YO7wY50dVzPa5MSEubdyzvsYVF92DM0WfmCafZHowxVGedH6bxc+FTtOYZfeZhWITXaqHIfHhEdkVC9nnT2AIk9mXHUh9+dpGZ+o8nivvYzNk5UbIeyrGZRQ/lmFPl/ayABzJFHoOviFjMqS8fD3qTpyhFH3/i9oN1nVs8g8MhsukZTKSL1e8XJCpd0x5sBJJV0/tx4r2I9UdjUigsDwvExM66K6f81UzUIaSV60m7XCz+RPOFN6Gx7w4z/Wp9mJp8tRKyLPOPDssSLHKNIJorLqc8OQxbthjwIqHp529X5NFIq/ag00D15eZt7aS8057VNyyWYnN+XBElZVv9Ohbbt+0BgTTtNrcww+rcwgyrj2NxY/aygwOy/ckcxYzaZI5iRtVeqUlLjh0ckBdERjYQdHNnPyJtXfyqHr5idbmNr9Brkmyh5LFxsc8Jr9BD7uqx5J2Od25N3jx16e58nvsh7KCx9wT94sFXD+Vg+2rYUfy29+JdmXBFPVJOh5OIeKWcU5++Ur7/3e9xaF5vHeGQWt39qbneeSLhJM3XdrRey/PWu/td3Hp1571k8iZzbc6z/nxehkOv77ujsI6xfozJ6Fld4vor8vya60fXeGmPdgyhJc2HjQiI9rfkseBh++ZmZX4coIl4NbbiN6TQF73t9WpMskts3qsR27XXq4FSOGxjl08xTwTT22rnYvzNm6z3cEWyxSQuVT1iwVuvtGgZ3xVJYpdEcbIDl+TiScuOKRO6ftNS99XvvMro+Uta/ByaGNrtuJxwhiwZckXSaSWucT1gSQbPtOicjVckmWsyAtgltjccmE9EBsxLlsAGkYTk4BBvY62AJQjjgTrOH2aSr1AG21aXrb0iKfySESkshqs1Cwy77sCGoM16ppB9QtNQDRbOrBSP1HBE5Ww1vSA2kLJWCgOvfqKJqlq8roSbU1aitnS81SQUeUk8e1Wqpn2HxqIGXt2ryatUCNUHgkmxwlR8JJjkB05WOnF0EL3M7RxuDjLL1fGOMsuZnYr22qeJHK/uu6WwnNmpOAFpte1qj4ckL3vSAgtSujZRvcWI51k8HzZZXY41AE1rlR5tDTFJW0cassKH3mkTLVl9/Dhlwq2eC9z5yWsv4tIZiSeymvRRPIKGpWbS86ssewiN3TSWWNtkNeirjUDTviTZ93sWaIumw8pxge3EBRmTNo3Ng+fB7dCiIaRZ04g3icsvkngrl5o/9yHsqtdmhN1kCVHW7VyaMZuhobVcmnG0lowELs3Ii7G2yEKqEFtlJVWIbbKUKsR2WUsVYocspgqxq6ymCrGbLKfKsFzCUUyXDR0mTrETF9cgeziWAsVy4iqONFkCwgWLFiRLJTQ1PEoO57c4xnzSgu5SvC7ZcXlBLQEzYR0OQaglYKKgx5gkbYPNJi24ir2MohDZepKjjnuPupiJdjnxkmPptF0qr3Zentp1vn9FsqxDN8TejVXfkiacbpuNvA3nAoh02rrVnjeQdZtdDwiVayByFdRkDxuImu1ZA1GLPWogarUnDURt9qCBqN2eMxBVp6G7mjxyXbWeZgJ6MoN+fv3mzdWb1z+/O+XuLfGqnRe9m0ze3SYbpALuk4yLgR2CVOCppasFtp5twGpPeZMGbEZLeHzw/7WFmHnp+44J0/Ya+3hI95cX7cab9IbS3T66wpiVzyuITbmb5OqEp1eTx+8uqFQeLwToCbxJXdNP2ulCTLlKOxtbZZ8E7Saj/okkAgmtDxorMb2Xpyvo3U/W5dkPyu1PpisA/OfxIuGVGZP+VGr6Me3NMIVZ8grC0EhXcyxVZyUvQJZONmXO+65R0Eqd4DVOp2CST/RTnKcOjJ9evw/n1MMnTt6+Z1EbbD1lylBnlgTW9fzlM7Hl/OVzseUiH2ohpny1hZjZRWkQ03r7ELRqaIhpMn6EbLNiJAQdMnaEoPZQiKCbhobJdxbpYCG2cXVE5v3Ni3xl3t9cG5F5f3NhROb9zVURRXRUl64VBB3Ss4Kgq3SsIKj2iU8yT+nXTxOODSdNMK7068EifNRfy7OTeW7ri7N6nR716T+Pj/oiG8ZD7mXgk3laVuzURetwlp5ds1rbc39I6HItRBjLqcExdt0eoI3rDifSV3+Omtu2y+czeUWXtWRjkmgu7bohsZ4QOTQOOcpjI7WrZMKxWVsnmKbi5KAmaX4quzg19w+jYuZYdHXF1nO0Vc72SXvtG/mo1mwedh7ENo598wDa6NwQm4NrL0SPW6A6OeUGfIfDxocnpnWjStxIKsyh9CPggVoe9oI1+dZNY86PkdVesBDUXrAQNCs5C+kYXmMsV25nlXc2BG3yzoagXd7ZEHTIOxuCrvLOhqCbvLMR6KYr3cRJ7jd715pgstyn00LS8ZZd2/ZEGpW5giKd/Na2a6NGVT/zZjV6rCGHewOYQE72vLmcS/kQnXyp1CshfpMjM9aUFi6tWMO6FyOEJglFaaLVIS2VaXuGZX6Wop58JVDDoHDVRV5E4zZLRa3rcjRn2brDvgIjzyLKsrq8CynOJy3STRysA+/0SrKqpfglUUkyuEReEpeUzcPy1Mj3FvPA8/kM6iGyyk8HeZ1KsoEmVCcs2UgTo9pQE6PaqxAbUpt6l4oGQLbeAzQCtHwBtWrOFy73MdW+emJU++iJUe2bJ0a1T54Y1b54YlT74IlR7XsnRC32uROj6qoC5I1yEdU3DliQ/qMUmQspgec5pVg3dvw0vZRmkt88Ny3uHZkwgiSUKjZfBHngX4p9oMtMtQkjkK1V5xUjaSiKKNBxwJJqLFXnFWPWFo1F1tZ9qWleZlAJJ0RtuzLTzBLTlGr1eXFemiKrdvSndp2vU1PXXWlpaJtK1R5JKlm4fCKHYzacuFxLcTi0I1OzpSJbi82qSfJqlVYtluQWLa25NOk5hdNA1PRI8WAKR6ip8LEIrE3SF+foK23znPPWifoeXVDtmypGdW+qnufyjquQlV157xJyTReuXXgYqCS1denaVwFyahZT8aOHxoZLiSkA8oDNpGV1odo4CW7pdlpNOGPZk3s6T8vZybJSM6tskIlU4yg6PwTJ5Fx8kQ+SJ7u4DBGPKdtfZmyPre7aauInplqHgxc7N9JvftLE3mdb3GOdtml4Et1X3OPr1/YoLvPE8WIwy6pfVptYbNIfLvPE8WLAsuqXJ7IJXizk69cKKbS4RwtnSHjEWKUrZNYfw8U6SdW9Ymt6kHoWZdVhLlIppGyLXL5G2I6miseDdcTBt2m/YVxlpTi1xWOJpoxUgkVW8ThmN2IllIpTZTw+Q6TWW6/HrJH31SqdlQQq2z4/B/3qXRVMGbxyYUYPZ0NcSDipZRQoo+siq5nGPV95bY8eLk1hgeOl6skPPJ110bXkSJXsuvQd1oYgXb+U1Eysi65fOrNv2wE6b1/S9UsZVtcvZVh9HowbMxXPAdbZ+qWMauuXMqqtX8qow1NDjnwWz4zb5KIL3NY1y4fxkw/OSWPOr+Q571hyQ5COUpHK4DXr6jcFeNFrbjsPnStxaFSRTCLVk606dp5eWQX7vO67i88q2GftCIw/uyz77uLsq42S4qSVedcxFbm9a5FlbwrwelcuoMjhFA0HO88vcXKoF31KK0sMGvsca2Vho2d1AbhSYiv1WW3yudWqYWectO+KuE3WAqGGyCftKipiVUAZocpzRJxuen1fKTkG6f1iBrKpuGac1XbehLPBXHeHOTh521+bPENN7GlaRFfia7UoZ3HosQnIXjNmnGp7bMKRq/kM41fz+NRrFAX1JMhqCGaczTZ0zOl2RE8wfkTH+2/3I3oCKvvOrGWg/VfnMpiZ2djSdNzp7u0LSfaePLNIyj3vMH/67tXNx+uf78JKb369fvf+5u3H2z//7fr9h0/a/9ttuI8yer9z6928/en6rw8Xrcc/v0Xe/HgfXfrj3189tMLtzz7+7d2dJff0z1rq1SMp3f337z/j5vrD06jTMVWxHVNXcdtQ1cpDeZ4CKhLpQneTXpN9P8HIVXdC6aqoZQHTbdismbFhqx8H4XK36U6LM9svutdiTrLdFmOybuVJ0UXfzJPibXBtfCwGUgqq26jrJkwM7LoDY46tyDjBrLoDJ5nd3d3yKpOcH9p9f0WcCXnH2j5JVuvtA2H57Bf42LydhUwLyzLd9ECe5LOyAznGSNHFi54IB+C6L+f+LAPYZm0kuupFz+DJo2L4tCjFEzgUGeiT+RWJS5QduwXRINY92FCtvU9acfXSkReravX6MNGH7vKbfbIylBPpFSG2y+kLT7ReeA3bJdWdfnTVB6nYI6c88n3+ybH3XC8RQNxd6w5q6JfQ+e2JdqJbxcMV0ssMe84B+a6Ez/JoK4lvbHtW3+iKt1i9wwv7opi1Tls7My/v4Jy3rki9A6NWW28IUfVZbNKSfQfnvHXD6R0YdHUBQQaVIopJM1oHKbKty5wvDJrloW+cX3Z46tc06Zpot+l1xy4RcZq2DoiKhSP1WP4EqL7F86kjFmhnundqxcqevjnvZgY5stxTqieH59xJhmOXNfbxUvySHjodXQGqJm0venkOu23UPfIPamTbdb6+h0c45xnOIBHfGLvO2vDztUNt0kebLXJPhMo8q+yRCt6rrTqSd0VeGq7ZY4EGfPXeg1ihvtZ99+fZ24TVn+Jiu/q++zN7OLLuyld+/7IyNNbPl/ijbRqXK/KUiWeNPVLB+2X/sOmKPA03D5tybG00X7Yd8yX0MO590HTFXipufvrEZnY9ImOOrmVNXjRvulIoSc4hcsceilCTvCdJlOk9cMlr8bS4U9xjmcCMPKyJF/A9lB8chFp0vIi1Mq0DcLjGpe38QSaJN00pm77r2rECijIl8cSpGqx2ajPstgMbxvEX61wh5nF5gPlommF2xKM0HE1cOTBZDsOZyh87rfE8TSG1OW/L80Ul1CWknYWuMwodJK4zyItp4NViWQtTh0R+8Egk8PA2ZV2n7YqkHkw5UWtHbG3YBuZhVI/bNpxpWSbGhG3rg66sbZvnolbo+zw8L3NGhZtu3hmTTROJZ8p6/4ozkKW8MyqbkDg2uYdTSTYrfziVJstNuIqVrGoSvZgR4cjVFXmvSF7bJF5QZdMEcE/Lj00QYrq2Dn30ULWJYAetNj/iFcmWnsTDqiMXePuTeGd18GIge0Uy2tSNvVkvWbGotOpIFElrm2rVWOBETVwHkauxtmssslZctyatEJ4HhBaiLoYravaugiu0EaUbbrL1qiA32wzSV6QGTRJyiWLGgxBMFDMehGRixg0XLyOhUONs+FM94q7e84e4OrUY44qUtQcHKBq/nd7F0uHmCBLMpp69tWSUdR0JTpPXCNUGBElthkTr7R7dpym2rmvrMukV7ZlnQ9P7NBB200djguVVeGfrSdjzPHWtWk54KtujtWQkcEWFWlR5Mlu1B/DavGor5Els1c49hixRA7GrrFEDsbygjukyLrhQp9mV7lblYYHdCNSJl8oxPpsycsKsO46IID6dVlwGu4jG2Jk4GjeGTjMAGwNXLg3bIlzT11UlMrkCL4PSqgNgcS3E5CUapJBk2pIqXff8m8Mz5ubqla5ySHGhRl5NS8DpVZJoCZjCIG+2DZx7vjy6qZkwYBv+ehcHbm014D63NJxgm59goaF5WXbVgf1kZwj0R8SJZWo+nWrB8JmwkGscXFxAcp9FCtrDmQBhm3ZwIWzX/i2EHdq9hbCrPmIg7KadRQRrkjmILhPpaR+xIUg74iecYic8+szqqSHHlihl1tkSpYxqS5Qyqi1Ryqi2RCmiZluilFGTvf0haraXP0R1WarK8QiF3i9kmTXi8QQF8U0vTj3OveEvUBPQzqybV6iwYs6rzABFhsBmJZSdpB3RuYXiBi1WPAjCmLlklyEKnO+Kq/5Wn/Z7yKv2Jjppv7bvwM0mYOn76NOvHnYbnny1ug/lIb8apvMszXFdNoknq2UhJT9y9Ue5GqcCyjtvm+hNUK5uT8pVNoOu2jFrBpmZZUg79fv5iZlqS0pFWmnraM+sVIrALIe+qO5bT1nZ0j4nAbQyax9BJtiifQQIW7WPAGGb9hEgbNc+AoQd2keAsKv2ESCsFwUSbF92YENQ0roUZF/2D8cItvgnkgTr9yeEbTuwIWhHegpi3/B5iwh2R3oKgpXJKhK4Mg2foZKYOpJPuESwPlESofpESYTqEyURqn8jTKg+bVKcwlInSiLG6URJBLqp23gCN6lVJ00Cdq46aRKBZvvkkED1qw9E1VJ1RG06iwihdp1rgVCHp4Yc/+6eWLfp15WAyiUR5pCz6bBt3JI8TYU52W1ayYeoWsiHqFrHh6haxoeoWsWHqFrEh6hawweoZdESPkRNOx2HC/FLliXb+12cinfZ69iDZuqL08TMvX49aKZNWZFJ3m5bTnTy6fJ8Bx5DlGXb539krZmsYi/+8JT2uR+hkXaXmhhZ9nkfoZG02sUxCJxRGfPkplNJjq6fSE0S1o99MQ1o5U59HiqeUNKmq9eGbZCXfcFrZiVOUPFJTBxnhc9WRTT5UldNEWTKKE7qcAwATyr9FS5tONRYjzH2we4EM3atPGxyuMIYx6AqhG82pgKeTBShbng4xyGqfIgBajAXUTXj4RyLLC02SIOo1cZoELXZEA2idhuhQVStCEfU1VNDzubexpDx+UTzgJ7KgixWpdrK1vHn1qzenYKkfYVW8X34WHJsq1a5OvnYpjHnB55IF8FXCZ4sQkyRuqp3KahjNumYIXZyIYNYy3h6CLHscjGD2CG4lEFsZlzIIPbypncdkJKutJ0vkl7oz8K1uOndp8cVq3bedlBW/NL0bYe0bLd61fjTuYLh4dhOKpT1vEtlOUmCX7p9QTH51LrrTvCik+PuaHKRR+3YqYfj4IRa0R1DSBdKOCLjwmxaA5RIhT+sXHjIE/k8NUk4J2WdjeMQZe1rFAwrbt+h06mg9tV1Nda4nJ7NpZJAUvcybLAVZLEswyWN3VzfD5US8PlojXt+lcdS1rabpJK2Xd172VW1rSi18eAbSQvBZuscYdhiPRkMW60rg2Gb9WUwbHc5iVMig0yLWJmtF29gMVaLWBNIIl225VJsaO2mH12QXENl03mZmbXFKmUZtlqlLMM2l0QaTYatu2oNqcRlZ7WclY1SXd2TDSeb3yFOolCXRSWlTwXUXl2SyoucgD6wckXDg5SNpP2ri00Rm0CJi8plDYmvS5VneMiLoHaVIpn11ZACNGbpKi/BbARslkpsTcuF1HBcibIcXdia5cWdUYv0pTJqlc5URm3Sm8qoXbpTGXVIfyqjrtKhyqibPvKAjFTV1+MgKa1rTvbdCbM2ayyytriiTyS1fRXVOI6bbMhpptIPKRRSsy3LRnLY1zwsFSThq7zoxmH/Q7baRLDI1qJLtJE8sLUkjQUFHarQRqQsrNWV2Zi1dVexmFSJL6iWtqtWTJpU4qzFPmOKc0rXMnZVikmFxJKqyxORZJNu7mkPKUVUef2NNRyx4bTlgonDZQCZmi0V2apf3ZLKFrV6FwUIK1aZI+IoLE4oYltrV89Q0xbOMVF+o4ctGg5/U3xDULWnglDb4qkhJ7lHl8y47ET5DFrMo8vn1RPDsd7qruKBCUWEKxdUHNwgICRceVqIFC/S4bQ0QoolNDZco0x5jQed90JadtN3ijBmWbWGYsZJe6qC31dvC3HZHssnZhUryQZhw9ptoi9SWbCKbA8PA5tU2qw+9wMpYV77cD73XEjD6swPcVXc2rd9pcbvIt3gDCq1E4eTd55kRK7Dql8nnz3yrpN3XthXFxUpyCCTYRWaieXkl1uVRCa+4WHrz5AC2HXoOBMpDF/HKmfkZCxu2jrirloXPbVj19LqHs6m4yBHj0/qql8rTcwse66p1Eh1bOsS3uyUnLRAd8sFOVGKbA45HJvhNBe5HXI4H8NpvuozWiauqm3ZgQ1B2t2dic9LyBwO4weIs6uQOawnv7p6DrCu2QfiiNrldZxR7bvzWUuungOs29x1nEAbT+GQBTS5hEVxMzaua6jCtuLyHjGoPqsBl2Nb9HYDXI5t6Z4acsaORTIErTbCkIEPtInKFAcs8IG2tOw8ZCEfaBMVKtZTjZrcfadPrawhvey75U0ecbRkg6uzr277bnnwq7tcjyZGjl1HVORYbFytsIZjPlyIkoz9ZOBWbFyq8Lhmhhx/WFtjUN7nGckrGj1YlfApulFSbKQ+pE0+1qZ7nHFczvxDk43JQsBFB6e7cjXxgALqFTcuMTgM19i0oi8pZYlBdqeYcey1fsYprutmGJi45+Aov6uDF4Ps6WlmUNcdlmPQsB024djbxYyzyQ6LMdWu4zOOXsdLfDCtNpfvjGPfvs04VbbzBKPH84Tjx3O88VY9niecdddRtaAiQ02H2CdWtgXW5XxqXgiSl+OZPTYOOOMUPRzija3Zk8mMY08mM448rc8wVgZ5x/nTd69uPl7/fPtvfnjz6/W79zdvP97+/W/X7z98ehlQa+6jjN7vLuw3b3+6/uvDc4HHP79l3vz4y9sPr/7wx7+/ehhstz/7+Ld3d6b8dvP+46/3w+9g2/1fXC2vHoHpzoz7z7m5/oR5Xgj1yZf98vb66n++fhN2+2MB54k+LkNQPgcqEJTOgSoDbec4DRq0nAN1BhrnOINx1nOclXHaOc7GOP0zznevbkf2x/e/vPn+h+u/vP7t5pf3d3/34837H3+9+fj9L++u337/59cfb6Ef3/96/d3xF++vX//0/Yfrtx/u/v7Tr3759eO7Xz9+j+fH//zL7by8myMH5q0hPx0t/R837z/sgt3O04+v7ybtcvf//Pzu9fvXH++MfPXfXv3+6fdvP21SH+6w6e7//Pn99fXbp7Py5qdPT4g++0G/ncS/h0WSH7ej+6aaO12uEqrXk+BqUP9JevKHN69//M8v1ZOfOuOznkzPevL//b/+H9eX26zn8rmey7LnyjlgksB6DrhIYDsDtDy2muYvPlT/x+s3H66/zJB7d/P2P0+vHf9Vrh3rbMCNM61vhwfbO+q3JR91W3+25I8y60e2154/rS2I089y2I5x9giR2fHx7NEos9Pj2aNRZofH82e+zE6PZw+hmS1354/XmZ0ezx+vs9buXiVUpkAX40qoooAuxoWw6ey++zgXp5mRBSNPGPoGzz6v6gJeCNt0AS+E7baAF6Ke2zqfXGxmPbxyxKyDdU1r8m11sWXEENXqdRk1y/JfCFpk+S8EPXd2rud6uzZMSLM3ArJeGPqwIeuFIaiMVjOojdQhajt34X6y/aaZzIEj8ixAaquWoW8rtmoZouqi74hqX04