個別指導塾スタンダードのお役立ち情報
「指定校推薦」は合格率100%?試験前に知りたい情報まとめ
指定校推薦は合格率100%と謳われることがあります。大学と高校の信頼関係によって成り立つ制度で合格率が高いのは事実ですが、不合格になる場合ももちろんあります。どういった場合に指定校推薦でも不合格になるのか、不合格にならないためにはどのような準備が必要なのかをまとめて紹介します。
指定校推薦とは高校と大学の信頼関係で成り立っている推薦制度
![指定校推薦とは高校と大学の信頼関係で成り立っている推薦制度](data:image/webp;base64,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)
指定校推薦(指定校制推薦)とは、学校推薦型選抜の一種に分類されます。指定校として認定した高校に対して一定数(1〜3人程度)の入学枠を大学が与える代わりに、優秀な生徒(もちろん入学希望者)を推薦してもらう仕組みです。学校対学校の信頼関係で成り立っている制度で、指定校推薦されれば特別な理由がないかぎりは合格できるのが生徒には魅力的といえます。基本的には専願での出願になるため、合格したら必ず進学しなければなりません。
さらに学校推薦選抜はもうひとつ「公募推薦(公募制推薦)」があります。指定校推薦と違って出願できる高校の制限がなく、大学ごとの出願条件を満たし在籍校からの推薦がもらえれば、どこの高校からでも出願できます。また公募推薦は、学業面での評価(評定平均)が査定のポイントになる「一般推薦」と部活動や特別活動での実績がポイントになる「特別推薦」の2つに分けられます。比較的低く設定はされるものの特別推薦でも評定平均が出願の基準として設けられる場合があります。受験校ごとの規定を必ず確認しましょう。
■指定校推薦のスケジュール
指定校推薦の主なスケジュールを確認しておきましょう。大学ごとで細かい時期・日程は異なりますので、指定校推薦での入試を検討している人は早め早めで確認して準備を進めておきましょう。
-------------------------------------------
6〜8月:高校での募集→担任に出願の意思表示
↓
〜10月:校内選考での推薦生徒決定
↓
10〜11月:大学への願書提出
↓
11月ごろ:試験
↓
12月ごろ:結果発表
-------------------------------------------
■指定校推薦の出願には"評定平均"が重要
一般推薦の査定基準で評定平均が重視されるのを紹介しましたが、指定校推薦でも校内選考の段階から重要視されます。査定方法は学校ごとで異なりますが、1年生から3年生の1学期(前期)までの評定が計算対象に入れられるのが一般的です。計算式は下のとおりで簡単に求められます。
【全科目の内申点の総和÷科目数=評定平均】
※小数第一位までの表記が一般的
外国語学部における英語のように、大学・学部によっては特定の科目ごとでの評定平均が出願条件として設けられている場合があります。また1年生時からの内申点が計算対象に入っているため、指定校推薦に出願しようと3年生の時点で思い立っても“時すでに遅し”になっている場合も珍しくはないでしょう。
■指定校推薦の試験内容
指定校推薦の試験では、学力考査が行われないのが一般的です。代わりに大学入学共通テストの受験が入学手続きの一環として必須とされている大学もあります。実際に試験で課されるのは、「小論文」や「面接」です。詳しい対策は後述しますので、そちらを参考にして準備を進めてください。
指定校推薦の合格率は100%ではない。不合格になるのはどんなケース?
![指定校推薦の合格率は100%ではない。不合格になるのはどんなケース?](data:image/webp;base64,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)
指定校推薦は大学と高校の信頼関係で成り立っている制度だと先述しました。そのため合格率は100%……と言いたいところですが、「特別な理由がないかぎり」と書いたとおり、不合格になる場合があります。
■指定校推薦は必ず合格する?
