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Aiを用いた明日の日経平均予測『AI予想』","promo":"pumpkin","related_orig_text":"AIを用いた明日の日経平均株価とSP500予想","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とSP500予想\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=3Q9UOD-b1kU\",\"src\":\"serp\",\"rvb\":\"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_AgDn_gD7BP8BAPAF_wD6__4A9vr7_f4D_wDiAwL8CP8AAPr9-fn4AAAABg0I-vj-AQAKBQAJBAAAAP3wAgICAAAAAgv3Bv4BAAD-DwP6AgAAAA8G-Q__AAAA8wv__vr_AAASEPUFAQAAAAP5_gMAAAAAIAAtXrXYOzgTQAlITlACKnMQABpgHxkACBU7GOQVBO79EP4e9QDo-9D1-QAX-AATBP3wAwH70v77_wv9BOzQAAAAAQcAKQUA3kAaF9UG8yn37MUE8SB_8Bv-JfgP_O0nKuf9Ahr7B_P1APj44fEb_gYbF94OIAAtgCaAOzgTQAlIb1ACKq8GEAwaoAYAAOhBAACIQQAAYEIAAMDBAACQwQAAhEIAADBBAAAwQQAAnsIAAHDBAACwQQAAEMEAAMjBAABAQQAAGEIAAFDBAACQwQAAisIAAEjCAABkQgAAqEEAABDCAADIwQAAqEIAAJDBAABAQQAAsMEAAADBAABwwQAAqEEAALjBAADgQQAAuMEAAKjBAABowgAAJEIAAAzCAAB4QgAAFEIAALhBAACoQQAA-EEAAMBBAABgQQAAMEEAAEDCAAD4QQAAQEEAALZCAACWQgAAIMIAAODAAADYQQAAAMAAALBBAAAgQQAA8MEAAODAAADgQAAAfEIAAOhBAAAQwQAAEMIAAMjBAAAYQgAAFEIAADTCAABgQQAAMMEAALLCAADQQQAApkIAAIA_AADWQgAAAEAAAKzCAACIwgAAgEEAAGhCAADgwAAATMIAAHBCAACQQQAAMMEAABDBAAAcQgAATEIAAHBBAABgQQAAAMIAACjCAABQwQAAgMIAAFDCAAAEQgAA4MAAAKDCAADSQgAAeEIAAIBAAAD4wQAAHEIAAGRCAAAEwgAAmMIAAPBBAAAswgAAbEIAAAjCAAAMQgAAyEEAAKBAAACYwgAAoEAAAJhBAABQwgAAyEEAANjBAAB0QgAAHMIAAEDBAABcwgAAQEAAACDCAACAQAAAoEAAAIDAAACOwgAA4MEAAHDCAACAQAAAgL8AAEDBAABkQgAAkMEAALBBAAAAQgAA4EEAAEDBAADQwQAA-MEAAADCAACAvwAAAMEAADhCAACAwAAAoEEAALjBAAC4QQAAwEEAALbCAACAQQAAAMIAADDBAAAwwQAAiMEAABDCAABQQgAAUMEAAFDBAABcwgAAEEEAAOhBAACIQQAAEEEAAABAAACQQQAAEEEAAIC_AACAQAAAjsIAAJ5CAAAwwQAAuMEAAMjBAAAgQQAAAMAAAGTCAADoQQAAiEEAAJTCAABgwgAAhsIAAIDBAACoQgAAVMIAAKBAAAC8QgAAGEIAAIhBAABwwgAAkEEAAGDBAACAwAAAUEEAAChCAAAUwgAA4EAAALDBAACcwiAAOBNACUh1UAEqjwIQABqAAgAA-L0AAKg9AACKPgAALD4AABy-AACSPgAAjr4AAP6-AADoPQAAiD0AAGQ-AACYPQAA2D0AAAw-AAAQvQAAQLwAAFA9AABAvAAAML0AADQ-AAB_PwAAQLwAAJi9AABcPgAAcD0AAEQ-AACKvgAA6L0AAPg9AABAvAAAML0AAEA8AAA0vgAAUD0AAKi9AADovQAAoDwAAES-AACivgAANL4AABC9AAAQvQAAUL0AAKA8AAC4vQAAHL4AABQ-AACoPQAAmL0AAEy-AAAwPQAAQDwAANI-AAAkPgAAor4AAHA9AAAZPwAAoLwAABQ-AAAUPgAAyD0AADS-AABQPQAAUL0gADgTQAlIfFABKo8CEAEagAIAAIC7AAC4vQAALD4AADO_AAAQvQAADD4AADC9AAA0PgAARL4AAJI-AACIvQAAmL0AAEw-AAAwPQAAcL0AAEC8AAAEvgAAQT8AANi9AADYPQAAgDsAAES-AAAcPgAAFL4AAHA9AAAkPgAABL4AABA9AABwPQAA-D0AAKC8AACYvQAA6D0AANi9AAAwPQAAEL0AAIg9AAC4vQAAMD0AAFC9AABcPgAAiL0AAIC7AABwvQAAXL4AAKa-AAB_vwAAPD4AAEA8AABMPgAA4DwAAIg9AAD4PQAAlj4AAKi9AADgPAAAmL0AAOA8AADIvQAAML0AABQ-AADYvQAA4DwAAIi9IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://www.youtube.com/watch?v=3Q9UOD-b1kU","parent-reqid":"1765790859165785-7160655413608214570-balancer-l7leveler-kubr-yp-vla-166-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":640,"cheight":360,"cratio":1.77777,"dups":["7334460120369886055"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false},"8453779853037569637":{"videoId":"8453779853037569637","docid":"34-3-15-ZBDEFBDCF033AB13E","description":"独自のaiを使用して明日の日経平均株価を予想するチャンネルです。 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、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、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、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、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、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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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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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、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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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。 