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現在、機械学習aiメンテナンス中のため、再開までしばらくお待ちください。 動画再開の準備ができるまで、Aiの学習パラメータ、投資の知識向上を目的とした 動画を公開していきます。 ぜひご視聴いただけると幸いです。 日のS&P500指数を予想するチャンネルです。 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毎日、当日の前場までのデータを分析し、大引け前の12:30に公開しています。 しばらくメンテナンスを計画していましたが、 当初想定したよりも方向性がまとまらず、機械学習パラメータを分岐させることにしました。 そのため、従来のパラメータによる動画は継続して公開することにりました。 一旦機械学習を停止させているため、 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毎日、当日の前場までのデータを分析し、大引け前の12:30に公開しています。 しばらくメンテナンスを計画していましたが、 当初想定したよりも方向性がまとまらず、機械学習パラメータを分岐させることにしました。 そのため、従来のパラメータによる動画は継続して公開することにりました。 一旦機械学習を停止させているため、 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毎日、当日の前場までのデータを分析し12:30に公開しています。 しばらくメンテナンスを計画していましたが、 当初想定したよりも方向性がまとまらず、機械学習パラメータを分岐させることにしました。 そのため、従来のパラメータによる動画は継続して公開することにりました。 一旦機械学習を停止させているため、 これまでよりも精...","preview":{"posterSrc":"data:image/png;base64,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毎日、当日の前場までのデータを分析し12:30に公開しています。 しばらくメンテナンスを計画していましたが、 当初想定したよりも方向性がまとまらず、機械学習パラメータを分岐させることにしました。 そのため、従来のパラメータによる動画は継続して公開することにりました。 一旦機械学習を停止させているため、 これまでよりも精...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDASIAAhEBAxEB/8QAHQAAAQUBAQEBAAAAAAAAAAAAAAEFBgcIBAMCCf/EAD8QAAEDAwIDBAYIAwgDAAAAAAECAwQFBhEAEgchMRMiQVEIFBhWktIVFzZXYXSUsiMygRY3QlJxkZWhJGLR/8QAGwEBAAIDAQEAAAAAAAAAAAAAAAIEAwUGAQf/xAAwEQABAwIEAwYFBQAAAAAAAAABAAIRAyEEEjFBBRNRFSIycZGxYYGh0eEGFDNSwf/aAAwDAQACEQMRAD8Axlo1uSk+hbZUylxJartuFKn2EOEBDOAVJB/y/jrp9iSyfe64vgY+XRFhLRrdvsSWT73XF8DHy6PYksn3uuL4GPl0RYS0a3b7Elk+91xfAx8uj2JLJ97ri+Bj5dEWEtGt2+xJZPvdcXwMfLo9iSyfe64vgY+XRFhLRrdvsSWT73XF8DHy6PYksn3uuL4GPl0RYS0a3b7Elk+91xfAx8uj2JLJ97ri+Bj5dEWEtGt2+xJZPvdcXwMfLo9iSyfe64vgY+XRFhLRrclV9C2yodLly03bcKlMMLcAKGcEpST/AJfw0aIrhvu+p9m25bYhN04+t0511S5gdIyyyhQQA2M5VuIyeQxpthcTLkk3VGiFuCiE7WIkBTQpz6iEOsocUr1jd2YUCsgJIzgA6kVw2Wm6rcoUhVTqMMw6U61shFKXHg8yhJTuVyA7vQ8jnmRqK0fh/WYgtqa/S5S6q9W2qhPUmd/AhMNgJShSN21a9iUjclJ5g88Y1r6vP5hjSy63hx4UcGBVA5kOBnqSSDfYAajqALlSipXbczl51ui0pdrRY9MLCQupyHEOOlxoLyAnlgZxrot+/HF2LJr1YisuSWai7Tm2KcSsSnUvFptLW4896sYzywcnlpkqltVhfES5amqwqFcESYqKYz9SktoKQhkJUEgtrOM9en9dFAs24k8Pm4jcCBSqtCuJ2rRIbju6NtD6lJb3IHJJSogEDI5ch01611