xate+0MmLhTYsaRbAXGF+z+0zkz5PQXP62vXjm18+XB8vP9HN67Nf3d9fvrf3r/fXP32p29ejz+fLuWnazE/TNtj+4x/V/rctqVv/4Gb45f3rt3++3v3P/2l7b6UO075Ij/dkWvZkPd7Ll3U+2S68bbe/fakuPO+0+m/WSfrd89n4rD9n3pCebQRjsmD3Yh3fyzfH96k+7S+CGLMltlcexFiIa7I37gpnwM6d9Qw4uG+dAVfsW2e8TfrWl38D33ov1Ek7FuxsR90xknP6TnatkaXveLJYjiJ9/982v5MRmxcL5bNhVmfDDKok2xc6mz6bnN8Op6R/x4tVo826s7HuHP/U3fnQhqqJpgNcxzxmK9aQoNkKCq/j6cSRJcoIOzbrL5hkBlkXC5qI8Fd7wxnf4rvzEb7WZ4tAKrMxv9orzawDi+TMRlSVN6Px7WJ0cijMfBNrw/egQQ6Na8fXIMYb+BbEePjOwnAbvlMh3obP8AyX3I1q/BtcqLbZ/WmTF5XJErjJe8q3LexUZz136KQ6O8hu1XXfZOfZmjy0zTj2FDkbTjoF3hVIW2jKX6ycqrMUEWpaFq5UmTzzTotQzLQZQ+cMZ5+n0xwzbNVqF4RtVu2CqB1LVaa9wwUz00GyWrUL+rbNql0INdkckYwq864yqMy7yqCFalVmvZ2wXmY25HiFCtOxXapdEHRItQuCrlbtgqgblqrMejZzwcysa3lqB7Mm86oTZgPJNp8qo9pySYz6ZMr8fHsiunrz+ud3YaWxQw/VWQ89zpMfbv58df3m9r/7/ubHq3e/vLk+ceAok+PnnVbkuZO8lbt3jLEDvU218lnLcKafuFpSmZE22Oz1nE1lsQ8lZzaVZFVG9ZvISHt+UpkO1CcKcDSDFj+D+vL8/vYinpl7nc8y+u8nH1isjqp+k1H9w8dnwl7qVKqMD9RvMeBTPuHvXiwVz38yfdlXmvT0T7eBLvt0ChrYlQ0ft64yCPHtWfKZqf4iIFXnU33DgQT4snjBkQQITNj3D4GZxiYgr9BgAuRVF034t3j6XFbsoU61udDAt93rZBjn5Vry/CfT3at2FyyY7Tl1uB6dclYpqqrfNFX/8JNqbS8G2DTTRt2krKr+a6iqTsy5tsiI2MwF0ZIEzWZdy1ZYVYmuKj151AYu1gdXn7lX5z6/M9/9btID1fqT8qzlmn60NiN1ncFrRho6hdeMtOrcWzPSZrOBTUBP3hDdOWPfXt3i3s1jbhmtJfek7+9I765/4svCf58uCdFQLXk+VO9+Fw9V/dZpNlL72TQH7WnbgwRAxb7C+v/1VvgF3ZP/fe8B7gsOi7PPdqrsTa5/g0DxbIcBB39YxIArfwfEgBt+B4R44iEL4527qMsegS9a6rmlaZy7n8uhN6p8ITOzq8nsSjNOl9meZpwhsyvNOKvM9jTjbDZL0wQEdfNnDwerPRDPRiSUgZ8/i0Ed+Pmj2Fr12weWSK5ZWd1CqLqsJ6Lq0oSIunJF3DLrHV1NjVi2cb3fzDBTRi1zw3QVNUS1RdQQtEopG4I2qWRD0C6FbAg6nI4NMVcnY0NMWQgBMDOvq9Y5Mzn9GGLaNPIIWrD0a5nlqKxS+oXsatSuqVm27C0ya0jpGIKuUjmGoNseuZfwqeWapjfS+9/9HmcitW8f8yylqc2Jn2YgmxN/CrI58aegKv1pU1Bz7rQpp7tc9lPOcLn1p5zV+ZSmY0jmxJ/Zc1ZAe3SaodN2zom6bSAvU68N5BXqtIG8Sn02kNeoywbyOvTYQNyADhaIW6H/B+I25RaZzS0ofP18IH/z+n6+j5Ys1J956gfOZxMgu/n/RAl7KrryUJb3GfBMnPaCpj/04okY9v