責任です。 的中率は高くとも、あくまでaiによる投資予測です。 最後はご自身で判断し、投資してください。","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、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、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、 これ...","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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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":"25","reqid":"1765790859165785-7160655413608214570-balancer-l7leveler-kubr-yp-vla-166-BAL","isAdultDoc":false,"relatedParams":{"text":"【AI投資】 Aiによる来週の日経平均株価予想（2021/8/16-20）","promo":"pumpkin","related_orig_text":"AIを用いた明日の日経平均株価とSP500予想","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とSP500予想\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=TOP2Qcq1q2Q\",\"src\":\"serp\",\"rvb\":\"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_E60EggQkAYAEKyqLARABGniB-_8B__sGAOz7CAX9AgAA6fr--fwAAAD9CPgIAwX-AOwDBgAC_wAA-Pv9Av8AAAD7Cwf6AP4AAAj_BAMEAAAA-_4G_f0AAAD4CwEF_gEAAP0R8gAC_wAAEgQB_f8AAAAABQkDAQAAABEQ9QUBAAAA__YB_gAAAAAgAC3En-M7OBNACUhOUAIqcxAAGmAuHAAGFjMb6BQG8AMOBxT7-foD5vb8ABkGAAf8__UK9hLd_f4ABPgS8tcAAAALEfgZ6QDaOAwf1Pr_Hw7zyxDiJX_2FAMU_Qbv6Rgf5fwCE_X99fEABPrm8QQS_w4g_xQgAC1w3Is7OBNACUhvUAIqrwYQDBqgBgAA-EEAAPhBAABIQgAAcMEAAAAAAABUQgAAZEIAAMhBAACywgAAAMAAAOBBAADAwAAA2MEAAEDBAAAAQQAAuMEAAPDBAADYwQAAAMAAALBBAABUQgAAwEEAAHDCAAAEQgAAQMAAAOjBAAAUwgAAwEAAAABAAAAYQgAAgEEAAGDBAAAcwgAAFEIAAMDAAABIQgAAUEEAAPhCAABAQAAAHEIAAIRCAAAQQQAAdEIAALDBAADQQQAATMIAANBBAACoQQAA4kIAABxCAAAQQQAAgEEAADBBAABQwQAAAMIAAIA_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-AACgvAAABL4AAI4-AACGvgAAFb8AALg9AACYPQAA0j4AAIg9AACoPQAAFD4AADy-AABwvQAALD4AAMi9AABQvQAAZD4AAH8_AAAQvQAADL4AAHA9AAC4PQAAXD4AAES-AADovQAAyD0AAFA9AABAPAAAyD0AAGS-AACIPQAA2L0AAHS-AAAwPQAAcL0AAI6-AAA8vgAA-D0AAFA9AACgvAAAQLwAAFS-AAAkvgAAnj4AAIg9AAAcvgAAjr4AANi9AACIPQAA5j4AAEw-AAB8vgAAUD0AABU_AABAPAAAHD4AADQ-AAAwvQAAZL4AABC9AACovSAAOBNACUh8UAEqjwIQARqAAgAA2L0AAKC8AACGPgAAMb8AABA9AAAEPgAAQDwAAOg9AACavgAAtj4AAHA9AABQvQAAXD4AAKC8AAAUvgAAQDwAAGS-AABhPwAAgDsAAKA8AADYPQAAkr4AAFw-AAD4vQAAED0AAKg9AABUvgAA6D0AABQ-AAAwvQAA4DwAACy-AAAUPgAAuL0AAPg9AABQvQAABD4AAPi9AACYPQAAcL0AALI-AADYvQAAQLwAAFS-AAA0vgAAkr4AAH-_AADoPQAAmD0AAFQ-AAAEPgAABD4AAFQ-AAB8PgAAJL4AAOA8AAAsvgAA2D0AAMi9AAC4vQAAmD0AAAy-AABQvQAAgLsgADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=TOP2Qcq1q2Q","parent-reqid":"1765790859165785-7160655413608214570-balancer-l7leveler-kubr-yp-vla-166-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["13419361135575260993"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false},"8607194245227121576":{"videoId":"8607194245227121576","docid":"34-4-16-Z1338B253BCFEB16C","description":"独自のaiを使用して明日の日経平均株価を予想するチャンネルです。 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/8QAHAAAAQUBAQEAAAAAAAAAAAAAAAEFBgcIBAMJ/8QAPxAAAQMDAgMEBggEBQUAAAAAAQIDBAUGEQASBxMhIjFBUQgUGFaS0hcyNldhdJSyFSOBlUJScZGhM2LB0eH/xAAbAQEAAwADAQAAAAAAAAAAAAAAAgQFAQMGB//EADARAAEDAgUCAgkFAAAAAAAAAAEAAhEDIQQSMUFRBRMiMgYVYZGhscHR4RQzUoHx/9oADAMBAAIRAxEAPwDGWjW5KT6FtlTKXElqu24UqfYQ4QEM4BUkH/L+Oun2JLJ97ri+Bj5dEWEtGt2+xJZPvdcXwMfLo9iSyfe64vgY+XRFhLRrdvsSWT73XF8DHy6PYksn3uuL4GPl0RYS0a3b7Elk+91xfAx8uj2JLJ97ri+Bj5dEWEtGt2+xJZPvdcXwMfLo9iSyfe64vgY+XRFhLRrdvsSWT73XF8DHy6PYksn3uuL4GPl0RYS0a3b7Elk+91xfAx8uj2JLJ97ri+Bj5dEWEtGtyVX0LbKh0uXLTdtwqUwwtwAoZwSlJP8Al/DRoiuG+76n2bbltphN08+t0111SpgdIyyyhQQA31yrOMnoNNsLiZcki6o0QtQUQ3avFgKaFOfUQh1lDilesbuWFArICSM4AONSK4bLTdVuUKQanUYfqdKda2QilLjweZQkp3K6AdnuPQ56kaitH4f1mKLamv0uUuqvVtqoT1JnfyITLYCUoUjcErXsSkbkpPUHrjGs+t3+4Y0svW9OPSjgwKoHcggzySSDfYAajkAXKlFSu25XLzrdFpTlrRY9MUwkLqchxDjpcaC8gJ6YGca6LfvxxdjSa9WIzLklmpO05tinErEp1L3KQlvceu9WMZ6YOT00yVW2quviHclTVYNCuCJMXFMd+pSW0FIQyEqCQW1nGR17uvnooFm3Cnh83EbgQKVVoVxO1aJDcd3RtofUpLe5A6JKVEAgZHToO7XLXVcx13+dvgo1KHTzQZOUft7ibt8UwSRfWQITtbfESbMrCIVZt9NNYeqb1KZkNTQ+kSm07tixtTgEBQChkZSQcdCfBd3XTMuOuwKc7aUSPS53qif4jJdQ65/LQvdhPTHbx/TXPQbMuFMmi02pCImBSqiqsS5qHdzk+a5vUQhGOw2lTiuqjkhKcDXGLXrKLuueY9w8t6uMzamH40qpSW0r5fJbThILaztyk95HXPTxPGatlEzr9PYOUbR6d3X5MvltcROYQfE4XLbxNuJmOybxBraeEMS7W6fGEp+SWH1s5dajJD6muaEEhTgO0AJHUlQ8M6Y6pxXuOPWIMRKrUZFRRGdjtLeW5yg4rDiHnkrCW1IAJyRhXcnJGlqVi3BK4HU2grokUVCG7LfciEoWpG4vltDR7skrbwQRgeXdpvcsW54dVhNRqJU10+IJTb6Yf8ObakBZGwpbcByCBhXMzj/Dt11udXtroPyr+HodJl85PNUiTHhHlvJ4gcg2IuVLOJ16XXbdQmmmiirhtUxVQjiTFeUp5LZSlxIcSsJ3AqScY+qod/XThbl03CU3FIrhp8iLRzyOZTID5K3wAVJSCpRWE5AOAMHPkdcHFLh/CrVo1mfAplQcrsmLlpgVF3aHMJG0I38vwxjGOmn6HY8Giw5T1s8yJU3o5aQ5MlyJLSdxGSW1OYPd3jB/HXeG1u4Tt/qyjV6d+hY2PHMGw2y3mSQNRMGb2tChVv8AFatVJ2gBilok82nJXPQtbcIvSnMbEMc9ad6R2iSjdnckZ041niuWYln1KPSJ7cOtPnnZQ2s7AlwFtJ3j+YFJSe4jHdkkDSS7KrtBt+kssVKVXI9GaQlpmNToyZrpChhKXXDtbaACc47ff2tNczhxUhb9kJdpjFTnQGRHlQ5LgMRnLLy1FWATguqaSSM9EJwO/XVOIAi82+n5V7L0io/PDcsuAgmSIebzl3ywYHFynjhrxGrNdrUyHW6KIaRySlSHmQiOFM8w78ublZ6YwkkZwcY0wVLjFU2WTU4Uu2F06ZPcap7Upx1D/q6FlvnHYCCkqQo56HqBrosbhbUKFfMqrmJSn8SmC6p+IhLTqFN7nFxkpBLKkOEpSOgKehz0Omh6x7xFVKqbbzXq7cl9aebKQwhKROfcQlIAPehaSOgAH+2oZsSGAGZv87aKwyj0Z2JcW5S2GbwNDPmJvMXn2G5KnlmXVMu7h5VarLfozmYisN091xZZJZ3FtzeBhY3Du6aNcPDihVyg2PcseuwURHlNpS2EPh1K0NwWmtwIx0JbPQgY/wCdGtCgXGmM2q8p1VlFmLeKEZdoMjTkaqwLY+zdM/Js/sGnHTdbH2bpn5Nn9g1D/SLuo2fwXuSsNPpYlmIYsRZXt2vvHlIVn/tK93+iTrtWerA0uqG9EutUViReFg0S4Wq9T6JOak06YiTzg5HkNJJSFZOdrqXAfIq1LfSkdcZ9H283WnFtrTTVFKkqII7afEaIrM0aZ7VcWmzqW7sW6sU9lW0HtKPKScdfE6yfx2priqlErFI4NzqVMrk8QXk1aDEfD8qQskOtrRKyl7orAWC2fHGiLY/TGvGLLiymQ/GksvtFRSFtuBSSQSCMjxBBGs9cLJ9PPB25bP4fWpfcd6jSURy+ajHQ/KmrcSF7ZKHFoTtwkubRhKScAnpql2KFcNNtO0od1OOT2FVmpOtofdL7QSnnIdJjrYcLf87tbyhQXzEHsnRFvMEEdMEaXVUeis27B4DUlMmO6wpuROUG3GyghJlvFOElKcAgjHZAxjAA6ak6bgqDLs0v0eVH9XbXI3rc7LqEI3K8x1V0GPAg/hqLnBpAO5hNieE5uTpTVRAeV2UqwUDoMf8AnTjU5bcaDzsrUFYCS2grV18QB1Os3wPSRqFXnhMLhwqW7tBUEVAkAeZ7GP8AfXfU/SHrsNouTeG5DKO95FS3oT+O5KDjWt6mxn8PiPusz1xgwYLvmr3t6c/OC1FKQ2hSk5S8HUnHTooAeOQQR3g9dOuoDw74gRbh4dxrtkst0hqQXS4l54uhGxakdDgZ+rnw/rqbUyYzUKexNjuIcaeQFpWg5SQfEHy1mvY6m4sdqFoNrU6t2b3/AKXPc32cqf5R79h0aLm+zlT/ACj37Do1FTRbH2bpn5Nn9g0zX9ZcW8JVvGoTHW4lGqrdUMZKAUyXG0qDaV5/wgq3Y8SBrxqNwTbesejyadbNXuOU+0wyiLTg3uH8rcVrU4pKUIG3GSe8geOomxx3oMu06VU6fQK5LrFUqj1JjUNKG0yvWmerqVFSggJSMEq3Y6j8cEUtTYcJniq1f0OW5FkmkmlyYrbSQ1IRzOYlavEKSe4+XTXZxLtSPe9iVe1JUt2IzU45YW80kKUgZByAeh7tRGJxiaqtkwLktmybmrhkLkNyocdtpDkFbBAdS8VrCQrJ7IBJV1xrjubj/adG4VUfiCil16fBq7KnY7MeJlbYQsIXzV52NgKUE5J6n6udEVp0mGmn0uLASsuJjsoZCiMFQSkJz/xqEcTLOuK7LotVUepUqLQKPVY1WkNrjOKlOPMKUUpQoK2BBCsHIyCM58NPHES9oFmWeLgmRZMwuvMR4sOPt50l95YQhtG4gbiTnv7gdMUvimKbxEptpVu0a9TGqtLch02pu8lTEl1AycJSsrSk46KKRnoe7uIpFeNqM1uxqnatOmLoLNQbU0t6C0hKkJWrLu0dwKwVAnv7RPfqt53CC6mbqqFQt+56JAYk1VdSiTHaU47UacXGW2XUNOc0IUkobAwtKh1yQSARNrn4hxKRd7lrxKLVa1UWKOurPtQEJWpDYWG20YJGVuLyEjyBJwBry4a8SI9312uW7Lt+rW9XKJyVS4M/lqOx1JLa0qbUpJBA89ETzYNrMWdRZFJi1CXKhGY/JjIkqCvVW3FlfJQe8oSScbiT178Y17XIYhtusBkJ3eoPZwMZGxXd4aenEJW2pChkKGDqOQ6E8Vy25bilMSG1sO5V1UhW7x78gKIz49PLGpMIDgSoPEggLJtpU9Tdn05MJtTja4yJDykJKgXFEglQAOdoAT17vDTglostOOzElqKEKU8VdEhsoO4FR8SAQAfE4xqfDgVw+pzbBeqlbZekO7GNs7YVBZOxHRPUkJwSe/GnCXwStGoxW48yp3AU45bPMnAjd1IJBT2j/wCsa96zrmHFMiD7l80rej9Z9fPm1KdfR1pdNqnAWhszo8eTHbkvrSiSnckkSF4yPPu1b0RhEdrYjGDjoAAB0x0A6AdNQm0rbZtezKbb9KS+qCwkkKcWVKLilErJPh2icfhqZUthceIELWpSicnJ7vw14jFVBUrPcNCSV9FwtPJSaDrAXhc32cqf5R79h0aLm+zlT/KPfsOjVdWVW/FtHEeTwtodP4bwnXpcoMIqDzEtmPIZi8sFfJW72UuK6JCsHbknHiISuw7splK4d3DbfDb+GyrOqUzm2+qtMvPS2ZDQSt/1g4QpwqySFHP9MDU7oHG/hKxQoDL3EG30uNxmkqSZQyCEAEa7vp04Q/eHb36oaIqhdsPjHSOG8C26bQnJDVeq0+q3THptXYjPNoeWNkRt9zoAR9dSQe4gHznfEmy67cXoqTLLoFmtUGquxWWI1DE9txLAbkoOOdkIVlCd2c9SevXUj+nThD94dvfqho+nThD94dvfqhoiaqtBmXdx2t+kyIj4oVlwk1SQtbZDb1SdSUMIBIwoto3ryD0KhnUXq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Aiを用いた明日の日経平均予測【あたり】","promo":"pumpkin","related_orig_text":"AIを用いた明日の日経平均株価とSP500予想","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とSP500予想\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=ROOiPSEhsdw\",\"src\":\"serp\",\"rvb\":\"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_E0mCBCQBgAQrKosBEAEaeIH59_wD-wUA9AMFAfoD_wHvAgD4Cf8AAAQD-gQHBP4A6v0PBAQAAAD8Av78_gAAAAEHAf7y_gEADAD9A_sAAAD59_z9_AAAAP0A_wP_AQAA-Qj3AgP_AAAXAPMG_wAAAP4LCAT6_wAACw__AgEAAAD68gIFAAAAACAALc534zs4E0AJSE5QAipzEAAaYCEdABUeQBbkD_7k-BL2GPbo8wXb9_IAHvcACwHs8wzuBNv4Cf8D9w720AAAAA0D8Bv_AMRCIg_fCfUd9urPCuEYfwYjChwECPTvEC_yBRMa6vja6gAC9d_sEA78FSv2ECAALSCafDs4E0AJSG9QAiqvBhAMGqAGAADYQQAAcEEAAHxCAADIwQAAkMEAAHxCAAAwQQAAQEEAAJTCAAAQwQAAyEEAAHDBAACgwQAAQEEAACxCAADAwAAAoMEAAJjCAAA4wgAAdEIAANBBAAAQwgAA8MEAALJCAACYwQAAYEEAAJjBAAAAwQAAQMEAALhBAADowQAAsEEAAMjBAACYwQAAYMIAADhCAAAEwgAAhEIAADhCAADwQQAAUEEAAARCAABwQQAAIEEAAAAAAABcwgAA-EEAAKhBAACuQgAAlEIAACjCAABAwAAA4EEAACBBAACIQQAAmEEAAODBAAAAwAAA4EAAAIBCAADAQQAAIMEAAPjBAADYwQAAGEIAAAhCAABYwgAAsEEAAEDBAACwwgAAsEEAAJpCAAAQQQAAzkIAABDBAACqwgAAjMIAAIBBAAA0QgAAUMEAADjCAACEQgAAAEEAABDBAAAAwQAAJEIAAEBCAABQQQAAoEAAAPDBAAAowgAAQMEAAHjCAABMwgAAAEIAACDBAACcwgAA0kIAAIJCAACoQQAA6MEAAAhCAABYQgAABMIAAKTCAAD4QQAALMIAAFBCAADgwQAAAEIAAPBBAACAvwAAnMIAAKBAAACQQQAAJMIAAIhBAAAEwgAAgkIAABzCAAAQwQAAUMIAAIBAAAAwwgAAAMEAAIA_AAAAwAAAoMIAAMDBAAAkwgAAAAAAAAAAAACwwQAAgEIAALjBAAAAQgAAAEIAAPhBAABAwQAAwMEAAKjBAADQwQAAwEAAAODAAABQQgAAgEAAAKBBAADAwQAAuEEAALBBAADEwgAA6EEAABzCAACAwQAAUMEAAJjBAAAMwgAAWEIAAGDBAACQwQAAQMIAACBBAADgQQAAEEEAAIhBAABAQQAAkEEAAOBAAAAAQQAAgD8AAIrCAACUQgAAQEAAAOjBAADQwQAAgEAAAOBAAABcwgAACEIAAIBBAACqwgAAYMIAAITCAABAwAAAokIAAFDCAABQQQAAokIAAAxCAACIQQAANMIAAMBBAACQwQAAIMEAAEBBAAA8QgAA8MEAAHBBAABAwAAAjMIgADgTQAlIdVABKo8CEAAagAIAAIa-AAAwvQAAij4AAKg9AABwvQAALD4AABy-AAD-vgAAcD0AAHA9AACWPgAAED0AAMg9AAAEPgAAUD0AAMi9AADIPQAA4LwAAEA8AAAkPgAAfz8AAOC8AABAvAAAiD0AAKA8AACYPQAAfL4AALi9AABEPgAAcL0AAKA8AACIPQAA2L0AAIg9AABwvQAAZL4AAIi9AACYvQAAor4AADS-AAA0PgAAED0AABy-AADYvQAAFL4AAGy-AACCPgAAiD0AANi9AABMvgAAFL4AAMg9AADKPgAA6D0AAJq-AAC4PQAAFT8AAFA9AAAcPgAAyD0AALi9AAAcvgAAEL0AALi9IAA4E0AJSHxQASqPAhABGoACAABsvgAAcL0AACw-AAA7vwAAED0AAIg9AABAPAAAED0AAGS-AACePgAAQDwAAFC9AADoPQAAED0AAIi9AABAvAAAcL0AAE8_AACgvAAALD4AAOA8AAD4vQAAHD4AANi9AADgvAAAuD0AAMi9AAAwPQAADD4AANg9AAAwPQAAmL0AAAw-AABsvgAA6D0AAOA8AACgvAAAQLwAADA9AABQPQAAhj4AAOi9AACAuwAADL4AAES-AAA8vgAAf78AAIg9AABAPAAAND4AAEw-AADgPAAATD4AAGw-AACgvAAA4DwAAJi9AAC4PQAAyL0AAMi9AADYPQAAuL0AABA9AABAPCAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=ROOiPSEhsdw","parent-reqid":"1765790859165785-7160655413608214570-balancer-l7leveler-kubr-yp-vla-166-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":640,"cheight":360,"cratio":1.77777,"dups":["16335395988401646686"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false},"6174362849662451516":{"videoId":"6174362849662451516","docid":"34-11-14-Z2921DEEDC173AC78","description":"独自のaiを使用して明日の日経平均株価を予想するチャンネルです。 