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Jenis - Jenis Aliran Sulap

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 
 Hai Sahabat Lank Techno Kini saya akan share jenis" Aliran Sulap hehe
Langsung Aja Ke KTP
1. Aliran Mentalist/Mentalism

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 
Orang yang mempelajari teknik aliran sulap ini dapat memindahkan benda, memprediksi, mengubah sesuatu, mempengaruhi dan mengetahui benda. Dan itu adalah kekuatan spesial mereka. Dan didasari oleh pengetahuan seputar logika dan fisika,namun ada kadang kala seseorang mentalism dapat memiliki tenaga yang kuat. Jadi bisa dibilang mentalism adalah dasar dari semua aliran sulap dan aliran yang lain adalah pendalamannya. Contoh dari magician beraliran ini adalah Deddy Corbuzier, Deny Darko dan Abu Marlo.
2. Aliran Mathemagic
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bAwdYI9aorlzub+a0WGRgVLCG01Ej3p34Vw66z3WtNdtlu7c5V7y4CUkiWP9W8zVbxfhS3XTvLjd6ZtkqgYZgdM5B8JylZievlRHLvTfv36jSxbbHbD844Jou38IzYhYgq6hCRtMqWAHz71d8G4rhseuIAFy3exFsLd0zLIBAKsNI1+kgGOrRNIPA+EfiL2VmCogZ7j/wAqLuR5+Q9678S40bn8HDqbdkaBF+pvVo1JO8bVyeGL+GP8CRm1uxlscHbg9u9ddle+65LITWA2puHqAIET1084QTTfyvcxRRTaNlbVtouL4cxE5mZhqRppm029DS5xq7bfEXGtfQW06e+nkTJqmO1Jp7s5NbJoh064DlqxhLS38YZLBSEgkLmEgED6my6xsKShWq8e4f8A8UwSXrRGuU+iuFysreX/APOhpc8nHSrpPkWCuyUtixisCy4a4vdkOuULlNstvK9BJn1qFyjZvYXDXreIYZQwKeKQo3Yz+VdtPOaicm8PfA2sQ18hA4UfUCAFkliQY6wBvv6TQNisTxbEiyHPdyxUHQIg6kD6iBG8mdKyrHeqN/DzZS+H1KHiuIW5fuOv0s7kexJNRQ0VouA5NwPedwzhrpEgO5UkegXTpMSTSxzbywcHcGUk22mJ3BHQnr5g1shmhJ6UTcWtzyzz3xFEyLi74WI/6hn77j71S38Q1xizszMd2Ykk+5OprnRVVGMeEIFFFFMAUUUUAFFFFABRRRQAUUVK4Zw18RdW0kZmmJMDQE7+wrjdbsCLRV5c5QxC4pMMwUO4kEGRl1kyOgg+ulNGP5G4fhEX8RiXV2Gmok+oQKxyz5/epSzwVLm/LcdQbETh3DrmIuC3bXMzf4akk9AKvLvZ9jA6qFVs35lYQvXWYI+1X3DuELwq+mINwXMNdUoLoH0locSBOhC7ifYV34Ph7dmzft28ZbuX8TnKEPsYMHfRjO+/lMVGeeXMOP0fz+hSONdRaflK5hbqHEpmslgrMjfSW0EmJBBg6jWunEOVbAvNZt4