/9tJuv377+4c319z/dfLj738fI791wegjy3H/e4Tf/iPjP7bw50cELFvPm4nKsz7Y2KCE9t2ND+ePZEw1UP5470BSZamS6yK2OM7Vnc/6/Gacu0v2XSIA+P5Hu8QC9uUss23zQLxsf9E+zT6PnMnXWkEXeLqYgqyGYljpo8knK1KIu35G8EHHk/yWlNrmO6bAZ8uHDP2OT/IvLyW7H7fN1YKqdylVeEL8pR0/Pm2cN314cS7dt2hXyjj2t0CKzAk85id6Fkco7t+xePfw7qLzvZubzITOdqw0XRYMdUqlzAvKwMwHyqDMB4mjNMIhb1aOFb094Tk+ElytlX6YTwVUNm5agco6Xb1vfqe57sY715x1a0rRDoSiznuvQ7B47XHY4/fYod8c07y8dM2U6Kop76vCVu/Nf8hX/3TSdNX9Vvoz0qQ+cA+87rN29i5R+d8bnO9f35i6zr818Al1mX5suVUP6nyo6lHRdxLATqq5hSKhDlzBEVJ6Prc8qSvIChm2G0PUL0bfp8oWIqqsXIqotXoigOBXbtG9x6cJp19rKheTDVlu4EEFt3UIElWULEVNWLURMmoRt1s8rrVk4G2qrLFmIvkpWLERMWbAQMW29QgLdcPa1WZdsuFrhbFRstlgh+jBbqxBBbalCBLWVChHUFipcZ51jE6SNGWh1LtSpQdKl+y1ls/KVlmV23i+LdIJPRkJZsBMc5U0vi3SC/zskTp/HRMqC9XOw+bF+DvKwyxvyqMsb4obyUX+rdXFynM4dmGWhykLYb87BPdl+SnIO7m+7z6nOXwYOUJTkKtzNNp8kX01Ox0FxnKk9VqIzK2BVkk3zsc1AVqMTlCj8X1KkU9KYjj4r0vmnbJN/8UjI7ch9ER9bpz0qVTrfSlSemTnPWj4/jy2UMb1Z0Kcw7dwamOUVZbYE5uSuFP8W1W3Li0KkJU8XTPHqBxW4LeLZDwTydz8Q2OhDHcjr+CERBLqry7cC5mfmw8slLk9v3fydFOxL91Dq2+51siNf7F7TqHeBT8vOHteLu8/Mdqoi9TkXnku/CXT2rBPbi+FVpsNLCnS+dn/+Syp0Tk3vKh9VTee3VMdMJ3i3r6rYBlJ0rcKUCVYXK2RYXa0QYSvPXpQmz95K5eqYlGcMXa2QfZ6uVsiwulohw9pqhYzapbaEUbFqZt7nWDYzH3q2WiH6tmarFTKqrFbIoLJaIYMWJzJhUKqdmY6XRsUz0+HSZLVC9mGyWiGD2mqFjIqrFU47oWO9zLQXuq1WiL6t22qFjGqrFTKqrVbIqDb+kcqsh7rNpTQlDZveaUqyac7nJJnmfAoai0zMNAUlmZlpCsrSp1++hWeVv3fMkh+UUaQLf9qHVbre/x3etJ6InQycFD2hR5hl4KToFIiTolPgSh3tkLdhRzsDwlzR+Z9jGfrnd7Sv09G/JupWhz3n0sV/20BO99tUzQNzjp89qq1Vpa2fc1wa/Tmnu8RXU85wma+mnNWlrJpyZBr9KWhbZLKpKUjm0f8E+tN3r25H+c937y/f/Hr97v3N7TD/7tWb1z9c306RV//bpyXkt+v3Hz7lo6o193G7I/a7N5g3b3+6vmvzCHL1wy+//OcT0v/++q//5f+4vdL8l//zbx/u/vS7V69vZ8xv198/QNrkv/L7/wcIC1u7
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Re: Center Line Tram Station with Integrated Crosswalk
[Koub]Moved to Gameplay Help
Koub - Please consider English is not my native language.