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Dear Hope》です。 大学受験に向けた数学のテクニックを紹介しています。 難関大を目指す皆さんにぜひ知っておいていただきたい内容を、コンパクトにお伝えしていきます。 各テーマの単元を一度学習していれば、十分に視聴していただけます。 数学の理解を深め、皆さんが志望大に合格されることを祈念しています。 宜しくお願いします。 学習塾 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Dear Hope》です。 大学受験に向けた数学のテクニックを紹介しています。 難関大を目指す皆さんにぜひ知っておいていただきたい内容を、コンパクトにお伝えしていきます。 各テーマの単元を一度学習していれば、十分に視聴していただけます。 数学の理解を深め、皆さんが志望大に合格されることを...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"2","reqid":"1766283273579122-584210164379020164-balancer-l7leveler-kubr-yp-sas-192-BAL","isAdultDoc":false,"relatedParams":{"text":"高校数学テクニック集","promo":"pumpkin","related_orig_text":"サクッと解説〜高校数学〜","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"サクッと解説〜高校数学〜\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=PWvCtQ_yDb8\",\"src\":\"serp\",\"rvb\":\"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" をつかめば誰でも簡単に解けるようになります。 今回の動画でも大事なコツを説明しています。 ○因数分解の動画を分かりやすくアップしていくので一緒にがんばっていきましょう !","preview":{"posterSrc":"data:image/png;base64,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類題で(x^2+x+1)(x-2)で割った余りも同じ解法です。","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"7","reqid":"1766283273579122-584210164379020164-balancer-l7leveler-kubr-yp-sas-192-BAL","isAdultDoc":false,"relatedParams":{"text":"【数学２】剰余の定理の応用 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を解いていきます。 普段は高校数学をメインとした数学のサイト https://math.nakaken88.com 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Thanks for watching. Please also go to the links below. チャンネル運営と動画制作を支援していただけると幸いです。 -- いものリスト：https://www.amazon.co.jp/hz/wishlist/... (ちなみに同じカートに入れて決済すると好きな...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAAcBAQAAAAAAAAAAAAAAAAIEBQYHCAMB/8QAPBAAAgEDAwMCBAMGBQIHAAAAAQIDBAURABIhBhMxB0EUIlFhcZGhCBUjMoGSFiVCYrEzRFJUZIPC0eH/xAAZAQADAQEBAAAAAAAAAAAAAAACAwQFAQD/xAAzEQABAwIDBgMGBwEAAAAAAAABAAIRAyEEEjEFQVFhcdETgbEiM0ORofAUFTJCUsHx4f/aAAwDAQACEQMRAD8AvyKiiKg7B+Wjvb4GjYFF5UjxqrPWr1po+gpBZrXRLcb2Y9zCRiIacHxuxyx/2jH3Os+XP1+9U6moaSPqFaVCf+nBSRqo+3IJ/XUDaZcFeXgLa1joaVbVABBEAAfCjHk6XfA05