XMdd/e30UalDAGgyco/j3E3b3tCTrrIEJ1triJNmVhEKs28mmsPVN6lMyGpofSJTad2xY2pwCAoBQyMpIOOWfFd33TMuOuwKa7aUSPS53qifpGS6h1z+Ghe7CeWO/j+muehWXcKZVEptSTETApVRVWJc1Du5yfNc3qIQjHcbSpxXNRyQlOBri/svWUXdc8x7h3b1dZm1MPxpVSktoX2fYtpwkFtZ25SepHPPLxPmatlEzr/nwHVeto8O5r8mXw2uInMAD3nC5beJt0mQO2bxBraeEMS7W6fGEp+SWJC2cutRkh9TXahBIU4DtACRzJUPDOmOqcV7jj1iFFQq1WRUG4zsdpby3OyDisOIeeSsIbUgAnJGFZwnJB0tTsS4JPA2m0FVEiioQ3Zb7kUqQtSMl8toaPTJK28EEYHl01wLsW6IdVhNRqHUl0+KmU2+mH9HNtSAsjYUtuA5BAwrtM4/w7dY3Pr210H5V7D0OE5ng5PFUiTHdHhvJ6QOoNjMlSvidel123UZppqaKuG1TFVCOJMV5SnktlKXEhxKwncCpJxj+VQ689OFuXTcJTcciuKp8iJRz2BcpcB8lb4AKkpBUorCcgHAGDnyOuHinw+hVm0KzPgUyoOV2TFy0wmoO7Q5hI2hG/s/DGMY5afYljQKLDlv2z2kSpvRy0hybLkSWk7sZJbU5g9Oowfx66z5a3MJ28/Nao1eG/sWNjvkwbDbLeZJA1EwZva0KFW/xWrVTeoAYpaJIdpyVz0LW3CU9KcxsQx26070jBJKN2dyRnTjWeK5Zi2fUY9Intw60+S9lDazsCXAW098fxApKT0Ix0ySBol2XXaBb9JZYqUquR6M02lpmNTowmukKGEpdcO1toAJzjv9e9pqmcOKkLeshLtMYqc6Az2EqHJcBiM5ZeWoqxk4LqmkkjPJCcDrrFOIAi829x5/FXsvB6j84DcsuAgmSIebzG+WDAjS5Txw04jVmvVqZDrdF9TSOxKVIeZCI4Uz2h35c3KzyxhJIzg4wdR+pcYqkyyanCl2wunTZ7jVPalOOof9XQst9sdoIKSpCjnkcEDXRY3C2oUO+pVYMSlPgSmC6t+I2lp1Cm8uLjJSCWVIcJSkcgU5BzyOmh6x7xFX3U23WvV0SH1pDspDCUpE99xCUgA9ULSRyAA/21jLsSGAGZv+NFYZR4M7EuLcpbDd4GhzDvE3mL/I3JU9su6pl3cPKrVJb9GczEVhunuOLLJLO4tubwMLG4dOWjXDw4oNcoNj3LHrsFER5TaUthD4dS4luC01vBGORLZ5EAj/vRrY0C40xm1XKcUZRZi3ihGXaDI06hWBbH2apn5Nn9idOOm62Ps1TPybP7E6h/pF3SbP4L3JWGn0sSzEMWIsq27X3j2SFZ/wDUr3f6JOsq16sDS6ob0S61RWJF4WDRLhar1Pok5qTTpiJPbByPIaSSkKyc7XUuA+RVqXelI44z6Pt5utOLbWmmqKVIUQR30+I0RWXo0z2q4pNnUtzYt1Yp7KtoPeUezScc/E6ydx2pjiqnErFI4NzqVMrk8QXk1aDEeD8qQskOtrRKyl7krAWC2fHGiLZHLGvGLLiymA/FksvtElIW24FJJBIIyPIgjWeuFtQp54O3LZ/D61L7jvUaSiOXzUY6H5U1bid+2ShxaE7cJLm0YSknAJ5apdihXDTLTtKHdTjk5hdZqTraH3S+2lKe2Q6THWw4W/43e3FCgvtEHunRFvMEEcsEaXVUeis25A4D0lMlh1hTcicrs3GyghJlvFPdKU4BGMd0DGMADlqTpr89l2aX6PKj+rtrkb1ucnUIRuV5jmeQx4EH8NRc4NIB3MJsT0TmudKbqI7ZR2JXgpHIH/7pxqcxEaCXsrUFYCS2grVz8QBzOs3wPSRqFYnhMLhwqW9tBUEVAkAeZ7mP99OFU9IeuQ2i5N4cFLKOZeRUt6E/juSg41texsZ/T6j7rWdsYMGC73V7W/OfnBailIbQpScpeDqTjlyUAPHIOR1B56ddQLh3f8W4uHca7ZTLdIakdoXEuvF0IKFqRyOBn+XPPH9dTWmTGahT2JsdxDjTyAtK0HKSD4g+Wtc9jqbix2oWwbWp1bs3v8lz3N9nKn+Ue/YdGi5vs