- 3 Steps easy scalping system - Complete secret/Idea with full details - Full explanation - Exact time of placing and closing the order - Entry and Exit Points (always the same..) - 100s of short terms trading tricks and tips
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Features · Type of strategy: Scalping · Platform:Mt 4 · Currency pairs: Any, recommended EURUSD, GBPUSD · Trading Time: EU and NY sessions · Timeframe: M1, M5 Indicators used here carefully hand picked to filter better entry levels after a comprehensive research to optimize profits; so that you can take advantage of accurately predicted prices movements even occur. Can be used by both novices and professionals. You can get the most out of it not matter how successful you Forex trading experience has been so far.
Buy Example. Wait until crossing the blue line with red bottom up, that will be evidence of an upward price movement. Fisher_Yur4ik indicator servs as a filter to determine the exact direction of the trend, and its color in this case should be green. Buy will open in compliance with the above conditions + color change indicator superscalper05 from yellow to blue. Color change indicator indicates the beginning of the upward movement in this market segment. Recommended TP- 10 pips, but you cannot stand the restriction and close trade trailing stop from 1 to 5 pips. SL at the opening should be 15 pips. Recommended to close the trade at if the indicator light’superscalper05’ will change from blue to yellow or the opposite occurred moving average indicator SMA; 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KnKz26+i3/AicuWNyW7GzSUQjBSQKfw3VmVYur+4vGYzvkM+/GO9V6zcpTlKctLu/p5E0ouMfe3NXRtVn0621CKLb5V1EiygjJKiRTx6dKt6brUul6vqJt0WRZLW4tsScYDJtJ478Vz4JHSnO7PIzsfmYkk+uaylTTbZMqKcnLuSXc3n3BfczfKoy3XgAVGsjICFYgNjOKbRWiSSsbKKSsdT4Xjj1ez1aHUVM6afpNxPbh3JEcm5TuA9eTVbXwdQ0TSNZAy7xmyuD6yRABT+KFPyNUtF1mTRxfrFCkn2+zezbcSNgcj5h78V0Fzpctn/wAJJ4buXSSa3VL6HZnG5AC2P+2bt/3zXFVXs5qa6P8AB6P87/Izh7s3HvqcZRRUskO2GJ1BO5Cze3zEf