指定校推薦の合格率が100%と謳われるほど高いのは、大学・高校の信頼関係が根底にあるのはもちろん、双方へのメリットが大きいのも関係しているでしょう。指定校推薦は多くの私立大で実施されていますが、卒業生を有名大学・人気校に進学させると高校の実績になり、翌年度の受験生・入学者を募りやすくなります。大学側は、優秀な生徒をいち早く確保しつつ、定員割れのリスクを減らせるのです。受験生徒も一般選抜より早く受験のストレスから解放され、落ちたとしても改めて一般選抜を受けられるのでチャンスが増えるメリットがあります。
■指定校推薦で不合格になる理由
指定校推薦で不合格になる「特別な理由」とはどういったものが考えられるでしょうか。選考する大学側の判断によりますが、素行不良はまず注意してください。たとえば下のような理由で不合格にならないように注意しましょう。
-------------------------------------
・試験当日に遅刻や欠席 (体調不良を含む)
・小論文に真面目に答えなかった
・面接で全く受け答えをできなかった
・校内選抜後に赤点を取った
・合格後の入学金の振り込みが抜けていた
・警察沙汰になった
・高校を卒業できなかった など
-------------------------------------
もしくは大学側の判断で不合格になるケースもあります。たとえば芸術系の大学・学部の場合は、選考する先生の主観で評価が大きく変わるため、相性が悪いと採点に響く可能性があります。また医療系では、生命にかかわる仕事に従事するための人間性が伴わないとの理由で不合格になるケースがあるようです。ほかにも学部全体で募集したら特定の学科・コースに希望が集中して枠以上になり不合格にされる場合もあるといわれます。
指定校推薦に向いている・向いていない生徒
![指定校推薦に向いている・向いていない生徒](data:image/webp;base64,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)
合格率が高く合否も早く分かるなら指定校推薦で受験したいと考える人も多いでしょう。ただ、指定校推薦での受験には向き・不向きがあります。表裏一体な部分もありますが、特徴をまとめてみました。あなたが当てはまるか一度考えてみてください。
■指定校推薦が向いている生徒
まずは指定校推薦枠に行きたい大学・学部があるかを確認しましょう。指定校推薦の校内選考・入試に落ちたとしても一般選抜での受け直しも可能です。そのため行きたい大学・学部があれば受験するチャンスが増えるため、ぜひ指定校推薦に挑戦してみてください。そして、学校の定期テストをがんばっていたり生活態度にも気を使っていたりして評定が高い人は向いているでしょう。もしくは部活動など学業以外で実績を残している生徒も向いているといえます。
■指定校推薦が向いていない生徒
指定校推薦枠に行きたい学校がないのに無理して受ける必要はありません。人気大学であれば学部・学科にこだわらない人もいるかもしれませんが、4年間通って出身校として名前を背負っていくのはあなたです。先生から薦められるケースもありますが、自分の気持ちに素直になりましょう。また行きたい学校が決まっていない人も同じです。成績が良い生徒を高校側は推薦したいと考えるため、あなたに話がくるかもしれません。将来を見据えて慎重に検討しましょう。
もしくは国立大学志望の人は指定校推薦に向いていないかもしれません。一部の公立大学では指定校推薦がありますが、国立大学では推薦自体はあったとしても公募制推薦しかないのが現状です。
面接や小論文など指定校推薦の受験対策を始めよう