5U/yj37Do1FTRbH2apn5Nn9idM1/WXFvCVbxqEx1uJRqq3VDGSgFMlxsKDaV5/wgq3Y8SBrxqVwTbesejSadbNXuOU80wyiLTkt7h/C3Fa1OKSlCBtxknqQPHUTY470GXadLqlPoFcl1iqVR2kxqGlttMr1prm6lRUoICUjBKt2OY/HBFLE2HCZ4qtX/DluRZP0SaXJittpDUhHadolavEKSfHy5a7eJdqMXvYlXtSVLdiM1OOWFvNJClIGQcgHkemojE4xN1ayYFyWzZNzVxUhyQ1Khx22kOQVsEB1LxWsJCsnugElXhrjuXj/AGnR+FNI4hIpdenwKsyt1hmPDytsIWEL7VWdjYCiE5J5n+XOiK06TDTT6XFgIWXEx2UMhShgqCUhOf8ArUJ4m2dcV2XRaqo9TpUWgUeqxqtIbXGcVKceYUopShQVsCCFYORkHnnw07cQr3p9m2b/AGjmRZUvtHGGIsOPtL0l55YS22gEgFRKvPoDpjm8UxTOIdMtOt2jXqYzVpa4VOqbvYqjyHkJyQAlZWlJ8FFIz16dCKRXjajNbsapWrTpi6CzUG1NLegsoSpCVqy7tHQFYKgT17xPXVbzuD91MXVUJ9v3PRKexJqq6jEmu0px2o04uMtsuoac7UIUkobAwtKhzyQSARObjv8Aj0y8lWnBo1SrNUbo7tXdah7MoaSrY2jvKHfcXkJH4EnAGvHhhxGj3pVK/RHqFVKDWrfdZbqEGd2alIDqCttQW2pSVAgHx0RO9g2sxZ1FkUmLUJcqEZj8mOiSoK9VbcWV9ik9ShJJxuJPPrjGva5DENt1gMhO71B7O0YyNiunhp6cSFtqQoAhQwdRyFQnlKlty3FqYkNOMO5OCtCt3j1yAojPjy8sakwgOBKg8S0gLJtpU9Tdn09MFtS21x0SHlISVAuKJBKkgHO0YTz6acQyWmnHZiC1F2KU+VckhsoO4FR6kjIAPicY1PRwL4fU5DPbVStsvSHdjATO2EhZOxHJPXCcE+OnGXwRtGpRW40uqXBsA7NouTgRuwcEgp7x13rOOYcUyIPovmdb9P1n4jOHalOvo60um1TgLQ2p0ePIjtyX3Eokp3JJEheMjz6at2IwiO1sRjBxyAAA5Y5AcgOWoTaVtM2vZlNoFJD6oLCSQpxe5anFKJWSfDvE4/DUypcdcaIELWpSidxBP8ufDXD4qoKlZ7hoSSvo2Fp5KTQdYC8Lm+zlT/KPfsOjRc32cqf5R79h0awKyq34tp4jyOFtDp/DeE69KlhhFQeYlsx5DMXswV9it3upcVySFYO3mceIhK7CuymUnh3cNt8Nvo2VZtSmFy31Vpl56WzIaCVv+sHCC4VZJCjn+mBqeW/xv4SMUGAw9xBt9DjcVpKkmUMghABGu369OEH3iW9+rGiKoXbD4x0fhvBtymUJx9uv1efVbpj02rsR3m0PKGyI2+5yAI/nUkHoQDz5zviNZdcuH0VJtl0GzWqBVHYjLEahie24lgNyEHHbZCFZQndknqefPUj+vThB94dvfqxo+vThB94lvfqxoiaKvAm3bxytyjPxH00Oy4SarKWts9m/UXEluOgEjCi2je5kHkVDU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※投資は自己責任です！","preview":{"posterSrc":"data:image/png;base64,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2021年5月24日～27日 明日株のaiが４勝１敗と絶好調(/ω＼) 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毎日、当日の前場までのデータを分析し12:30に公開しています。 しばらくメンテナンスを計画していましたが、 当初想定したよりも方向性がまとまらず、機械学習パラメータを分岐させることにしました。 そのため、従来のパラメータによる動画は継続して公開することにりました。 一旦機械学習を停止させているため、 これまでよりも精...","preview":{"posterSrc":"data:image/png;base64,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年版明日株の自己紹介動画】 https://youtu.be/7r-X5v9GRnA ※投資は自己責任です！ 