4V2t2NG0izpX/HxJ/1z/wDZhXV6XKr/AA3vXTHGq2+NwzytvIOn1FcppP8Ax8Sf9c//AGYUlhdiAKpJOZVYrjIIwQePxrnnBzk0t9DjqwcnK3kJesoUInGCVI9gx/xp2l6xdaO12bPZm7tntZN65+R+uPfjrVa4cvMSTnHGfWlNrKsXmSARrjI3nBb6Dqa9DERXN7NbR0+7f73dnRFJRtLqF3N9ounk3M27HLdeldNoSvN8N/EyRqzuZ7PCgZJ+Z65rfbonyRNI5HJkOAD7Af4/hXT+HbuNvBOs2cs6LK91Z+TGTywDsWwO/auSdoxXkZVny01ZbNfmZmkNeW+nX0ayrFb3MW11kYYbbkjjrkEdceo7mq+m3zWV5JIl7JC3lSRhok4IZCD1I65xW3qekQ6d4d0y6jdmkvLW4aXJ+UFZXUYrkaKVRuMox0T38xQ/e81z0xtRi1PTbvU5d50/dY2E1jKMrL+5I3jH3WG3II5Hv0rjNY0A2VzG9hMtzYXMfnW05IXcmcbWz0cHgj/GtrQzn4a6mz5YLqts2M9cRyHH6VfTSbWPRLHQmmfGsWn2q3klIxDciVkUD0VwoU++D2rhlL2M3NfP07+q/FfIVKTg3Tv6HAywSwsBLGyk9Mjr9KlSJpLHaibnMowAOfumlihmgu5I5fMglhD5HKsrKDkV23g65Sbx7pltL8zfaGYKRkY8ph1/pXZUqJbDrVZQ0Sv1OP1Bd7WqjvGoqnIx83coIC/d49K1dVuZtkZaVyuwALnjNZj3lzIhR7iVlbqC5INdkLQw0Y/za/JXS/X8CqPM4LQ15tZvtTZru9leS6mkkd5um4iPHQD6fkKyEtJnQPtCoejOwUH86sWt/dn9ybiUxhH+Xef7hH9Ko1ywjGLdh04OLaVl/T9DR0loY7yLzZGLSSIu1F5GHB6n6V0/ioR2vjnXLi4WNjJdzAZ3cYOeg9cGuNs3WO+gdzhVlUk+gzXReOL621DXNQurOUSRTX0rIcEEjJ7H6ioqfEkupjVheol3M3TNavbeRbaKcx2zzCVoV+Vd4GA3HQ4qPU9XuL+SGaS7uJZhEEkkkkJb6ZzyOKz0jZ/ujOOvtS7UVsO24Y/grTlXPzdTrWHXNz2GEljknJPc07y2GCw2g9CaXzMMDGuzHcHJphJY5Ykn1NVqbe6vMewjUfKSx9cYFDSsy7RhV/urxTKKLBzvpoFFFFMgKKKKACiiigAooooAv6fs+w6h5hIXyk6f9dFq9br4cXzBcvcuPNbYUBB2dvx6/wCemfZ/8g/UP+uSf+jFqlQB6R8LxpY+L+g/2QZSuLjzPM7HyZMYr6ar5V+DX/JXNG/7b/8AoiSvqqgD5/8A2ioJLj4rXqQqWYmPoP8AphGf6V48ysuNwIyMjI6ivcPjxq0Om/FXUEu7CC9glaHeHysif6OgyjA8HBPXI9q4H4jWyxSeH5rVZTZSaRCsEsqhS4GeuO4yM1h7VqrySW+3mReXNbocekzxsGU8gYG4ZGPoae06yOpkgj467Bt3flUNFdFx8qvcmc2zY8tJIznncwYY/IUrxKsTNFco6915VvyNQUUBZrZlmSG7WMtJEzJj7xXcB+NQhoyuGjIPqrUwEjOCRnripxeSbAkixyKBgB0BwPr1pWRXtKnXX+vmRqiso/eAN6MDSCJ2BKqWA6kc1LGlvIgBkMUnqwyp/LkfrUZjkRd+1tmcBwOCfrRZjU4t2aGUU9ZSCSwV89dwz+tAMbMdylR/s84/OkVyp7MZRT9ilsI4Ix1bigxOrAYyT02nOfyoug5JdhlFBBBwRiimQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFSf8u3/AAP+n0qOpP8Al2/4H/T6/wBKALFxAzRxv02xJgY65zVq2hkhtp967U8liCTjceh/UgVt+H58+INKsJ0jkt7y5tUkSRAcgSep5A57VneLG2atdBCAGurgYBHTzP05H6UuaUKKp9Z/+kr/ADav6JdzgU