jLcBjJdUiSdodRBmR061fcI5fOGwN+3iWW22IORQzAiY8O2k5tTH8opSwN18FjAb6sCkg9SAVKgid4Bke1djOU7p8eXX3wd0qNWufsWnDcNfwjPhriITdXPbVoZXKzpvpmAKzoZC1Lx9tMNaf8Kvd3lyi6wDtlzalRcjKsdSYMda9t2LkWRZS3iLZ1u3dyTmMy5Oa3CwRsQfauPfFsQpN17dtXYqcrHvxmLM0jwlmUCZ336xSXbv6/wAe/MvFbUvl/PvyIuN4YUvG6gBFwPBKgpbuE6rJ00MgEgfUtGGW5ZdXXOlxxlK2zkBOhJOhAAB1EaEetBwzMDcuZllWVQWXKFZTEiZ0G43mDXzjMUzEKQF1O8uOpg5tch8OwABG21Nd7FO660fSpAzPinQo7PBZm70EjxKB+bSDmj9DVjh+I2lRyjqmVi95ctwEF32CgQw1yQRpA1FQnukg5lzK3hhQIOoEmdV8WaB6yY3rwlWJW6VBgMW7sakE6uBAJAI0zbzoZFce/I3dOPh+5S8TwKL3ZRsxu5mAAgAZ8oAnXcHU+Qpl4CbOHu9ypPeqGznKIchdVDHVcu42BjWq3iOEF3+OT/DVAFCHbKIEnKIJYzEaT0irDhT99dyXwiXnVfpENcUrOryQpK6kAAnzFNN6ob+/4M6hpnt7/kmYY2la7iMNLveQoqEd2smMx8cZjIGiyJnXrSBdtFWKsCCDBB6RTtxZFXvCyqFtoptNkKsjgwLf9QkTp0ik7G4s3rrO0AuZMbD/AEpsHVkc2xwAmnHlbgHElXvLD9yriQGb6x0OSG0jqR1qy43xQcINq1h7Vsgpmd2BJuax9QIPSfTMIqz41wxsUcJibd0WQgRyGMZVbK0jpIGmsA6VOeZtLak/Pf7BGCRV8J4Hfxd262PZmGHKqLegVmbUGEgZY103kV24VzhhlxP4fuzbt5si3EIABmJK5dAT1n1qenOmGbGvZzqLbqoF2fCHUsd/5YIE7SvlrVXjOQQuJF0tFktnYR6zCttlJ69AetRtNtZVW2wPbwljxXlScdbvhiO7ZGcRuEMgg9D0M1Q9ovH7d7LbQgkNmbKZCwuUCep1M189oHM64gi2jBtczFTpoICgjfeT8UlVbBibUZz6cCykt0goooraSCiiigAooooAKKKZuVOSLmOBct3doGM0SWPUKNNvMn70s5qCuR1KxZorT27KLGg7+4CfRdfiqbi/ZZiLalrDC+B+UDK/90mG+DPpUY9qxSdWdcGjnhOy/EXLS3BcsywDBZbUESNQsTVHy1dNrHWCdIuoD6S2U/vWmdnfEC+E7t5D2GNsg6EDdZHTqP8AxpC7QOFdxjnIELd/iL/5fV/+Yb9KljyynOWOYzVJNGi8S4dd/HYa+lssoR7dwyAVDbGCROp6eVJ/P3L9+5jkYai/kRCSAAwUDKZ28/mq3gfKuPxFsXLTFEP0lrhWfYDWPWr3CckXyrPjsU6JaOYRczRt4szGF8hpM/EyililepbKvUo7kuBnwXBkscPWzfC3AiksCJBglyQD0GoB026VnnEeUhcU3sE3fWjun57foRuf3996Z7WDC4PE3sJeOKzoQ/eE5wFRgYMTIDTlIEjY+ebYTG3LLZrbsjeamP26U/Z4yuTT6+9gm1STRIx/FLz27dm4dLOYKCIImJnz261Kt8w57fd4i2LyqCEYnK6aaQ43Wehr54lzPfxNoW7pVoIObIobQERmA21/ap3LXDHa3ckIneZVRrhHiIaWQA6+IaSB0rTKoxuSEinKVJnPhPCVZEZrbuHYh2zZVtqI1OmoiTJ00irS5hhbYubfeBu6LKGzFSobKRtpoDMDwsfmbiShV+8DMruNXW6ttAHBgloUFdVBAAOgO5mlxN9G2IW2NQsEgksRoymY0iOk1n1Oe56GOEY7bfb