最後はしっかり自分自身で判断しましょう！ 【Twitter】 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毎日、当日の前場までのデータを分析し、大引け前の12:30に公開しています。 しばらくメンテナンスを計画していましたが、 当初想定したよりも方向性がまとまらず、機械学習パラメータを分岐させることにしました。 そのため、従来のパラメータによる動画は継続して公開することにりました。 一旦機械学習を停止させているため、 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均株価予測【2021/4/12】 ・Ai予想c（Topix） • Aiによる明日のtopix予測：2021/4/12 ・Ai予想d（S&P500） • 【Mon/4/12/2021】AI Stock Forecast Inve... ・ 株の自己紹介動画】 • 【明日株】2021年版 頑張る個人投資家『明日株』自己紹介動画 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る個人投資家『明日株』自己紹介動画 ※投資は自己責任です！ 最後はしっかり自分自身で判断しましょう！ 【Twitter】 / 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株価） • 明日の日経平均株価予測【2021/4/12】 ・Ai予想c（Topix） • Aiによる明日のtopix予測：2021/4/12 ・Ai予想d（S&P500） • 【Mon/4/12/2021】AI Stock Forecast Inve... ・ 株の自己紹介動画】 • 【明日株】2021年版 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る個人投資家『明日株』自己紹介動画 ※投資は自己責任です！ 最後はしっかり自分自身で判断しましょう！ 【Twitter】 / 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る個人投資家『明日株』自己紹介動画 ※投資は自己責任です！ 最後はしっかり自分自身で判断しましょう！ 【Twitter】 / 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（ほぼ丸パクリですみません） 初日からaiと予想が違って混乱させてしまうかもしれませんが、 明日株は自分の予想を信じます。 C（Topix） • Aiによる明日のtopix予測：2021/4/12 ・Ai予想d（S&P500） • 【Mon/4/12/2021】AI Stock Forecast Inve... ・ 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る個人投資家『明日株』自己紹介動画 ※投資は自己責任です！ 最後はしっかり自分自身で判断しましょう！ 【Twitter】 / 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（ほぼ丸パクリですみません）初日からaiと予想が違って混乱させてしまうかもしれませんが、明日株は自分の予想を信じます。 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（ほぼ丸パクリですみません） 初日からaiと予想が違って混乱させてしまうかもしれませんが、 明日株は自分の予想を信じます。 C（Topix） • Aiによる明日のtopix予測：2021/4/12 ・Ai予想d（S&P500） • 【Mon/4/12/2021】AI Stock Forecast Investmen... ・ 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毎日、当日の前場までのデータを分析し、大引け前の12:30に公開しています。 しばらくメンテナンスを計画していましたが、 当初想定したよりも方向性がまとまらず、機械学習パラメータを分岐させることにしました。 そのため、従来のパラメータによる動画は継続して公開することにりました。 一旦機械学習を停止させているため、 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毎日、当日の前場までのデータを分析し12:30に公開しています。 しばらくメンテナンスを計画していましたが、 当初想定したよりも方向性がまとまらず、機械学習パラメータを分岐させることにしました。 そのため、従来のパラメータによる動画は継続して公開することにりました。 