5TtDuc/RRRTO8KKKKACiiigBU/1i/UV33iC+XTvjXPNKcQNOkU2e8bxqj/APjrGuABwwPoa7TxDEuvafL4jnBS5udReBoU+6AkCkH17Vz1oqS5ZbNNHPUnyVIyfn+hy19p8tlrE+nOP3sM7QnPqGxXUaFbQS+G9baWGN3h0klCUBKnzYzke/zHn3qn4iIm8QWOqoNwv7SK5yw6yBdr5/4GjU7RNTit4fEFlcvJ/pFm1vbooyB++VsewwDyayjOVWEW97a+uz/EnEXvbtqYmk/8fEn/AFz/APZhUFvGw/fMCsY43kHGa6g6Fa6bpVvqcErT+fcTQbH+6BGUx06n5vpXMTzSSQr5jZLcgAYAA6ACvRwbXtJVf5Vf59PxaFTqe0k3HYbI8CoUgUsT1kfr+A7frUTMzsWclmPUk5zSUVFzqSsFPimeFgU6bgxBHXHSmUVLV9waT0Z3OtHPgbwyT3sLo/8AkZ64arK6hdLB5JmZ4whjVXO4ICcnbnp+FVqzpwcb3MqUHC9yWC5lt2/dt8uclDyp4xyPxror/V49V03TkuCtubCxWMDcS02Zyx24HB5NcxSliQASTgYGe1OVNSdxzpKTT2Z298LPxDZXOqCR0urKKVLxI03NKcBUm5PQ4CseucHnNc8t1JB4iimsppI5FGVkU7WGV9vriqOn6jeaVdrdafcPbzKMbkPUdwR3B9DxS3eozXl5JcusUbyHLCKMIv4AdKyw+GjCTjN+5bTq/Tp8tfKxLo31v0sNu7hpiisc+WoXj1qvTtjbd207fXHFK0aqpzIpb0Xn9a7KlRTldK3l2XQ6I02lZDKVVZzhFJPsKdvQD5Y+cdWOaQyOU27jt9M8VnqVaK3YqouMu+PYDJp32giPYFU4YsGYZPOP8KiootfcXNa1kKzFiSxyTSUUUybt7hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAF/T2VbLUC6bh5ScZx/y0WrsGraRBv3aOswaRnUOw+VT0XOOgqlYRtJY6gqDJ8pPw/eLVi28L6pdlhDCm5ZDEQ0gX5h25+vWgDr/AIW3dpd/F/QTZ2gtgouA2CPm/cyYPHf/ADxX05XzF8K9KutK+L+hJeIqmQXBXa2f+WEgr6doA+e/2kP+SpXv1i/9ER1maw6anb6L4cuMD7Zo1rJZOx/1dyAwUfRx8p99p7Vp/tIf8lSvfrF/6Ijrz+51C88QXWmSJAqGwggs08tvmbaeD9ee1c+Ihzx3t59n0MpvlkpvZXMOSN4pGjkUq6EqykYII7U2u51bw5J4gtLnxFGywOtpJPex4I/fxsqtj/eDBvrurhqdCsqsL9evqWpRk9CRYwbd5M8qyrj6g/4VHW5pum2y3kFvqt9DaxSTxF3KltqfNk4xyB3qLVtBfTYdLkWZZhqUBmjxxgeYyDP/AHzVRqJuxlGtFysZbR7YEkz94kY9MY/xpldd4d0m0vobi31GNHNvYXM6hXwQ6oSDkdf4fauYvARccjB2J/6CKIVOZ2CnWU5OPYgqSKeWBsxOVz1A6H6jvUdFamzSasyZDDKzecTEzHIZV+Ufh/h+VRyR+W5XcrDsynINNqSKZ4WJTGDwykZDD3FMVmtiOgHHSpj5U8o2BbfI5yxK5/mKZLBJCR5i4B6HqD9D3osCkr26iGVzjLE4ORnmlaTcuCiZ9QMUyipsjTnl3HloyD+7IPbDUYiK/eZTjoVzTKKLD5+6/r5D1jDKMSLn0PFCwuwyq7uccc0yijULx6oCCOoxiinLI6Z2uwz1waUSncSwVs9cijULR7jKKfuQtlkwMdFOKD5ZYbSyjvkZxRcOXsxlFPZFGNsitk47jFDQugyRx6g5oug5JdhlFKVKnDAg+4pKZGwUUUUAFFFFABRRRQAUUUUAFFFFABRRSoNzqPU4oAStDSiVmRsHhjjGeuKjW2VZp89I92wHnOD3qfS5GedQzZ+Y8fhWsoUoU+arfVXsu3m+l/R6GFSSlCVuxSuJ2eYEM