/7eP+qjWOOiv2nOs7NEKa92+hvcCnIfHYl/NeD+WtIek/qx056iULy22V6eup4u5UW5z/FTHBI9nX7g+/ONNywLoAZNlN/3bTf+Xh/tGvRb6RRkwxeccLzpRETIrFZBhkyq5+YfT8NGip37X8Rtsu8NuHPjgfjxroC4bJOlBSseBCDkrgYJz9Px0SCmgNdLAohYRIpOB8wYk5H08AfnpSKWKlaSpWOmjeSQM7iLlmPGfP31wuFbbLVUPLcq+SE1Kqx2U8rggZUAMqkDweM502nSfUOVjZPJJqVG02y4wOaVJQw/zKq4PPgaP8Io+n5DSHpzqC1XUQx01TIZ5FyIjRzR9sYJwxKlVIA5y2M+NCr6q6bo6eavqrtBGkcklNsLL3HZJdjFVzllyQc/TnVAwOIzZPDM8IShjKGXNnEdUr+ChkJwEbBwcKODrmbbSuWGyNtpwQAOPfSeuvXT9Pamq5bkk1HLO6rJSPvDOvzEbkPH9Tz49+faeusVyqpYIavuSTQxzEO/aDo0jqmMkHJMbH64I+oGhOErhubIY6IvxVEuy5hKauprNLNSwtbViA3ZIX5Wb6bTj8dOS2Oh7S76eNjtGcjSe79SdPwTtahfqGCqiqEgdZGBVWZSy5bONuVKlvZuDjzpytV0t93tq19srI6umZiodCPIJHIzkZxkZ8gg687B1qTc72EC1yLX0XmYqlUdka4EpvksFtI5pIf7dDTqzcaGkp4KwP8AtLQ1lF6xXs1quizOkkGfDRleCPtnP66gBZViRipO7wdbH/al6MtPVXplW3ztsLrZIWqKSWNcsy5G+Jh7qRz9iM/XNCdDenFxuvTXcrqNhKiCSN+QEQnAVgR5yc5zpAqta0Epool5KrRqUSIXUYUjg41O/wBmesrbT6yWJ6VO58VP8NImcZRgc/1Hn+mo3W0M9uuM1nKd2oiPbkCAsFb3H9PGrp/Zf6DrR6gUd9uFFUxU1DC8kTPERulK7VI48DJPP20eaQleEQVrOEqgZlpip5+YBecePH110p2Ij2cMMsM5J8cjzrkoA2gyyMARkMnn9NFiM0cJLNM21PeQPn5vzPGuohcLrWmpFNMYqVJZ+NiNKAMZGMnHA41C+uK6WsooI43EkUCrXlpKdu6ZWqDTKmzgBVEhzlSeM8nnU3qqqkno2ljMjjtll2Aq2B5wT4POi0tfvqEmhoV7jDttP3E3opYnBP8AMQeGwPqNW4HEDDVhVImFDi6BxFIsBiVBuhJ62hvrKIaWaWvL0kkEqdkyCKB50K842FmKElT7/TTfaKeTpS2ivSaC43BLrWf5LDCAZ5MyRu6BBuKoMkAjaq7sclcWjPU29KoVc5pviVBg7xRTIg8ld2Mgc5xn310hipyz1FLTwBmBLywxKC2W3HLAZ5bJPPnnWqdttJJyWMSOMSNdwgxa6zRspwAGbSY5THbfZVh1zS0TendjUXCkv1vSUxdwvu25CkKgQGRwu0oFzuBZS4bbkcOnILOnVNn737t+Enkhq5ZNwnjoqgRusNIJSgGWDI2Cc7oz5LAmzpzHBVQbLc7TO7Mjw0e4qWwGcsB8ueMtnnHOg52h0KRhSxZlMY2ls5LEYwTkZyecjXW7cAomllN82+NeURI8p+c+/KiagfItG7h59+0H6soq+hjhpbda1opayt+HgZL6T80srEv29gyxJPnIHAOQNSLp+j+AoZllpRDUSyRmSQ1wqXnKxhN7EIoDYAHA586UzmJ6mOeSGCSeHPaleJWkjznO1iMrn7HXNpODqHEbSdWoill6m/HmT9VZh8AKVU1J6adl1kk586GkTyknjQ1nLSVS9f8AW4tq09vRUlo5pDDcmUB2iUruVNvsWGW+4VgNSi32uhqbZE8RWSGSLcjIfkZWHnjzrPfTFU894ltdyhPYvK/C/Ki92nrIwXEZI/nJ/mjb7gZwzaeuifUOXo94YK6Q1liZzHL2stJCoziaNfJUeGXzgofIOc80DmhXMe005G7VWjb7bV0tylhNHDcKdCMuu3urnwDnGdTrpuhellqqzbULJMqqsRPCD7AkgE/h7DVBeptNeelfVCg6z6VvM06XinjaSlkfMc0SgcBfBGCGHv8AMcHWg6eugks8VTHIyGppu5EwGTgqDx7ZGRqikxoGaUmpUcSWwnN65aeKpMtRGjIf4ZY5zxwOPuDpVHMaS1mouT5MQLO+ASRnjge/IGoxsatjlp6h6wACJz8gUIVO7O4ewx7efHvpZbqimq4ERsSRgYiLsWcoOQzE/Xzos4U+Um6e4LhWfw2enjcPKQzJJjZHzhufJ8cffSWqkoWlo1FPDTVLP38jaQu0gHngZwV/TREKo7mGUklRlM7s4+gPGef+NIa640NAlKldVNTRSRiQ7Y5e6AGIzlEZcfLjHB86bRZUrOysBJ5XS6j2U25nmApQVp50VyscisMgjkHIx/XjTJ1XT1lRZqhrcJGrqGaKupI0JBd4m3GP7713rj/cNJ+jep7Pd6GgeKcQ1FTSrI1MkExSNgm51DFQpAwcc6av8dRSkyGwsaeVZHAevp0d4yoeElXk+XcCQwI44I441q4fZ2Mp1pDILDobT84kGIWbXxuGfSgus7hf04JHd7PV1dqoK64UlyNTWVFXW1FK1FJWQQtLt7UUsUbrIrLGqqrrwpDe51IaMQ/ua3Nc6SOkqzSxiaCaczGJ9oDKWYkk8DJPOfOTnTZfOraO3dJ0V8ktb7xM9NLCVbbBMgAYKUzkbs45GV59jo1p6pttdVx0qWuop1m7CI9PTvKFnlLsI2PGP4QR84/1H2GrcXRxuJw96dmk6HmbAefOwGm+bC1cLQrWfcgemv09U5xyRBc0+ztFcrs8cknI/PRXk86aajqikSueGO0SSUwqO0s7VkMTSRqXSR1RpAciROPZlz4I0stNbHd7bJVJSPRzwSCOeAyLIo3DehV1YhgUK5I4znHGsuts7EUWeI8W6j0+4WjSx9Gq/Iw36FHaT7aGiP50NQqwXWTaswhpZ1rFiRCiVE8ZINNLGR2plP8A4onO1j9OfC67XSCO6Ua3qGkWCsWpcVtNGMCKsTmVF+iyqSy/Tfj/AEaYunYY5aFrfUw/DfHQyJURMTvieQvyc8+HBGfYD76demqyY3COCbIe52UySD/1dGT8347VkXP0bS4seSsmXBx0eL9f9unG01slxoGstTU9uC0SzPbHAJ3QuglRMnwMbsD2xjV5enNc9y6UoMrC0kQ7R/i7MFTjJ+p5z+J1nqempJNyTPIqQVMMhRW+Volm2spHuAjgfgdPh68vPTdpnt1qjSCESyLPVdlnMJATawdVYKCGUDIJz4xjXHC9kph9n2t1loPqmpgtVqB+JhhuFUGWmjeTLSkA7gqk5b5c+PGu3TjST26OojVHBQIqyDG0Dx4+g/51l+33K81V1pq+te4VFyStpa+mZkZp3UOI3wuWcKY5H84ztBwBrRL9edOWqlhjkprlRwKu1O7RmJSR9NxGdKI3onOyCAplHCRXK6RKF2DL59xxgDRrwLo1Ibfb+/AlZEyz15kxDSoSVbaucvMRnaMYGQxPGNQxPVfpJBn4ibP3CD/5aeqbqamuVBHW09NUvTyruRwUwR/dp2HreC/PAMaTx+/Lio6zTVblmE8dLPPa6yOxUCSPZfmalKSgvQLgkxyIxy0ef5HGfO1h4OmvqCzV1yvdutlRdq6qoxumq3e20whO1CUUkIFc7gPkOfw41VN29U6uy9RX+qpLbLU1sVCIaCFmHb3l+GY54GeT7nGNRD0s6lvVXcprrdIZobsk4nmeWQMsjnglWHsQMbeMDV7NsOpB1aBm0Okz/K8332iTdTnZYqAU5OXdwjhbd/i0X1tarrW2a3x0E9XXV0VS4Mhjhp07R2kq8iriMblQ5AJYArg54R2m1Xam6it1ye1VrxxbRXrJJCJ6qqIdfiwiYVkTuOucglSGAOzlov8A6mWrp+y1F3uUNSaeMRkZZcfMwGc8kYyPbSjpX1R6Rv1rhr4qv4aKeZ4EMuNrSL5Ab345HA0+lttwo+HAIvy110gdP+CEP2W01c8mbfTrP35y99X2u53I0tFHdblPT1dWFqDHboO1FThzvDSBBgY9ifmB98nS+m309tFF8TJPGpHbDU8MIjULgKqxKBjx58aY6/rSzxMwjqaV1HhmmUZ/XXnT3UH73E88cSNTxNtDLIrBj74Kk/rpFXaL6tIUjEDkOyfRwTKdQ1LyeZ7p0dTnxoaQf4lssrMsE0sxXyI0Df8AB0NSTKrAWKLHUSPepKhiO5ViWeU48uJ3UfkCRqW2sA9d2dP9PxNfHj/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大学入学共通テスト解説 数学II・B第４問の解説です。 