3+T6xTkhjmGfMGIU7NlIOZl1ga6wB0NUrXXuEn6QTMyZ69fWf2r6xhJfLGwUwCSCSBG8ydYma9YgNlJGkzE9JJ1+KvBaUTzT1OltX3Z4lwjZhO0n2y6zM713wWNOgIWFO0HUmegIWSdBI0B3quvY1m6kDoB08vePOulu+SCxklQNZiROx6n/SmcLRKGapLyLsOy22AzAKfAqkiQOrOfD3ZzH32qfgrue64uhFvpanNaQlsoTVQScucKQJyn0NVli/mUkqhnfWBooBkjw9QQGjc1ZYuwe6LfiDbYKmZsqkkTAlrYDhc4KgaxA+Mz8ma5La1wdOJvlVyzo2E7vLbXQszZNIJGbMGOYmYA+1I9XXG8WLltC9xLt0EjMk/RAgGQNZnpPnXuH5kyKq/hcKYAEtaktAiSZ3O9XxpxjwYMrUpDJyxxkY233F+1butZQshbdssKAdD6Ceo3BpW4/zFcxtxWuQqroqqNFB333O32G1XnAeacIl5XbDiy2oz2ycuumqHp10nauuKPDMG7N/9XcLMQoju1kkgdVPl+b2FSXwTfwv0/f0OPePJ8f/AODt4iwt3B3i87i4MuvwND6aj1pSxuHe07W3IlDBAYEfBBirbjPOWIxIy5u7t7ZE0EeRO59tvSqGrYlNeNk5OPQKKKKsIFFFFABRXsURQB5RU5OCYgiRYukHqLbf5UUupeYEKtv5CuL+AsFY+kz75jPzM1h9OHI3Oowc2rsm0xkEalDsdOoOk+1Z+143khUR4Omce0TF3jxK4WLDJl7vUjKuUEZfLWTp1mpvLvaZeswuIm6n8351+dn+dfWmHjHMHCMVlN9hcK7HJdDD0kAGPQmkHiHDhiMVcGBtXHtkjKAraaCZ3gTO5pMemcFCcapdTr2dpmucN4/hMSc9u5bLsADsrkDYEGCY18/SljtSsWrli3cV0L22iM6yVf0mTBA+5pawvZrjn3RE/tuP2WTXTHdmGNtoWUW7sbi2xLf3WCk+wmowx4oZE1M622uBs41Yu4nhVsYQ7i0SqmCyhYKj2aJH9NSuMcDv4jhgsFv42W2TJ0cpuC3312kfNZXgeOYnDArau3LYnUAka+3Q143HsSbneG/dzxGbO0x5TO3pVf8AjSXDWztHe8XU0LlHhT8NwmIu4qEDR4ZB+kEAaGMzEwB6Vl1ScXxK7ejvLjvG2di0fc6VxtKCwBMAka+VaMeNxblJ7sSTuki15UQ/ikIttcCzOVc2WQQGj0MH4piU4lcQLWIDXlFu54x4ZVipJLOQIUqNenrpXHjeDxIf8JhbbLZAXVRAuSASzvsR03jSpuN41hhYXDPcWFQJcCBjqAPoYDLow671nnJyaaXP1XqaYLSqb/2V/GMTGKa6Ed++tlUGZWRtMjSVYygGsaa+W9cs8i3bJQNMlE1UeHPr5aQQwn9654PEo+RbZa3YtNBLMc1xruwOQaKSo02gHWal4m0mUgBWZFMlVzBWB0UFiQv9nNOg8yKHtS9+hpxPmXn7ZQYi4oeUjWZ0jfodPfXfX0rk2GUtpIBnfpO2oOoBipmPstcCxqdcsEQYO+nVtwJ89elRWJU5W131HpvpWiPGxHKviba2IDoQSDuKk4RCysNNYifn/Ca7d9ngSWAjoPgSR18q9t4drjCdekSBEnSOhBOmka+VM5eZGGP4rW5aYQFVAUHxBxOvgAUyxzaAgH3OvpU27Fq2UtCSVVVUDOxY+IaBdA2UsZOoA0EaRLLFbwH8QlsoLgeEgvEkHYCcu56VM4dnvPfVHuMAmRmyKrhiTqoHQBYykgwxj1yvzfBvnJeFc8fY9wmHvLauNh7Rt32vEkOoDi2RICZ9IzTMelXuBu3LmIVXKXBbtKb6wHCXDOXIADDaaxp9xVPaxWHtWxav3L3gVwQ9sgXA/QK2vgOoMjfeufKXDWt3i9q6ty0yOGKkqQcsjMh1Gux1HrSTVpt/j9zMtmkiz4pwFLl2539mzbtT4b63BbaCJ1XUMRtqBtSRxzh9mzcizeF5T1AjL6E7H3FcuK8WuYlw9wgsFCyABoPbrrvUKtWLHKPLMs5p8IKKK9Iq5I8ooooAKfezXk23is1++M1tGyqnRmABJbzUSNOpPpBQq2TsvvBuHgDdblwH3MN+xFZe1zlHH8I0eRh4jjrGEtFiEtWk08KgewAUb+grzAcEw63WxPdjvbgUywBKAKBAGynTWNZ60o9qqP3FlgJRbpzD1I8M/Zh8+tPFq6LiB1Mq4DAjqCJH6V5MouONST5uynU7NjHneioVw3J8MR615UdKO2fnmiiivpiA88gcjrih394E25IRJjORuSf5QdPUg+WrVxnnTC8PuDDqhOWMwtgBbcjQRpLR0H3mpPZ7iVbAWcseEMp9CHJP6EH5pH555MxS4u5dS29y3dYuGRS0FjJBA1EH4IivLtZszjkey4RbwxtGiYzDrjsOrWb9y0WXMly27Aa/zLOo8xuNaouRuYcQ929hsSc1yzPi6mGykEjfWIPWauOTOFthsFbS7ClQzNJ0SSWgnpAOvzVDw3m3h1p8RiCxFy7ccEAEsyr9OUQAoIg6neddBUIq1OCVroN5MXO1Lhi2sYHUR3yZmH9QJUn5gH3mk2rnmzmNsfiDdIyqAFRd8qiTqepJJJ96pq9bDFxglLkg+Qr2vqywDAsMwBEiYkeU9K0g5Gwvf8Os2My/Uptg3FgawZ+obwZkaijJk0VtyNGGoqOWOXruKtEX7uIt2tAgnwt7K28DoBHrVTcPD7ZPhxF0idGK2x8xLVDucwYhry3WuMzoZE7D0A2AOxAqVh+GX+I32uZVQMSz3Iy208yT+vUmk0tNuTpeg+pNUlue8OxpbEG6q9za0DBM2QaQuYyTBIEn3NW1zGZBlZQuVQXJK5WzaKSLYkmdVGhA1kUu4BbqX8llwWkrmB8LATJ1GqxrqNqY8Nxy2U7l3OIYwIZfCxLaBSRmEefzS5I73RbFParoihNFVnzLlXVS0vm8f0mOqkbzpHWudrBEasqkDMrZSASATJjWNDsBOnrXl7uQt7IGZrRUkP8AR4Wy+AA5gAWiGJkHzrrwy1eLWVyGBmuMxQkS3iEnTTRDvoY3iK5wi8cm68/aItu0oBIKglNtDEQs5zpG22smpdnCHPIKoCp1CCV/OfCTLEAamNDFScdYIbRLN25lMIokH+IAZA+rKAuknUtUW6Bam5elDICd34mTMuZvESBA1jeJMHSucnXNLaix4dYQIFgXFI6QC0syQyqfEAskQdwT0Arnh8ZctJcF+4R3TWyrhSw8aECdQXiQdzqs61Bu4ZmFwXrgW2BbJvZWZrisZRQswOpgR9PWq/i/D7lu0jLdN7DmcjagKeoKn6W3oUE3u+SU8tcLg74jFWkw9xPxBvlsuRcrAIQZLS+xiRA3mqTD4p7bZkZlbzUkH7irbF8Gtthhfw5ZgoVbyNGZGjfTdCdvL7x25E4el7GotwBlUM+U7MVEgeonWPSrXGMW/qZXbaKV8BdVA5tuEOzFSFPzEVwrRLHOOIvcSFjKDaNw2ymUElQSCSTrIAzRtpFfPF+RcNcvMlm+qXjLiyRoBE9NVHX26RSLPpdTVdfM5ovwnHsx5ct3i9+6ocWyFRW1BYiSSDvAjT19KusZ2jWGxQsNaD2c2RnMEDXLIQiCoPrqKr+zri6YZ72EvkW3zypYwMw8LLO0mBHnr6V14f2XZcVnuXV7lXzKoBzsJkA6QPImT+umXJoeSTy+W3+hldKiy4t2bYN7jXCzWVjUJlCz/N4hCiOmgpU5i7OXw9o3rVzvUAzHSDl3zCCQwjXTprTtz5wq/isMEsCSbikrIXMBI3JA0aD8elSPw/4LhmS6wburLBtZEkHQeknKPipY884pPVe9UM4pvgw+mPkzm9uH3SYz2ngOk66bFf6hJ9wY8iF00KpJgCSa9acVNaZcGdG72uPYDH2yq3bbBxDW7hCt/daJ+J9DUvgXDRhENtGdrW6K0HJOpAaJK+hmPOso4Z2a4y8AzBbQP/cJn+6oJHzFX+D7NMTa+jGm3/YDj9mFeTPFiinFZNvqVTfkaMxX1/SvKQzyjxPpxBo/tXKKj3MP719zt+hldFFFe8RLvlrmu9gWOSGRozI2x9R5H1/emy72u+Hw4c5v6rkgfZZP6VnFFRngxzdyQyk0X/G+d8Xi1KO+W2d0QZVPv1b5JqgooqkYqKqKo43YUUUUxw74HCG7cVAQuYgSxgCn7C8I/wCGWcRdVnukrlBUMuUHYkAnKQZOboBpE0scpcC/E3ZYfw01byPkP8T6A054LiOKa+zlFt4YbG54GgfmjfXeGAERrWPPN3pXHUrBdSNhsBhThO/wmHS+6/UtwlnECTK6hmG8CJGopO4xzPiMSMrsFQbW0GVR8dfmadMPesjEtfwx7tEVjiGX6HMSAqxAYasSNNRpqag/8K4fjlfuS639WzFmMzuWVhqCTupETtSY5KLuSb/b9R5bqkJOCxjWXDruPPYzoQfQinbgNsOlphYsgOzNrELAgEBz4mJ6DYCka/YKOysIZSQR5EGDV7a7nEWbIa8LTWZBBB1BMysdfT/Z0ZY2hcUqLzjGLsMbxZSUU2+8VECEnYLmiTJ8ROsAAA0vcXKL3V+wXVXJ8LtmKshEieo2pxwfD7RvXib6d44WbL2g6QFhc/iDA+ZCmJ2OhpT5uvQ6WSEDWg2ZbYhVLH6R7ADXzJqWJ7pL3sUyPZv3yc7fGkXESB/AYZGUzqpbOdtdHM/FXODm3eZr4t90qE92iSCEaEbLrpLFp3gGl/mHh1uw9tbebxWrbtmIMM0zEKIHkNfc1FscWuo6urEMi5QfTy9RVXDUriIslPcbeJ4pHtd4ltrtklhcEMPJsyk6gK0idtTtVriuH2UwcO62bTWjltE5jmaHVmJMm4CBoo01E0vrzHbcJduXbmdEKmyAcrGCJnbKZmK+1/BY7JcvXzZuKqrcWNGCiJUnaR7+3nncGqu0l8/f6ldafFe/fBV8AxL4TEqLqkJdAV1YRmS4NDB6az8GnjC8qHAYa69pVfEHMyk65VB8IGn1ZfEfMwNt4oTDY5Wa9FvC2mtrZuHRoEBhJ3Q6DXrr0MdMZzeDxa2isO6ANswZUtcgjXaAQg+DS5JSm9l+vyFSUefkVWC7SFU5mwqd40Z7iQCw6/lmfQtFWeDxnDkvvjvxBLsDCHdSRlML9RMaDpr80qYu02A4kclsOUuSiMshg30iPODHuKnc8cJtYPF23trCtDlOgKtrA6A+XnNO8cG0o2rX19BNUq36DJc7Pbd7PiMVcdLlwlyi5QLYOwYsDJAgHbX71W8N5Q4gc4s4pkw6sVRs7DOBpKqpPh9Z16VZdplx7+Et3LRL2i2ZiNZBXwkx0Bn2MVZcycd/D8OW7h4graW2QNFDDQxtIAj3rPGeTSt+XVeQNKxZPA+K8PBaxd71JJKqS2+57txufNZNLHG+asVixluv4QfoACiR5gbn3pj7POO4q9jcj3LlxGVywZicsCQRO2sDT+auHalw9LeJS4og3VJYeZUxPuRH2rTB1l0TSvzQj8NoSq0vsj4Ahz4pxJVsluR9JgFm94IA+azSta7IuIzhbloHxJcLEejqIP3Uj7U3bG1idCx5HLivE0s22e4wVEEsf97mdI8zSTge1K1dxSW+6K2nYLnLeIE6A5QIAmJ1Ndu1VHODBWcouqXjyhgJ9MxH3FIHKXL1zF4lAoORWUu/RQDJ18zsBWPs+DG8TnP+BpN3Ru3cDzorqbQ8v1ryvOscwLmTlLEYBgLqgqfpddVb56H0MGqWv0dxjB28VYey6yjiPY9CPUHUV+euJYBrF65af6rbMp+DH2O9e72XtHeqpcok1RGooorWKFFFFABRRRQAx4DnFsPYW3ZtqrCZckmSesaa+5O1VeJ4jfxTgO7OSQAvST5AaCu/L3LlzGOQpCqo8THYTsI6k/4GuIBwmKGqsbLiY2OU6wSPipJQUnp5Gt9R54RgLGHtfhbt0Z7wOZdvqAHh89tJ3PSo1jlu1w64b7YjOqhgoyZS0iOp39B+ld8Z/wAOxgW810pcUDZ1XQbBlYEyD1H66Upc1cbGKv5l+hBlX1Ekz8kn4isuOMpure/JWTS/YrMdijduu50LszR5SZr4w93K6tvBBjzgzXOit1dCA9Y/C4G464sYlleVZrOQSSIiDmkTAkZd5gwdK3iWB/E8UdekqXPkFRc3+Xua+k5xtlFNzDI95QArnpG3t5xr6RTDguP4fhTk3La3sRdhrhZcwWTOgLAATMbnT2rH8cOjuqRo+FiNxzGfiMS7LqCYWPIeEff/ABq7w/Zrimtd4Xw6GJFtrsOfgAqD6EimrivOffXsOq3FNq8ZZAT4SIKECdPFGhGhU/C/xHgnFHxDOi3Smbw3FJ7tROknYabg67711ZZNJKo7dRXFc8idisK9p2R1Kspgg9K40y8+oBiV8zbXNp6kD9AKWq0wlqimSkqdE7FcavXLNuyzSluco/z846e5qEDXlFMklwDdjtwvtCQKpxFgXbqCFujLm+SRIPqD8UucwcdfGXjdfToq75QOk9TJJJ8zVZRU44oRepI65tqmX/LnON/BGAc9o722Omu5B/Kf08wadMPz9w+/bNu6hRTujJmXefyT11mBWWUUuTs8Ju3z6HVNo1/C828Lwls9y1sTuLdtsx+SB+prN+aOYGxt83CMqgZUXyA119SSSfeqiiuY+zxxvVy/UHNvYKn8F41dwl0XbLZWGh6hh1BHUH/etQKKu0mqYhrXCe07DYgZcQvcsdDPitn5iV9iCPWm3C3kZQbbKy9MpBHxl0r88V6GrDPsMX4XQ6kfok8RVdDcUR0LAf40V+dq8pP+vX932O6z9M27dYLz5iFfiOIK6jPl+VAU/qDTtzf2mhVa1hmlts42X56n209TtWVkzXexYJQuchZM8ooor0RQooooAKKKn8D4d+IxFu30Y+L2Gp/QGuN0rYDvwRRgeHG6fqYG58tog/8Ab9zWduxJJOpO9PHaJxCFt2BpPjI9B4VH7/YUjBSTHWodnVpzfUeXkTuDcEu4u53dpZO5JMBR5k9BT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Sudah jelas dari unsur katanya yaitu mathe yang berarti matematika dan magic yang berarti sulap. Mathemagic artinya sulap yang berhubungan dengan angka / matematika. Yang ini sangat jarang, karena jika orang ingin bisa seperti ini mereka harus belajar matematika dengan sangat keras. Salah satunya adalah belajar perkalian dari 1x1 sampai 1.000.000x1.000.000 bahkan lebih dari itu. Dan kemampuan mereka selain berkali cepat adalah memprediksi angka, mengetahui angka, dan mengotak atik angka. Contoh dari magician beraliran mathemagic adalah Joe Sandy .