2I/lTJ5AFRvI7hQ7E7c4z9c0Sf6xvqabUTm6kudmsUkkFFFFSUFFFFABRRUkUDy5IwqD7ztwo/GgTaWrI66fw3qZsdWW/W3aeJfPBQsFA3RFckngda55JIolP7pZXz95yduPpx+tIlwyzF2HBz8q8DJGOlROCkjGrB1E1Y7zXdHt9O8OaPhpLhrRVLbiAMXEXmgZH8IZXx9a4fUJWkvpt2AA7ABRgAZr0W/l+0a5Boz8rqPh+1EQ9J0i3Rn8cFf+BV5vef8f0//AF0b+dcmGbU5Qfr8nr+dyaSbam+36m1L4gkfR7ewWKN4orqeSM5IYl9h5/IVhTEGU7ei8Cli+UNIf4RgfWo69VQVGgkt5O/yV0vxv9yNIU4wbsFFFPMMgXcUIHvxWBsot7IZRT9ihctIM46AZNCmIKMozN/vYFK5XJ3YynLG7/cUkDqQKVZCg+VVB9SMmmli3Uk55o1D3VuO8shiGZVx6n/Cjait8z7hjqo/xplFAcy6IeWjDAohIHUMc5/KgykkYVVwcjC0yiiyDnYrOznLMSfc0lFFMltvVhRRRQIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigC7ZHGn6gR18pP8A0YtVjcznrNIc/wC2at6enmWWoLkL+6TknH/LRavW3hpJy4k1S1hKSMnzsMMB/EDnoaAN74OyPJ8XNFMjs5Hn43HP/LCSvqevmb4Y6Wml/GHQkjvYLveLg7oTkD9xJX0zQB89/tIf8lSvvrF/6IjryaG5lgUqjEIzBmXscHIr1n9pD/kqV99Yv/REdeQ0mk9xNJqzO++HJu9UsfE+jRTqiXmnFlEjYUOHUL9M7sVzKPHpknk7EM0Zk3M6lWxs4BGfXjFafgi4it7XxGZZliLaUwTc2CW82M4HvxSeIbceIEfXNOKy3SqBqUEfJV+B5qgdUbjOOjZ9RXnSShXafwy/Pb8fz9TncVUm4PoczPL50gbnhFXk+igf0rs9fs7i50fwnNBEzx2+lq8zDoim4cZP4muKSNn+6Px7CrbXZa3WKeVpAsXlKASdo3bu9ep9VqzipR0Xd6L8d/kOpF6KPQZeB/7QkCbg2ACB9BXUy6Xd+MtIudYjhMmrLdRW/lxFUiaMRY4yeXyo4Bz7Vx7S5G1BtX0Hf61qWXiCW00MaU1vHJb/AGwXmckNvCFQM+nOaVaEIU+WlrJden3bv70EoNJNK7RlSRvDI0cqMjqcMrDBB9CKbXol3olv4v8ADoutOmM+rafp8MtxK5+a4ZiwMZ4+ZlCjB6noc8V53XPRre0TTVmt1/XQ2jJSV0FFFFblBTklaNgVOdpyAwyPyNNooDcmkeKXbiMQsT8xBO36461IlkWmQCRJI2YKWjbkZOOh5/SqtW9Pg3y+czqqwupIIPPP/wBalOVotmU/cjdM077wtcWuk2moRM0qXXnny9h3RrEQCT/31VHT9J+3u8bX9naSKAVW6lKb/YHBA/EitOLXGs/tMUt3d+W8MsKrE/DZxjr0XI5x1qG80uA6CdYijK2pufsqMHyxcRhiSv8AUEVUo8lNRk3zS1Xl692/y/DClVmrKojN1LS73SLr7PqNu0MmNy55Dr2ZSOCPcVUrf0nVVWxGnal5d/pzHP2aRtkkLH+KJzwp9uh7iq2saG1hHHe2cn2rTLgkQ3A6g90cfwuPTv1GRXPGpKMuSrv0fR/5Py/M7Lp7GTRU9pbfapjGX2cZzjNXJNBuE0ibUklhktoHijcqxzukUsBjHoDWvPFPlM3UipcrepmUUUEEEgjBHUVRoFFFOeNo9u4Y3LuH0oAPNk27S7bfTNL5ilcNGucdQSKZRSsi+eQ8CIqMsyt9MihYiy5Vlz6E4P60tvD9ouEiDBNx5Y9h61Ne6bd6ekL3cJRLhS0LdnUMVJH4g0rq9rk+0hzcr3KxVhnIPBwaSnJI6fcYj6GlEnzEsitn2x/KnqVaL6jKKf8Au2fugx9aDEdwCESZ/u0XDkfTUZRR060UyAooooAV0aNsOMHAP4EZqa2icXEbmPcoIcj1G7H86tR2/nalEZEYwhU3HbkcIDj07Vo3mmXWk6dCZWULcWomjZD1UO4wf5/hRRcZzUZbbv06nLOsrKPVmnrGnRR+D9JvI7dftc7XonlRcFwpQDI7YyfzrDtrC606+8i+heCZW+aNwQRlMg4+hFUjqt0YwhkO3L8HkDeQTgHp0rq/Et3b6l4snvbKZJIGMSKc4JIgUHg89Qea5qs5tyc+tzFqdOLjLqn/AF+JxT/6xvqabSvzI31NJXQtjvWwUUUAFmAHUnHWmMKVUZs7VJwMnA6CpZIoYoyDL5kvon3V/Hv+H5055riWIhQVhA5VBhf/AK/409FuSuaXwoRRbxJucmZyOFXhV+p7/QfnUTSOyKjMSq/dGeBShEC5eQdOijJoWRVXiNS3q3P6Ur9i1Ts/eYwAk8An6U9YZGzhDx19qQSuFIVioPYHFN69aWpXuHa6xfQ32r6ffafctFPZ2VnCrn5Skipgn8+cj0rM1m60TU3lufLmtNRY5kEW1oJjnlh3Qkc4wRn0rC88m3eNsksVwfQDP+NRVzwo2qKo3qv6t5owpQUL7/18iWQplVDDYOyg/wBaaTHxsVuvO5utMorrnKVSXNJm3NbZD2lLLtAVV9FFMJz1ooqROTe4UUUUCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigC7Z/8AIP1D/rkn/oxapVf09wllqDFQ2Ik4P/XRavWviVLUvs0u1cPI0m2TkDd2Ht7UAbfwa/5K5o3/AG3/APRElfVVfM3ww1Uap8YNCdbSG1CC4G2EYBzDIa+maAPnv9pD/kqV99Yv/REdeQ169+0h/wAlSvvrF/6IjryGgCWB1RZgxxujwPc5FLZ3t1p90txY3EttMv3ZInKsPxFQ0VLindPqJKzuWL7ULrUrp7i+maaV8bmPfjHaq9FFV0S7DCiiigDsvCEkyeEPEz28rRyobIxurYKET5BB7Yqv4s0iSSwtfE0Nv5MGoO6Tqo+VJ1JDEf7LY3D0OR2rG0/W7rTNNvrK22iO+8rzCRyPLbcMfjW14W8Q20bX9p4kNzdabPavH5UZz5bFw28A9CDk1xVozjP2sFt+K6r/AC8znXPCcn0f+RylFd7rvhGG18LxTrHF9qm1Fkjuo87JYRArAqOmCc9uOc9K5LWdGm0We2iuJEc3FrHcqUzwrjIB963pVoVUnEqFWMny9TPop0aGSRUXqxAGa3LGHS7fKanHLMBHPhoeMt5eUPPbJB/OrlNRHUqKBl3Vi9qrFmDbSo4B75/wqziK2tvLVGJnjVmYt9045PT0NaOm699i8QWbDbeWSzLK9s/EcjYIyQR1Aase9uhKFRMDCgNjtwOKvDwc3z1V7q19X0X+fkYRdSbUZLzKsj73z0HQD0FdFpGo2d/oMHhvUXazg+2veNeKN+P3RULt9yBznvXN06ORonDocMO9FVyqtyb1Z0ThzRsi8lhb+ZHE0++SURsuwdN2cjnv0rc02Q+H41n0zVI5RPExu7WSIFMLIVCsDw2QCcjkZrlUkMciuOSpBGfahpGcKG6L09uc1zzpOa5W9DN06jfxHTXmpaf/AGgTYWf2SY7zcIknmxsQoYFQ4JXkEdTVSx16CHTpre6ttzy3Ecm5ThAqqwwU4BPI59qxPMfeX3Hcc5OeTmm100pVKVPkjJrz6/fv+Iewi/iOt0zxbbW1pLBNZQlQo8pGgjdd5f5idyk/d7A9RVwTaP4kZ430EoY0mme406XYwVcEtsb5SPbiuGp6zSIuEdlGCMA9j1rkqYaM5Od/efW+v39fmHsnHWD+/VHbx+C45CmpaNqEFzaeb5TC42wNG23OCGOCe/BPeqGpaPa6TPGly0dy0UcJljdtv8RJUFScgjuDWanie8GlmwkWOSE3IuTvzksE2dc9MVkyStLt3Y+VdoxRQpTU/wB87r7n9/8AwEZKjUk7ydv6+87fwwqX8WrwW8dpHG+nToC8oCwAuCGJPOBwM+9cpf6JqGl3LwX1uYpEGSCwORjIIweRjvUVje3NpK620zxCdfKlCnG9CRlT7cCu98W39te+O9X0fW42e0jmP2aeJR5tqSB0/vJk8ofqMHrVWfs580I+7bVK9/XX8vu7OoR9lNrvr/X3nFWVjMl7Cw27WTcGLBeq57muj8U2b3mk+HAjxoFtJATI+Otw4+p6jpVe80SCyhTUYbmG6szsiju4Xyudp4ZeqnHUHHtms/UNfkuY7WJmRktYjFGFTnb5pk5NXRjLEWqwWm13ovP7u2/kYy9rKqmt15GfLppiLbriEKHKhiSA2ADkce9Qx2vmzNGs0WQQASThvpxXcx/Yp/AGlvqFjLewy3V2yIkwjaDYqZIOOc8cNnpx3qha+DY7rU4X0i/MsO4M8E8JS5jGAw/d/wAfBHKk/Ssp4qFKTjPp16P/AC+aXkbxqPld3quhyn2YmUoksTcZ3b8D6ZOKbJBLCRvXGRkEHII+ordvfDF7psUELYkmv7aKaOIAhss5AXB7/LWJLHcafeSQyq8FxC5R1PDIw4IrojOM9jSE+Zuz2GGV2xvbdjpu5oZkYfc2nPVTx+VPe480r56KcHlkAViP5fpRItsVzC8inI+WRR/Mf4VVl0NvaS2l/mMZE25SQH2Iwas2VkZpG80NsCEgqM89B+pzUL2xWMussUij+64z+Rwau6bZ3ImdjDJt2Z3BTjG4d6iopKLsRUqw5G9v68zpfEFjbaVqkUVlFiFra2ZlLE5LxR7ufxNc7fa3cXUXk3OHCQLDGAcCMAk4A/4EfxNbOr6q2u3kU9nbSwp5VtCpYHkpEASMdclBXMxx3si7olmKEk5XOPzqqFNwoNtaydvktfxdvuZy0IUr++9v67iWFhcalex2tnGZJZDgAdvc+gr0W+8C28+heRbvi+U+Z5pPDtjG0+g9K88gS8+YwSMmCQT5oTn8TXrWssR4QvDu+b7GeQe+2vGzKpWp1KfI7Xf+X9WPLzetVp1aXsZ2u/8ALfXVeR5VZ6Y8uvwabeB4HedYpARyuTitNdG0m9nvLTT5ryO5tkkcG4ClH2deR06VS0J/+Ko05nl3/wCkR5dj0+YetdTEdVXULxdcSCHR5PMErMEQsvOMFeSc4roxNScJWT6fjfouvodWLrVIT0lbS/a7v0Wt/Q5C909LXS9Oukdma7R2YHou1yvH5Vo2+g2cn9mJLcyRvqFu7IxxtWQEhQfY4x+NPawn1rw3po0xRPLZ+ZHNEGG5dz7lOD2561D4jYW0Wl2IkVp7O32ymNshHLE7cjuKr2kptU1LW8r+S1t+hoqs6jVNStK8r90tbfp6la30gJYX91qRkgW2PkogGC8393nsACTWWSSACSQOldF4svZboaYJHBDWaTOFAGZGHzMcdzgVztdFCUpx559fwOrDTnOHPPr07f1uFFFFdB0hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF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To open a sell trade reverse condition. The blue indicator line SMA must cross a red top down, indicating a downward trend. Fisher_Yur4ik indicator should be read, confirming the downward trend. When a color change indicator superscalper05 from the blue to yellow will open sell. Exiting of a trade with TP level or change of the red to blue SMA indicator. 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)
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