問題はこちらのリンクからご覧ください。 https://kaisoku.kawai-juku.ac.jp/nyus... 2024年(令和6年度) 共通テスト数学1aの解説はこちら https://youtube.com/live/vgF8TiY3vfk やる気があって学力あげたい子の最強教材！！ 高校...","preview":{"posterSrc":"data:image/png;base64,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」もよろしくお願いいたします。 代表的な動画はこちらです・ • 中学数学１年：#2 何故マイナス×マイナスはプラスか？ (Why (nega... ・ • 中学数学３年:平方根$1#根号とは？ (What is radical?)... Please see also "IHA Junior High School Math Class" for...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"14","reqid":"1766283273579122-584210164379020164-balancer-l7leveler-kubr-yp-sas-192-BAL","isAdultDoc":false,"relatedParams":{"text":"【定期試験対策】高校数学a：図形の性質$2-1 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を解いていきます。 普段は高校数学をメインとした数学のサイト https://math.nakaken88.com を更新しています。 #高校数学 #大学受験...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"ta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高校1年生が学習する数学Ⅰの分野です。 (2023年現在) 3章「2次関数」の1節「関数とグラフ」の9項「 y = ax2乗+bx+cのグラフ(2)グラフをかく編」です。 今回はライプニッツが誕生させた関数についてy = ax2乗+bx+cのグラフについて一緒に見ていこうではないか！ 今回のPoint ・y = ax2乗+bx+cのグラフをかくときは平方完成をする。 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を解いていきます。 普段は高校数学をメインとした数学のサイト https://math.nakaken88.com を更新しています。 #数学 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を解いていきます。 【訂正】 (3)の最後の積分（最後の行）で、「1/4 * sin4t 」の部分は「1/16 * sin4t」の間違いです。 普段は高校数学をメインとした数学のサイト https://math.nakaken88.com を更新しています。 #高校数学 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「約数の和」との関係を押さえる、ここがポイントですね。 この動画で、スカッとしてください! ※こちらも、おススメです。 🔶「90秒でわかる ２次方程式の裏技」→ • 90秒でわかる! らどうぞ → • 中学入試 #大阪星光学院高校#高校入試数学#約数...","preview":{"posterSrc":"data:image/png;base64,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を解いていきます。 普段は高校数学をメインとした数学のサイト https://math.nakaken88.com を更新しています。 #高校数学 #大学受験...