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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Aiを用いた明日の日経平均予測 【あたり】","promo":"pumpkin","related_orig_text":"AIを用いた明日の日経平均株価とSP500予想","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とSP500予想\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=ia6Dezs0_as\",\"src\":\"serp\",\"rvb\":\"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_E0iCBCQBgAQrKosBEAEaeIH3_vwA_gMA8AML-_wBAAHvAgD4Cf8AAPwB-wX9Bf4A6wMGAAL_AAAEBvcBAgAAAAYNCPr4_gEADQD9A_sAAAAA9_0BAQAAAP0B_wP_AQAA-Ar-_AMAAAAXAPIG_wAAAPUHCAP__wAABQ35AwAAAAD77P7_AAAAACAALQBT2zs4E0AJSE5QAipzEAAaYCEcAA0ZOBboDgLt-gz6Gfvv8gHl9v0AFvoADQL09gf3BeD-Bf8C-Q341wAAAAwI8Rv5AM02Hg_cA_cS_e3XB-EXf_4eBhz8CPHmDCX1CBIT9APn7AD--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_AAAAwAAApMIAAJjBAAAcwgAAoEAAAIA_AADIwQAAgEIAALjBAAAAQgAADEIAANBBAAAwwQAAyMEAALjBAACgwQAAAEEAABDBAABEQgAA4EAAAKBBAACwwQAAsEEAAMBBAADKwgAA4EEAACTCAACQwQAAYMEAAHDBAAAEwgAAaEIAAEDBAACwwQAARMIAAMBAAADgQQAAiEEAAJBBAABQQQAAmEEAAAAAAAAQQQAAAAAAAIbCAACSQgAA4EAAANjBAAC4wQAAgL8AACBBAABgwgAACEIAAJBBAACswgAAXMIAAIbCAAAAwAAAqkIAAEzCAACAQQAAskIAAAhCAABwQQAALMIAALBBAACowQAA4MAAAGBBAABEQgAA4MEAAIhBAAAAAAAAkMIgADgTQAlIdVABKo8CEAAagAIAAIK-AAAQvQAAhj4AABA9AACIvQAAJD4AABy-AADmvgAAmD0AAEA8AAB0PgAAUD0AAJg9AACYPQAAUD0AADC9AACoPQAAEL0AABC9AAAkPgAAfz8AAEA8AABAvAAAMD0AAIA7AABwPQAAbL4AAHC9AAAUPgAA4LwAAOA8AABwPQAAqL0AAJg9AABQvQAATL4AADC9AAC4vQAAor4AAHS-AAAsPgAAQDwAAKi9AAD4vQAADL4AAEy-AABsPgAA2D0AABS-AABsvgAAFL4AALg9AAC6PgAABD4AAK6-AAC4PQAAGT8AAIC7AAAsPgAA-D0AABC9AADYvQAAQLwAACy-IAA4E0AJSHxQASqPAhABGoACAABsvgAAiL0AADQ-AAA5vwAAmD0AAPg9AADgPAAAoDwAAHy-AACGPgAAML0AAKi9AADYPQAAoDwAAFC9AACAuwAAUL0AAFU_AABwvQAAFD4AABA9AAAkvgAAJD4AAIi9AACgvAAAcD0AAAS-AADgPAAAHD4AALg9AABwPQAAqL0AABQ-AABUvgAADD4AABA9AACgPAAAmL0AABA9AAAwPQAAfD4AALi9AAAwPQAADL4AAFS-AAA8vgAAf78AAIg9AACgPAAARD4AAEw-AACgPAAAZD4AAHQ-AAAwvQAA4DwAAIi9AAAEPgAAyL0AAHC9AADoPQAAcL0AADA9AABAPCAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=ia6Dezs0_as","parent-reqid":"1765790859165785-7160655413608214570-balancer-l7leveler-kubr-yp-vla-166-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":854,"cheight":480,"cratio":1.77916,"dups":["11214086209562450120"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false},"16636541599762233031":{"videoId":"16636541599762233031","docid":"34-11-1-Z4684A003BAFACC60","description":"独自のaiを使用して明日の日経平均株価を予想するチャンネルです。 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。 毎日、当日の前場までのデータを分析し、Ny証券取引時間終了...","preview":{"posterSrc":"data:image/png;base64,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こうしたai開発でs&P500や全世界株、 Nasdaq100はどうなっていくのでしょう。 今日は予想をしてみたいと思います。 #ChatGPT#Sp500#全世界株 ■moomoo証券アプリ #PR 使いやすいです！ だくと、 追加でポイントがもらえます。 ※ ポイント獲得までに細かい条件があります...","preview":{"posterSrc":"data:image/png;base64,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Ai革命で株価(Sp500やnasdaq100)はきっとこうなる","promo":"pumpkin","related_orig_text":"AIを用いた明日の日経平均株価とSP500予想","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とSP500予想\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=i_98UhWXnGM\",\"src\":\"serp\",\"rvb\":\"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_E8oHggQkAYAEKyqLARABGniBBAD99_8BAPMEBQH5A_8B8PQE-vz-_gDw-P0G_wEAAOwJDgP-AAAA_AYE__cAAADtBgMF8QEBAAASCAgFAAAA_PUJ_PgAAAD-Bv4K_wEAAPwI_gYE_wAADwb5D_8AAADsDvT-_wAAAAwGAQUAAAAA9fT7_wAAAAAgAC3MZtY7OBNACUhOUAIqcxAAGmAhHQAjJTwf6CX_4f0H_ikD_ejzxvr5_x_1ABgV9wQD9f_C9B3_Ax4L5MIAAAAF_QYp_QDtUyAZzADhBfje0_TvRH8KKQQe_QgC3xpG6-AaMP0Z-OcA7__K7BApHTIU0gMgAC1-nlE7OBNACUhvUAIqrwYQDBqgBgAAIEIAAEBAAAD4QQAAoMEAAGjCAACEQgAAgL8AAODAAAD4wQAAMEIAAEBCAAD4wQAAYMEAAGBBAACAQAAAcMEAAAjCAACmwgAAYMEAAFBCAADIQQAAXEIAAILCAACgQgAAwEAAAIDAAAAYwgAAPMIAAIDAAAAMQgAA4MAAAODBAADQwQAA6MEAAADBAACQQgAAmMEAAPhCAABQwgAAIEEAAIpCAADYwQAAVEIAAKhBAAAAwAAALMIAADBBAABQQQAAtkIAAIC_AABgwQAAIMEAAKDAAADAwAAA2MEAAJTCAAB0wgAAwEAAAODBAABIQgAAAMEAAKBAAAAcwgAAsMEAAIA_AAAAQQAAAEAAAPjBAAAUwgAAqMIAACDCAACYQgAAmMEAAFxCAABgwQAAhsIAAIBAAACIwQAAWEIAADRCAAAgQQAA4EAAABDCAABAwAAANEIAAFxCAAA8QgAAqMEAAEhCAADwQQAAuMEAALDBAACAQAAAbMIAAADBAAAoQgAAoMEAAIJCAACAQQAAgMAAAAAAAACQwQAAJEIAAIDAAACQwgAAMMIAAMDBAADoQQAAyMEAAIBAAABsQgAA_kIAAGDCAADgQQAAJEIAACBBAAAAwAAANMIAABRCAABgQQAAMMEAAPDBAADgwQAAkMIAAEBCAADYwQAAjsIAANjBAABwwgAA8MEAANBBAAAAAAAAyEEAAHxCAAAcwgAAFMIAAJLCAABAQAAAgL8AAITCAADgwQAAwEAAAFBBAAAYwgAAwEEAANjBAADoQQAAuEEAAKhBAACgQQAAPMIAAEhCAACAvwAAcMEAABBBAACAPwAAiEEAAEBAAABUwgAAoEEAAKBAAABAQAAAAMAAAIDCAABgQQAA8EEAAEBCAAAAQAAA4MEAAIhBAAAAAAAA-EEAAFDBAAAEwgAAQEEAABRCAAAQwQAAsMIAAJBBAADOQgAAksIAAGjCAACgwQAAoEEAAKpCAACkwgAAyEEAAJxCAABwQQAA4EAAAIjBAAAEwgAAgMAAAHDBAACAwAAAmEEAAKzCAAAQQQAA8MEAACTCIAA4E0AJSHVQASqPAhAAGoACAABQvQAAoDwAAKY-AACoPQAAJL4AAGw-AAB0vgAA6r4AAIg9AACYPQAA-D0AAOA8AADgPAAAij4AACy-AAAQvQAABD4AAHC9AABAvAAAXD4AAH8_AACIvQAA2L0AAOg9AACAOwAAmD0AAAy-AAAUvgAAFD4AACw-AAAwvQAAoLwAAFC9AADIPQAAgLsAABy-AADIPQAA6L0AAJa-AAAkvgAAqL0AADA9AAAwPQAA4LwAAKC8AABwvQAAmj4AAHA9AAC4vQAA2L0AANg9AABAvAAAnj4AAJg9AACSvgAA4DwAAAc_AAAQPQAAuD0AAEQ-AAAwvQAAcL0AAKg9AACIvSAAOBNACUh8UAEqjwIQARqAAgAAiD0AAKC8AAC4PQAAEb8AADC9AABUPgAA-L0AAHQ-AADovQAAmD0AAES-AADIvQAAXD4AACy-AABAvAAAMD0AAES-AABHPwAAdL4AAHA9AACYvQAArr4AAJg9AACIvQAAiD0AACQ-AACGvgAA4LwAADA9AAAEvgAAEL0AAHC9AAD4PQAA2D0AABQ-AADgvAAAVD4AADy-AAAQvQAABL4AAHA9AABQvQAAEL0AAAy-AABUvgAAzr4AAH-_AAAMPgAABL4AAIg9AADgvAAAED0AANg9AACaPgAARL4AAOA8AADYvQAAED0AABS-AABkPgAAmD0AACS-AACAuwAAQDwgADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=i_98UhWXnGM","parent-reqid":"1765790859165785-7160655413608214570-balancer-l7leveler-kubr-yp-vla-166-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["13901622294412126411"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false},"561491491557424":{"videoId":"561491491557424","docid":"34-2-4-ZB9EF3DCD2BC68F1D","description":"日経平均の考察をチャートとオプション手口から毎日行っています！ 有料レベルの手口表を惜しみなく公開していますので是非ご覧ください！ 【今回のみどころ】 ・日経平均 ボリンジャー+1σ割れ！ ・ 先物手口 Gsやjpmの買いが止まる ・日経平均がnyダウやs&P500に付いていけない理由とは？ 【おすすめ動画】 １：【日経225オプション考察】4/6 日経平均にまたあのサインが点灯...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAGwAAAQUBAQAAAAAAAAAAAAAABQAEBgcIAgP/xAA3EAACAgIBAwIEAwYGAgMAAAABAgMEBRESAAYhEzEHFCJBUWGBFRYjMnGRCCQzQqHBYrFSovD/xAAZAQACAwEAAAAAAAAAAAAAAAADBAECBQD/xAAwEQACAgECAwUHBAMAAAAAAAABAgADEQQSISIxMkFhcaETFFGBwdHwBSORsXLh8f/aAAwDAQACEQMRAD8ArPuLIIe458f+0Oz8NSp1qHFLmHrSzuJKiuzjmu20x0fJO3/Lpr2n3zn+38zfegnas6xTSVBMmFrRiUI/820A8HQI89F27qftbu/unK3L9ILWxlI1sPLDFJ87elpxRqSGUn0ohuRvIBKoP93U8+GmfxaY3tCu3cGOjowdvwRW4D3HHEiy+jKGV6hQ8m2V3tgSdHxrpYIpQCMmxgxMiM3xn7lsW0kSt21HJGPpZMVH/wBk9Wlju8u8baU41s4MNN8vsthl0vqwtJsfX9uIH576zaKVCvWWVlVeKrslvv4HVhw0sAKWIhbIzSs3Jsi0mZKR1UUR64cfdgrNoAHySvnRPWbrayoATh17gfGFqtJ6n1k/y3ffd+DktzU2xYWPHx3ZZFwKmNmckCMlX3yOvp8Hfn2AJ6bdwfFPvavSvPYmxUktFY5nrS4URvCpVNl+UmgVZwpCljv9dVpZTHTYqOx+17Nb1ZJIlgN7lI67PDW2PABQdltbJ0AfcRy1R7fjzqJmu5J5cYL5gflkTYa7ErHUpSMEwhANbO+R1xA+oilb2rgMx4d2Ph+d30M4qjZIHrJ1Z+OvxAVGgC4YISSCMah0f79d9sd+Z7PwXrOUhw0k0MihWXFwbOwT52p65x2J+GV7NXqT35o6McNd6rTZQBmV+Zb8+QHD6TsjY379Pvgn2hjsgM8CZHSO/HFCkR9Rip5+xPv4A6MusRgdqkYx18fnLV1YYBiOM9q/eF9H9MVMSxPjX7Mg/wCl6NYi1mcq5MeJxs+/YDFweP8A6dWBjOz6tJmSl2lPJIQBHJZcxg/jvX26P4FMxRnEctKlSrqdSejAS2vfY2fP9ul7tVb0UY/k/wBfeO1V0gZJzjyH5/Ej3YuDvPd1lMVjeAGjwx0KEH8dherIqUqVZAsVWuvH2IgUH/gdN4M3hmrtNFfryLy4uxkCkH8Dvpllu6cdjGMdgEsoGgj89n8OuVSV/eOTF7Lst+0MCFr0QFWVniiZVRmAaNCAQCR411iTtv49/EPJtZTI5yhjIhCWhnj7dhli5hhsSELtV48vIB+riD42RqHKfEelwlhiryBWjcElDsDifJ3oAdZP+FHxQtvXrYbN90Vu3aGKqRw1JUpGYSqHP0SJy0w+ssfHnQDHiNE+j0dbg8oP+Xz+OYO7UOhG5sDw/wBYk0+B/wAY++O8fi7je2MnZxmQxdgWRtcVDC0ipDIysCBtfKg/8dLob8PfiY+Q/wAQeME9ijYwuH/aD1LFakI3sIlOUKxA9iVXfEcRs7I356XUan9M0rEbqxnyEmrV6nj7NiRIf8WFA77twICC1GiWbfkk14xv+vgdaA/w94WljuwMRmK0kQs3YZJ7MUlb1Es8JGT6h5O1A1rQ9tjrPPxNisfvlZtS8eU1Cj4PnRWpDsf9/wB+pF8P8haoYOForM0H1u8Zicg8S2x5+3VzT7UbQYV7Ci7sS1Pjv+x8xjEpvmMXXimuc5N1dBGSJyAeADcSQq/kSCfbqS9mZLDxdvY+CbuXFw+tQgfmkbvNG3pjYBJK8vxGh9+qY7xa3exFS5Yl9WJxyQ8dM3Lz9TA7YjX3/HoRTz6Ue3pKjVIZZxr0pyCTGvnlvzo68a/56DTsYHDZEi2psAbcSQf4h8vJbyaYfG9ySZqjURdN8oke5m3yUaG2+njsn29h9+qtpQxRYyxLMLEN1WJhHBx4AGvI8e++jOPD2b9eSQNKzSBnDLoKN69v06kElKeJ7kkiRpG4/wAoSq6399/r+PUpcQSOHz4eEOte1AB+d8hEU8WOahlK1nldjlSZhyGw4+r2148jX69bx7Dz/ZmS7WoZDHS07PqxiRi0QWRX/wBwIAGiCdfp46yD8l6y0y1dHDj+Oyr4U/b28dWJ8Du6+3+3cTk8Vmq9lpWkMkLwBSeDAD7n6dEH2H36HbexOEXJ8/l9MyHpV1y5xjwmic7dp3j+z07gpUgV20Ql4ORv28+P1301wcHbIuypjJKzWANSBbDylj+AG9H+o6pOp8RIqBatFiKNuqGJUzxn1D76JYk6P5Dx0zzfxFuX2DJSqUgo0pgYqw/PxrfRFotbqPWKNsXgDNEHC4tOWQfE05y3lWeEI39z1Ce6u6z65pi7hqkanfFa/qsuv/kx8b/Tqk5u8LU3FZLti0yj6o2mZlQ/YFd/ho/r0zny0TqDJQAf35efP9+p90duO4jyx9ZeuxF6gHzll5fuvGVazW8vlIbaRjSpHXUs534UHx5PWcP2bDdvWb00cPOaR3mn9IFAST9EagDevCjX69GO4szBbsipyJRFZpFT28ey7/8AeuvC7CxxV0TBTMhVEZU1pRo8VX2A/p1YIycoJhCVbm2ie/w8oVh32YYFYCOjcDvLEqCMmrL58e58+3S6P9lSUU7lstGPVkkp2UDL5C/5WYt/Q9Lo9e4rAuVBka+JsMn71Ms5UBKtZo2H8h1Ui35+/wB/79LAuv7tKoQ8UDBfpPldk+39OrZ7T7NxvcNLK5G7g7OVmpS4+FY6las0pElBGLs05A0OAXQ8/V/Y7F8O42vZ3EYnGIsuHxVbIV67Y6EyyvMgf5eQqfTBGmA0RssDsqpDFroKklehlLNQrAKR0lGXXyBrRYWqFdokJldR4gj2SNt9vHn8fw6bwU5miE0ityaL1oVC8VWPnobH4ex60Xlu3sLiO4+3sRjFitxZcPJM0dOpK8IGuJPpjQIJ+tmDKB/Kx86Zd34ChDFi+dC1WW9apwSy5LERIkMc8SSFiY1JDIZFj8+OYI0QDoL6R8FUwBLpq0zlskzPtUOuTq+mzOQV5Nrx5Pno9Mtx3yIkDiNV3VLL45a/2/r1b0/ZnauLaw9DJYLK26YyTPWaipQCs0jCMlCjxyBIm5FkKFmHHxrclbtbF36NGevgcLJHauQ1K8UgPPlKG1J49o+SsPPluJI+21/c7EbuP/cxqq9bgdueH2xM7wNkInxMcRPpTk/OAR+58kE+PHnpllLD0czUnVSFMDCT8xy//HrS1ftbBQ4/51KeAXEleT3RUlCs3r+iE9L+YHn99615/LruX4Y4W1BLYvYGIzVUsloqWHNlP4M3DiH5rt2P1AaHjf4dWq0jrcHOPwn7wlgLVlf78pnr5k+4cN+H59ectlwjERFz+Crsn+nWj6/wvw0gyEHyVdloyyRar4pCzFVQoNNIACS+go8nifI6BWu0+2KGayOPkwFWR6MUU0si0nBRGTkxkUFuHHRBO9eOtFhlSBM5qXr5m6Sj+3JFaG1J6HoMysYmaRVJYe/36GXL1qw71oWZX3ppCPC/iB+fV1PiMNP29+2X7Zxap83HT9CbHSxbmdmXjFMzFZihUl9KoA2QfxfU+zcRlcFj7keAlnszvLVlq1cRSDpLFxD/AOpaUuCWOiuz9J2B42pRpbai2G7XpCXauq0Jy8V9ZnKUUaMDyKfUnZSmyuzo/gft5Pt/cnpvJPbtT+oPpk/lVyok2d69gdDx460h2z8Nu3M32fR7m442E27opxQyYVWjVmlMahgsnLe9MWDcR5Gvv144PsfH2Z7ywwdpBacuMUreiMLyvciicD6AQo5SFUIVixBB1onoo07gQXvKHqJT3wzhi/eEooX6atxtAgbIqTDfuT/6H5/bpdWxBjaC0lv08JjMcrzZOqUiDCVHgqNz2wPBgTJofT7AHpdAd1rO1usYrU2jck8MHLDHStY2epgMhWvz4+VIL8E9hxIlKOOP00iKklvUIGzs+QAfsexGYyctu7Lipu3IpsnQgx0tSLHWJflq9cCParxZgugyMp2ASPq5L577GvYal3whzckaUm/ZaKvzbwu0g9F4uMY+mRFkVHd20I1Ujf1aJHH5LEy962pu3cpRxlIYSWKs9jIENHxvQM0cqudRnfqleOxIr8tnXh2vJQEGZ9mA54TuSJ+4O6cLFnbDURSryVKrQSXopJ14+waXj53xLEHZC+3Te5WkEqWO5u4xXtQ/KpTlS48sYNdUQSGOXcZZivIl1IBb33o9GPiZlMVcs4qTH9xQGGXJW5AI70YFcjHy8Ryib6ULhPfz9vOx1CPTfJZy5j8hl61RzjLCxGLMBIWdtLGPWdm9ZJmCgxEjQIYga6qa33drhJV0C9njDlueGdMjFX7ogsxZOu0THIBxaCTclaVQkYNksgZVdiQgB46Hjp7S7oaKEY6v3jH8nVeF67zwg8ZIV2kYkICjXglD9WgPsej3d2Wgrd8dv52xkEjrVb+RkXlP6iRxNUkfkeP1j/T1wXY+w8kdCu/89HP8LLsNDI2sjPFagnpWfn1syGT1oG4ylTourcl4ldaUe58mwqYdWJlk1BQ8gxFBl1lgTeY7a+WMR50hEhqool9XmV9Tly5/VvevtrXXrf8AkslUSxle6caYFjlkhsx3GjWaaSf1GEnBgE39S/Tsgf06i3cOabJd39uwTZTC2cLDMGhsGWFJ1Py4R3uKYm9NvUY/zx6B8DQHLp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4/7 日経平均は3万円台が一日天下の400円安！ Nyダウやsp500が強くても日経平均がついていけない理由とは!?","promo":"pumpkin","related_orig_text":"AIを用いた明日の日経平均株価とSP500予想","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とSP500予想\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=1UsmA0A8pgA\",\"src\":\"serp\",\"rvb\":\"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_-fz7_AUA9AQFAfoD_wHp_gEA_AAAAPwB-wX9Bf4A9gYGAQEAAAD4BQICAAAAAPYBA_z0_wEACP3-_QMAAAD-9gP5AgAAAPn7-QIAAQAA-A4ABAMAAAALAvwC9v4BAPwIAQD8_wAADQgC_AEAAAAD8vv8AAAAACAALVsG4Ts4E0AJSE5QAiqEAhAAGvABf_D7A9v83P_FBvIAGQIGALz6CAAUD_UA0vwYAK7v4P_Z6w4A5xP3ABUGGgHqFBX_6AUB_w4CGwAR8gv_IucvAQcL-QAvJRIA7gIOASDeBP_tEAX_BO0kAPIMFf7__Q0AI_IXAPPx8AEB-_n_7-gP_wwI-AH0B_v77v3oBN0D7ADrDPcEwf_2ARIJ9P_kF__-H_YN-_0a5_zxGv4DFN8RAfb3FPv3DeT_-if7AN3uAP0aD_j6EugSAhv7_QL0DwT66Pr8_Ar76AEeCe_-_vv7ABAK_wbUChb9BwUCCv8K7wz2K_4E7iIHAOclAALz7gP5IAAtG6hMOzgTQAlIYVACKnMQABpgIBkAGxcuEAYO-Ofx9g4fAQjt9NTs_AAg7QAWBgMLFv8C2ewFAP0IEO3RAAAADQXsGvgA3Tka_uca_Sn40cD_CBl_BCQW_PAY8_QMGgDuAQYR_Aj-APf57voZDgsUJMoNIAAto2SDOzgTQAlIb1ACKq8GEAwaoAYAAKDAAAAIQgAAwMAAAEBAAADAwAAAwMAAADDBAABAwQAAoMIAAIrCAABkQgAAgEEAAMzCAADwQQAAIEIAAIjBAACowgAAisIAADTCAACAQQAA-EEAAHxCAACwwQAAjkIAAABBAAB4wgAAQMAAADDBAAA8wgAAyEEAAABBAACwwQAAAAAAABDBAACowQAAmEEAAMhBAADKQgAAmEEAAFDBAADgQgAAdMIAAHBBAAAwwQAAEEIAAIA_AACAwgAAoEEAANZCAAAsQgAAEMEAAOBBAAAwQQAAgEEAAKhBAAAUwgAAqMIAALDBAAAgwQAAXEIAAMBBAAAQQQAAgL8AAIjBAAAIwgAAAMAAAKBBAABQwgAABMIAAPDBAAAAAAAAaEIAAHDBAACoQgAAiMEAAOBAAAAQwQAAwEAAAGxCAAAAQQAAwMEAAKBAAAAMQgAA0MEAANBBAABsQgAABEIAACBBAACYQQAAsEEAAKDBAACwQQAA8MEAAPDBAACIwQAAQMEAAIC_AABUQgAAYEIAAPhBAACIwgAAAEAAAAxCAAAEwgAAgMIAAHTCAAAgwQAAokIAAJDBAAAwwgAAsEIAAFBBAAC4wgAAuEEAADBBAADYQQAAgL8AADjCAACAPwAAyMEAAGDBAACgQQAAEMEAAKDBAAAcQgAA8EEAAIC_AABkwgAAfMIAAKTCAABEQgAAoMAAAChCAABUQgAAiMEAAIBAAAAwQQAAgD8AALLCAACQwQAAwEEAACBCAAAAQQAAwEEAAEBCAAAAAAAAwEEAAKBBAACAvwAAAMEAADzCAAAgQQAAEEIAAABBAACCQgAAcMEAAAhCAAAgwgAAuMIAAEBBAABMQgAAgEAAADRCAADQwQAAQMAAAEDBAABwQgAAUMEAADRCAACwQQAA6MEAAARCAAAswgAAMMIAADzCAAAQQQAAYEEAAL7CAADQQQAAEEIAAMDBAACAvwAAAEAAAODBAACkQgAAMMIAAKhBAACIQgAAQEAAAFxCAABAwAAAoEAAABRCAAAwQQAAPEIAAIhBAACOwgAA4EEAAIhBAAAAQiAAOBNACUh1UAEqjwIQABqAAgAAXL4AAIA7AACWPgAAqL0AAKi9AAA0PgAAyL0AAAW_AABwPQAAEL0AAK4-AADoPQAAED0AALg9AACIvQAAEL0AAHA9AADYvQAAgLsAAHw-AAB_PwAAUD0AAIi9AAAEPgAAoDwAAFA9AABkvgAAFL4AAHw-AADoPQAAQDwAAAQ-AAAkvgAA2D0AAIA7AABkvgAAMD0AALi9AACCvgAARL4AAAw-AAAwPQAAFL4AADC9AABcvgAADL4AAJ4-AADgvAAA2L0AAI6-AAC4vQAABD4AALI-AADIPQAAdL4AAIg9AAAPPwAAgDsAANg9AAAcPgAABL4AAEC8AAAwvQAADL4gADgTQAlIfFABKo8CEAEagAIAANi9AAAQvQAA-D0AADW_AABAPAAAJD4AADA9AADIPQAAfL4AAJ4-AABAvAAAmL0AAIC7AABAvAAAuL0AAEC8AACovQAATz8AABC9AABMPgAAyD0AADS-AAAkPgAAmL0AAKi9AAAEPgAABL4AAKg9AADYPQAAHD4AAMg9AADovQAA-D0AADy-AACYPQAAUD0AAOA8AADgvAAAoDwAAMg9AAC6PgAAqL0AAIg9AADYvQAARL4AAPi9AAB_vwAAED0AABA9AABsPgAA6D0AAIg9AACCPgAAJD4AAJg9AACgPAAAyL0AAMg9AADovQAA6L0AALg9AAC4PQAAMD0AAOA8IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://www.youtube.com/watch?v=1UsmA0A8pgA","parent-reqid":"1765790859165785-7160655413608214570-balancer-l7leveler-kubr-yp-vla-166-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1920,"cheight":1080,"cratio":1.77777,"dups":["561491491557424"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false},"3339174983355679717":{"videoId":"3339174983355679717","docid":"34-2-1-ZBB8E87B2CFCB3FF5","description":"独自のaiを使用して明日の日経平均株価を予想するチャンネルです。 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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/ @rakike ☆日経平均を月足で眺めると、日々の値動きでは見えにくい「大きな流れ」が浮かび上がる。 長らく上値を抑えていたバブル期の水準を抜け出し、むしろ「驚きの展開」が現実味を帯びてきた。 一方のS&P500は、コロナショック後の急落と急反発を経験した2020年を思わせる推移を描きつつある。 高値圏での調整なのか、それとも再び流動性相場に突入するのか。 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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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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。 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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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