一旦機械学習を停止させているため、 これまでよりも精...","preview":{"posterSrc":"data:image/png;base64,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毎日、当日の前場までのデータを分析し、大引け前の12:30に公開しています。 しばらくメンテナンスを計画していましたが、 当初想定したよりも方向性がまとまらず、機械学習パラメータを分岐させることにしました。 そのため、従来のパラメータによる動画は継続して公開することにりました。 一旦機械学習を停止させているため、 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毎日、当日の前場までのデータを分析し12:30に公開しています。 しばらくメンテナンスを計画していましたが、 当初想定したよりも方向性がまとまらず、機械学習パラメータを分岐させることにしました。 そのため、従来のパラメータによる動画は継続して公開することにりました。 一旦機械学習を停止させているため、 これまでよりも精...","preview":{"posterSrc":"data:image/png;base64,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毎日、当日の前場までのデータを分析し12:30に公開しています。 しばらくメンテナンスを計画していましたが、 当初想定したよりも方向性がまとまらず、機械学習パラメータを分岐させることにしました。 そのため、従来のパラメータによる動画は継続して公開することにりました。 一旦機械学習を停止させているため、 これまでよりも精...","preview":{"posterSrc":"data:image/png;base64,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毎日、当日の前場までのデータを分析し、大引け前の12:30に公開しています。 しばらくメンテナンスを計画していましたが、 当初想定したよりも方向性がまとまらず、機械学習パラメータを分岐させることにしました。 そのため、従来のパラメータによる動画は継続して公開することにりました。 一旦機械学習を停止させているため、 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毎日、当日の前場までのデータを分析し12:30に公開しています。 しばらくメンテナンスを計画していましたが、 当初想定したよりも方向性がまとまらず、機械学習パラメータを分岐させることにしました。 そのため、従来のパラメータによる動画は継続して公開することにりました。 一旦機械学習を停止させているため、 これまでよりも精...","preview":{"posterSrc":"data:image/png;base64,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毎日、当日の前場までのデータを分析し、大引け前の12:30に公開しています。 しばらくメンテナンスを計画していましたが、 当初想定したよりも方向性がまとまらず、機械学習パラメータを分岐させることにしました。 そのため、従来のパラメータによる動画は継続して公開することにりました。 一旦機械学習を停止させているため、 これ...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"49","reqid":"1765790193974578-11128201753251473354-balancer-l7leveler-kubr-yp-sas-17-BAL","isAdultDoc":false,"relatedParams":{"text":"『AI投資』今週の日経平均株価ai予想（2021/9/13～17）","promo":"pumpkin","related_orig_text":"AIを用いた明日の日経平均株価予測【2021】","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"AIを用いた明日の日経平均株価予測【2021】\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=cl0DCFLTYPA\",\"src\":\"serp\",\"rvb\":\"EqwDChQxNjkxNjM5MjEwMzYzNzE3ODE3NQoTNzYzODI1NzA5MDYxNjMxNTIxOAoTODE2MjQ5MTkxNzc0NjAxMTQxNQoTNjk0MDUyMjgzOTAxOTA2MTM3OQo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