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDASIAAhEBAxEB/8QAHQAAAQQDAQEAAAAAAAAAAAAAAAEEBQYCAwcICf/EAD8QAAIBAwMBBQUFAwsFAAAAAAECAwQFEQAGEiEHEyIxURQXQWHSMlNVkZMWI3EIFSQzQlJXgZSh0WJyc5Lw/8QAGAEAAwEBAAAAAAAAAAAAAAAAAAECAwT/xAAoEQACAQMCBQQDAQAAAAAAAAAAAQIDEVESFBMVISIxBEFhoVJxkfD/2gAMAwEAAhEDEQA/APGWjXoCm7BrVPGskVxubK78F8UQycgeRHqw/PWb9gVuRXZq27AIhc9YvsjGSOnXzHlrr2VX4/pz7mmefNGvQadgdteSaNa6684X4OCYgQ2ccRkdT8hp3J/Jyp45ZI3rrgGjTvG/fQfZ65Pz8jpbOosf1D3MDzjo132PsMs8kayR3C8OrgkcURugOCei+ukm7DrNCkby3G7KsqB0YiPDA+h46rYVv8xbqmcD0a7v7lrB+LXT8o/p0e5awfi10/KP6dPl9fH2Ld0snCNGu7+5awfi10/KP6dHuWsH4tdPyj+nRy+vj7Dd0snCNGu7+5awfi10/KP6dHuWsH4tdPyj+nRy+vj7Dd0snCNGu7+5awfi10/KP6dHuWsH4tdPyj+nRy+vj7Dd0snCNGu7+5awfi10/KP/AI0aOX18fYbulk9iQdm9mggaCGvuyRMQSoqFxkHP93166T3bWTr/AE67dW5/16+fTr9np9lfyGrro1pxp5OfREpvu6tJAH85XnAAA/pK/T5/Pz1lP2fWudnaa53lzIvBj7Soyuc46L69dQvaLdZ6Lc8hFzlipY6SMGKGqwVkLNklFlRs4K9evTUbPeLhFtGrKXiV6hrmixIlazyGJlUY8DOQMhuhb+HXGt4xqNJ3IvFdLFkfsvsEjc3q7sSAFz7QBgDyHReg1g3ZZtx+Iapuh4gAA1C9ABgf2dV+yXWsn3NSqbjceJmcqrzuQuEmKpxLHpgLnIyOPqTrTFc9xtbEmNTuNmaxNXcxXR4Lg473/s/6ftaq1X8ibxwWX3Uba++uf66/To91O2fvrn+uv06x3nc9wU9ioFpJqaSSrWB4I4hJ7VJxVZJD0OOPQ5+Rx5nW+9XK51Vgobgt+t1Kk04lgejWQLMAAQpJVyMHORjB8jqNVWy7h9mDV7qNtffXP9cfTo91O2cZ7654/wDOv06hNsXWuqHqJGvVUI6SnqUjieZmM4Cu5KkIOJDAYZjnAwBqIa8X5IWrxc61pRzZ09skDmJY+84EeQA5HxDxYGSOutEqt7ahXjguXuo2z99c/wBcfTo91G2fvrn+uPp1FbtudfQVktQl/mk4vCVpkdkaMrjgvWMqxOfEc4bPUdNaq+tvC7eooKe8VdW1TUytIIJG7wYQOYy3d5bi3i5AABcrpLitLuDtwTXup2z99cv11+nR7qds/fXL9dfp1H7DulwrN3U3t91qajvYGIj9oyrN3EbBigAAXqxBx5kA66ZrKdSrB21FxjGS8FD91O2fvrl+uv06NXzRqOPU/IrhxwGjRo1kWM7pbaK5UctLW06yxSY5DyJwQR1HXzA1XrrfbZNTVdDX2WrVoGMlVChjzHHGI5TJyVsHHJPCDy+GNWw9QRkjI8x5jVfTaNtWjWlaquUiDvFJeoBZ0kx3qMeOWDkAsT4iR5jRqa8CsiDqztmzXGWWax1MNVDLGUZqxAjCXvgrljJxQELJ9rBwR/k1lptlxVos/wCzMjkoIFcT9c8AzLkv5AEYYZDHy6DJt0W3ookrFiud2j9slMspFQuSTkEZKZxg4wc4AAGMaxTatjjmppYqLuzTjCqsrgMO7EY5deuFUD/LT4k8hpiQNHfrPRbrNJSWCq9smYUon5cmZUZkHHOcIO6YnBGMDPU63Xi9Wnb1xrrVT2OuxVoJ6makPCMs5CfaB8B8QOenr89SCbOta3OG4rNVCphcOjZTGQzNlhx8RyzdT1GemMDWy8bStV2ustwrO/ZpYe4kjVgqPHgqVPTPUMwyCDgkDGp1SyO0SHe+2602lLRS7eu7W+qj4w56