3.Aliran Illusionis
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Jenis aliran ini memiliki kemampuan membuat seolah olah benda yang tidak ada menjadi ada. Yaitu membentuk suatu ilusi yang sebenarnya adalah tipu daya pesulapnya ataupun dengan teknologi canggih. Contohnya adalah Demian Sang Illusionis.
4. Sleight Of Hand
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 
Nama lain dari teknik sulap ini adalah "Tangan Dewa'. Jadi mereka memiliki kemampuan kecepatan tangan. Sehingga mereka bisa memunculkan/menghilangkan kartu, tongkat, uang dan sebagainya dengan sangat cepat. Karena itu mereka dibilang tangan dewa. Dan Contoh dari magician beraliran ini adalah Rhomedal.
5. Sulap Classic
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Nama lainnya adalah Classic Manipulation. Kalau ini mengumpulkan 2 teknik sulap yaitu Kecepatan tangan dan manipulasi. Jadi seseorang menggunakan manipulasi sederhana untuk mengubah satu benda menjadi benda lain, contoh sulapnya seperti kain menjadi burung, kotak menjadi payung,dll. Dan contoh magiciannya adalah Wind Aztemonte.
6. Aliran Cardician
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 
Ini merupakan teknik pendalaman dari aliran illusionis sebenarnya yang dikhusukan dengan kartu saja. Jadi aliran ini hanya khusus mempelajari ilusi kartu dan contohnya juga sama yaitu Demian Sang Illusionis.
7. Aliran Escapology
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Aliran ini adalah aliran sulap yang kerjaannya hanya melepaskan diri yang didasarkan pada kekuatan dan kecerdikan. Contoh sulapnya seperti seseorang yang dimasukan kedalam air dan dirantai dan harus keluar, atau dia diberikan baju untuk mengikat orang gila dan mencoba melepaskannya. Contoh dari magician ini adalah Harry Houdini dan Oge Arthemus.
8. Aliran Pick Pocket
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 
Aliran ini baru terkenal di Indonesia saat The Master Season 5 dimulai, karena ada salah satu kandidat yang menekuni aliran ini. Bahasa Indonesianya adalah Tukang Copet dan saya paling suka aliran ini. Mereka dapat mengambil jam,uang, handphone, bahkan kauskaki anda dengan sangat cepat tanpa anda sadari. Dan mereka juga bisa beberapa ilusi. Dan contoh dari pick pocket adalah Bow Vernon.
9. Aliran Fakir
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 
Kalau ini menjadi perdebatan saat kini , apakah seorang fakir memang menggunakan kekuatan mereka atau hanya trick , itu karena memang magician ini kerjaanya hanya memamerkan kekuatan. Seperti makan beling, lewatin bara api, berjalan diatas pisau, dan lain lain. Kalau yang ini sudah jelas yaitu Limbad.
10. Aliran Hypnotist
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Aliran ini kemampuannya adalah mempengaruhi alam bawah sadar seseorang agar mengikuti apa yagn kita perintahkan melalui kata kata. Dan dalam memilih orangnya seorang magician harus pemilih karena tidak semua orang bisa dihipnotist. Contoh magiciannya adalah Romy Rafael.

Sekian Jenis Jenis aliran sulap dari Lank Techno
Yang copas jangan lupa sumber
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