e0GVeWAWYnkSxz1z8dMLpXbXStaxVG15B+8WIyBwjsgCpliPF/aUFSc4PX01bJNs2uarpKmohWoemRl/exoTKSvDk545JC9PgNNqnZdjqLhNXPHMtRMGV3RwvQspwMDw/ZxkdepyfIh6prwxWjgZ7tulqEaNV2q4VRtlxWnSFZDGOYiEofAOGUADGfj6eetFwvNrvlDU3C5WGvlitMjcj7QFKoynMg8S8gQMADJJPTU5V7at9XLUvVS1cy1M/fyRtL4eXdmPAwAQOOPj8B886m2nb8/u6q4QqKhahVimAAZQcZyp5YLM3iyQxz8Bg1SXhhZD6zWS2WjmaClERYKpJJZsKoUDJ6gYUdNSOkAwMZJ+Z0uhtvyCVg0aNGgYa11DMtPKyY5hGK5PTODjWzRoA4HtXfe+Kwye13qKSN6SqYPJSxwCORULRgucqpOBgnIIWUAHAOrRsjcG9pamrgvrSPILBJX00UkccTs2V4O2B4T59D5dR1xrol8uq2umSRoml5kgDlxAAGfP1+AH/GgXq1lC4rYiDIIiT06k/PHT56yuk7XN+DUlFTUejKpQbrq7atDDV22uqLYtBC7VqwySyTO8cRD8j4cM8hXBOcqfkNSdBeUqb7UVtJVZts1jirw87nu4TzkAcrnPVV68cfY9TnU5SS060TJSUjrFBI0QhijUYKn+yM4x1zpheaoUVA9bBHDRTysEYzxLylIB4KcHyz8Sei5x103JJXuTChKctKXV9Ck7I3duKt4115qaaS12+naa5TUsRVomkDOiyKckmNVAKr1HNSfI5s1/3TXWy7yolpae2w0j1DVIDBXAhaTIkxwUZAXr1JJ+WZGi3FQSyyRzkU2GAQtk8yc+Yx4T4fj8CPnp7VVbR3CGj9kmkSRWLMFBXpj1Pl169NKM4tXTKl6apGWmUbMZ3e5XWKGlmtFpFxSePmx7wDhkAj49c5/20xvu4bvbqm2Rx2SSVJ40eqYBiIsthlDDwrxGSWc4wR8yH7X6iguE9JUAQRw5Ac56kHGOIHQenyH8NPJ7jRxwyN3yyhePNIyGIBIGSM+XUaanF36ifp6sbXi+pSou1Ciel9oFuHd9AG9tj4t4lHhJHiDc14/3jyzx4k6n7duOqum3ZbnbLWZqiOoMPsxmDeRHXkMA+Eg9M4zjzBxI3GqWkmES2ySoHHPKNOg6np5f/Z05kn7kqiUlRICM5jRcAk/xHXTUvkl05WTt5K3e7huFtuxVBoqi2zmr4TimHeSLF3blWGA3nIEB6eR1Y7U1U9po5K9AlY1PG1QoH2ZCo5j/ANs612iqepNYGljcwVTxKUGPCAMfH5nT3Ti79SZwcHpYaNGjVEhqN3PdRZLBWXUwe0ezR8xEGKmQ5wFBAPU/Dp+Xnqs+9/ss/wAQttf65dYT9rPZPUU8tPPv7bEsMqNHIjVqkOrAgqR8QQSNK6yOzwRsfajXtsaTcX7OmJ4phA3eSssDScWyquVByGAGMEdejaa2PtIq7hZae40+0aV5ZrmadoYqvi5CRGUMMrkt/sMj4nQm6+wRaZ6b9qtqvA7iQxyXNpF5AEZAZjg4JHT4HWbbv7A2WdTuXZnGcuZFFWoUluHIgA4X+rTyxjiMY1H7ZadvCZLbu3rVbbprdJT7bSJrnKoEdZMad0kMiI/NeB/vrg5yc544B1O1O4a2C/01njslRXVBpzJXChPeCjcsojVnbiuGHM5ODhOi9dVT9vuxL2WjpW3ntaSGin9op0kuJcJJnPPxMeRB6jOcHy1jc99diNyrWrazem2nqWCh5EurRFwv2eXBhyx8M59NNdPcl3fsPqnfbTdoUe05duiaB53g9pMnIhlOS3HjgDjlsZz08/hq91E6RUb1gSSdUjMgECd47jGfCB9on4Y89c5h3/2KQ3VrpFvbbUdU0zTsyXRghkYYZynLgWPxOOundu7UuyG3UUdFQb62tTU0WRHElcoVQSSQB8BknpoTsDu1Yd7u3vDbttVleLBdGaHhxS4UEkELFnCdWIPlyJwB8DquDtQlqbPVSybfoI4YKiOIxzzMFVWjldVIIGZB3JBA6dRg6lrp2ndj1zpDSXDfO16iAkMUavAGRnB6H5nUUu6uwBYKiAbi2YY6kDvg1YCXwMZJJznHTIOcdM4AGk/2OLayWLZe957ztCS+V1BDBIlW9N3UMjFPCgbJZvkfTzwNTF33JTUu3q250gSqmpY0YwFiviZ1UAnHq3mPTVYtHaV2NWmGWG1712nRxSyd68cNYqqXwBnHkOgHl6azq+07sdqoJ4ane+1JY6heMwasXxjPLB+J69f46XdfyX2aLOLvkmLHuuputfuClitMUP8ANPFVd6+J0divIq5jLccdTkA4AwevTUrtW5zXmwU1znoWonnDERFi2VDEK4JAPFgAwyAcMMgaotp312GWqSoltu69nUr1KlZmjq1DOp81J8+Py8h8Mak4O1rsnp4I4IN/7YjijQIiCuXCqBgAf5atP5MrP2Re9GqP73+yz/ELbX+uXRp3QrPB8ycn10ZPrpNGuM7hcn10ZPrpNGgBcn10ZPrpNGgBcn10ZPrpNGgBcn10ZPrpNGgBcn10ZPrpNGgBcn10ZPrpNGgBcn10aTRoA//Z","isBase64Poster":true},"target":"_blank","position":"3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を更新しています。","preview":{"posterSrc":"data:image/png;base64,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https://lin.ee/fWyhZha 【最短で教科書マスター】チャンネルはこちら / @キソマス高校数学基礎マスター 【👇YouTubeでは非公開の特別動画はこちら】 ① https://note.com/suugakuryoku ② https:// 予備校、医学部予備校などで数学の指導を行ってきた。 慶応、早稲田、上智、東京理科大、March、慈恵医科大、順天堂医学...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true}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今後も数学コンテンツを軸とした情報発信をしていこうと思いますので、是非チャンネル登録お願いします！ 登録はコチラ↓↓↓ / @楽しい数学の世界へ 単位取得を目指す大学生・数学検定などを控えた学生へ。 トップレベルの大学の理工系を目指す受験生や医学部難関校を目指す受験生。 ぜひ解いてみてください。 また志望校が上記以外（文系の商学・経済学など）であって...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"37","reqid":"1766283273579122-584210164379020164-balancer-l7leveler-kubr-yp-sas-192-BAL","isAdultDoc":false,"relatedParams":{"text":"数学者になるためのアドバイス","promo":"pumpkin","related_orig_text":"サクッと解説〜高校数学〜","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"サクッと解説〜高校数学〜\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=1yxrtZyTUtI\",\"src\":\"serp\",\"rvb\":\"EqoDChMyMTgzMjMxOTgzMjU3NzE5MjAwChM0NTA1OTA5Mjg2NTUzOTE1MzM0ChQxMTkxODAxMDA4NTAzOTQ0MzQ3NAoTNDM3MzU4OTYwMTYyMjM3ODM1MQoTNzY1NDg3NzIyNjA5NTMwMDc0MAoUMTA4NjA3NTM2MzgzMjYwOTUxNjcKFDEwODMyMjYxMDI0NjMwOTI5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を解いていきます。 普段は高校数学をメインとした数学のサイト https://math.nakaken88.com を更新しています。 #数学 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