![面接や小論文など指定校推薦の受験対策を始めよう](data:image/webp;base64,UklGRmguAABXRUJQVlA4WAoAAAAoAAAAfwIA3wEASUNDUOABAAAAAAHgbGNtcwQgAABtbnRyUkdCIFhZWiAH4gADABQACQAOAB1hY3NwTVNGVAAAAABzYXdzY3RybAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLWhhbmR56b9WWj4BtoMjhVVG90+qAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApkZXNjAAAA/AAAACRjcHJ0AAABIAAAACJ3dHB0AAABRAAAABRjaGFkAAABWAAAACxyWFlaAAABhAAAABRnWFlaAAABmAAAABRiWFlaAAABrAAAABRyVFJDAAABwAAAACBnVFJDAAABwAAAACBiVFJDAAABwAAAACBtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAYAAAAcAEMAQwAwAABYWVogAAAAAAAA9tYAAQAAAADTLXNmMzIAAAAAAAEMPwAABd3///MmAAAHkAAA/ZL///uh///9ogAAA9wAAMBxWFlaIAAAAAAAAG+gAAA48gAAA49YWVogAAAAAAAAYpYAALeJAAAY2lhZWiAAAAAAAAAkoAAAD4UAALbEcGFyYQAAAAAAAwAAAAJmaQAA8qcAAA1ZAAAT0AAACltWUDggoCsAAHATAZ0BKoAC4AE+bTaZSCQjJaWks1lIsA2JZ2u3sbmd8J6s9aBHLIe5nlWQ5XgKY+BSdzwfUIWZp00jrpD2pMd/GCtsGuyJ6gv8P6OHpt9VFJd3238z8p/UTmRZuhPvnR7keBBAHcKvs/PX7W+bFx/34D1Bf5L/jvWR/4PNL9icDcbGN9EIGrl/DFIFiQPVxLzcP15U04A7orPQwzC9DI/MqAa9mvf93qWVSHuoQSGaZl9joQUIyeN9v+gje6ODbKVwfemTxoPFl0dBWDxkCR8hWdghe3YRal9PzTHraX7Pg4pgzw+4ZB378xwfT2mGLNMMXgHdk+9MbtTKhTjvmANH9ckDByCF1fjkT9YOlebcv0k0XN28KfMF9ewL3kE4IkNAUc3dgvtLu1IzLavE5DUogp3H7dyn5swL6FndbKrcowLe5Mw8sN9xRZ2sfU1HOnMVa4QeDXh+8rdbIXh0cL9ck+5RVQgg9iEfc7kP0RuyrscqWGebsEL3YL7S7sEL26h7AWsUZj6AbZLeREvHrp7FIcCLYL5wyGSEHO1bzgpAqzGDMM+tJx+hyxJfPqoli42cupFgycvgEF0WMgc+5XrZRgmXFoIBc1chBxZ8UtQHfliYgo5u7LrueaYYrdHbfyDqRKoeR373Tj8mmm1b6cWQ7hm/yYeromUYq5PYzL2Y2kqO6M821DlBg4qcTCWE8tIUAoojVS2eMywz1dweM8OJnLQsUl7sEL34Q2F7sEHs8ToDShVzLeGEnOxK/MkGaCONJpeFFtFFc21Fb1FHRRZ+F6qJQ6mKPjPgxgvrrsPZrdL5xyRjONbvIlzBOWUNcQiUzNll4h5YjJcQlmwZsBA/cZfDu2MBbd2CF78IbC912XuaSSIdkUBmR4o34E627Lc/DgStDF7OnJHfr1cOXCIM9RLFt/AI+WPrN+g+J4zwu/Pdjxeu7yIvrxCSx2OI5qLXT6Thxk9sCWfbE2IvisA2tak+8j0jWmXWHB6Zekj5m0ysE+pockrjTS44FpiZdMUwgliI7jpx42njFYqkGamiUSBeo/Hw7vgkBuiCGC6FAWwSJ9b3JH9HfgDvaAnvH9aZ89bliXC3abnBft2CIT67BB6GDPoFpbusTON5byKNaFXf2xqERkyRj9ps0avhyubthO3c0FebEZDeQLz/o6TBKQdQo0UIbd+wEBrdt+G/3Qtbu00FgftmBumDXh/xD2ktkKcId7b7iIRe/9k/Vqbsi1WoKutP59oNbB2qqD3/qRiznN97rQHOK7SnEtc4OixKQsEFlNW+vRT51GExe6Feh2WpCloVZoyHOQc9B+gbRQffctx6gmNiKAHFwtsVKvjyBC0rxWbm8nNed0XDeROG+Nr9uuQllmZJM5Jd8hDiZOSlqWA+Rrd6CeHxe4MuLZgMEcAQwyDExboaa2503pJIuKBaUaY1AhA+EUrpQnx84+33ZBqBg9wAgWZNndGMyqeTzQtsnbPm6MOg6bBkPiUOoMgigIWHWD+lcQtOO928GFWIvk4AYrSYoPQWTj4eWhkuav1aE3u3CYjVyZBVu50PFCGGeBWNikPNBFpbmFYSsw9jzeyLtGMo1iAAuovbyZGxmOZe76P06g/UHc7DHSPNzL/LPyB43PER8Sz8to3dpoLD1iAaupwDuoFY/voVP6dPTaWaqNYmqLVuBx0lXlHzk+XWcS/7tIYJShUkKScHELUpxYPORRmWtc1f0MjqDKbeDKrus1CNN23hjOfMdzUVVNAqez//lV0kYCc1FCLgXXqoGpI2CXEbyns+nHZmA/TV+LEFKVqF1yOAzeQwI/D4kQTaZ0EoGqsVs67yntyTaIVc3w0FEMXMMhBqXr7oq+YxQFAiyVwdu9RoHAei/RYnTD6/uE34vlohJa/nmH8gicQrpBgEL3aaCw9WbYJjnRtPMlaW7LLjBt0HHRRWpS/KT+tjYFkIyn2mTfxaDCgSf6i0ibs9WDkVe73VYXlOZj1aTalBgD8XgtUV14wHEfGY8dTU7Hpfmv2N3aG+fYgmT3l9hscjaAs45w12uyhxjJLBhaEQj1SagDIOhMlZggYWeJ2i9gYwLbd5lQZEhlIPpafT5CrNnGzxOYXTjFIy1+CTfEfn8AbUR9A6GfSsGD9T72Q8GBubvwhsL269djqmWFgnQJ7OqOFAc41ieRwoIf1LsH5/29rQRBWTJUGfUSPTNAZN7F3ptG5A1aVwI14ccRWX//HNrwlZSkNGjG3lGkoM+WSXvdghgd9gQvdgYa+Sn/o96N8s/0kq1R6GZy5HRz1OV2+38eJl3v53I6EvhHQM4XpM2Ar/0rEOhgsEL3ZddzzTDFmmGLMp8LJ2wV2YogCy3lDtb26zqPExU7dT5M95ElYqfQ2P3od891Ho1ZXGVAhvQRV5gQ8gigIWaYYs4oUMWaYYs0wxXBiocmhGySJvvm6r454PZrZ3HFde5rEn1vFfNmG2nDPTYxtUCkRCVjf4LLOwUAQvdghe7BC9+ENhe7BC92CF16g92Zovk2iV6+9x3mVFafpIYSoru9G6HFptwYv7LyKL47+45QhUYKrbUjMJ9H+1mPNubuwQvdghe7LrueaYYs0wxZqNbzYwVEplC4e219h+aaXfmrzbtQc0jWtWmnDnUVwg/i2FA0YHE59lvM6zTDFmmGLNMTLpimGLNMMWaYTZfe4Pmbpx48AykAJo50dGgPvsXBaAF9Mjs/Sm3Xy4DEPPG7sEL3YIXuwX2l3YIXuwQvdgaQAXcvQrjYBkGCCEXsFw21Yll7/patjf8UNRubuwQvdghe/CGwvdghe7BC9yJin3VNjYcNQVwoDucIQ2r5zOkVJ0xIRTR3BC92CF7sEMDvsCF7sEL3YIXkqCEPEs7WNZ0Kf8aROfWHRa9qIfFyZphizTDFmnX3RxTDFmmGLNLBKud8p3Uf9VOmLEJfhf8NbUL3YIXuwQvbAA/vvnIxiNmxXCFm/UIllJl2oW9+VixznX8ZyHQAoZVhbn91zbM9rMiU4vyr4rFeL5WSeKpxKOjqTHucMOAN6Fdrmy8g1RIhZ9H9zbGq+UE2MQVNxhucTkUE4YwLTGBwAACJ6Bqc38UfPMda25oLnywDAaOG+JP2GfLogCFakoKO7b65cYHDYUEOin2m/w0AAAa7XJCr3DJ2cyRgx0F18JP45PWd9t9T4u9z1rlreDsGYlaCM/zeUvWpM/dxe7jhEQUOTUzA8Xg6AQmUF09ADOssEEaevvMUr6UusDOSJHv4ZzRdDXnbVFx4zcZDCEAaF8AAHHi6s658p1Kw4rICgfI5PPNkrCSfoWl/LzcVSSPl8161dtO9IejgBYMEHJGzVtIdUxWGcotgcIkQAD78QYDKObtF6yWLKQedcy60XZi0M8AYPaO3CoQbOPLAyXiXgu3GZN2klBY4Em0Rhzyd2wpsAm2UsQmUujYCQ4VlpGn08RUR0rDbc7/0jjpNl1FGZYMn/ydIkk3Pe9Cd11n6a6xXVQ+sJK58pZ9MAWBD3raYrc0pSEPso8UekUCkAF6I+SylNOYeSL71Ul8DnfuLd19+9drGzG0LfZQLCEWlHEtgbXxy7YKR6DjsrSu/Y17VWYpxLpMKKAABCT51YUKwT1iP5Ajx0aFKl9TUQVWCP3ciRzacc4F+iOM1IRNl71mGrcvHtcIXV65BW6yx7hd7aJtTAjcqBoIw71rvEDvDVF4HYLrtROZX2/CxDoBEsdq+sfSJEjxE0OB9Dd+CHALTkZLR6p44G84r2wyQEge6iz8uOJDUTaALgUhX0vpWLfu4m3IExWZtwrKV/Cy6Lidd/iG1M94kBTXUZGXVIrtytsKG0r+d4HkXC/ynbTXotSfU021WZUXyWKuPjARa5esKOgEd+zzybwBRWeeoxUoUxFdqhe5CchOKVJ8awHffbPkwzf2LDBPnZZ24F9297rA++mu5SqaeCJRy+KBoTUWAlwRNOSANodkQHW+/Vae7cNOypDqRWO+gceaVu8nwpZLL+/kcGpR9K3zcld6gwY+lKWyy2IQeLM8sZrXFUROrA8WQiswm/hmRPpB12fsmEZ/nEwFm7E7LwnZMUCaOJWgfP6PVB3qa7v1nG9yYfwA1R5dizejQZyQZuTs7oIdWcpL64nyOxkOFgn0SFBt57dtTvcyj/jeLe+zox1R81HTnA04QBNZBvSAAAF0bPsNnQvmSdzAZzmEwikkifEiS72U8+lbiFcgHt1SLiNRSydeKUUQUopP2WoNnhbj6TEaB21qEQhoNj4qW//9HQ5rrTLqC6YW00fZxn0HLbEw17ZjXA9X2WXzO9oel4M7bSpBqaiK6Csa85VZIdlOYVaBFM+fdZRw6pXw9Yd6gmlmLvgC8wc0Kq+KJNd28eRRqFMausib0QKrW6aiwW5lNk9Q8x2wOxRa+cFlxFEnDNTUAicx7I5D0ejdDuY7rhsmtuiT1BgpYw9JBw7HCpaEAlMQJhK03y4pBc5bLBLRQFklq730Xytms9g12mFzPPPBrVwzCMja+kuMfjPfztk4JKX9r1kgkpBs1nUeE9GU2xDq7/13hTVua6KoIFJkdwlm+YLdphO50819I9D/cfcMP39Xj/8DDLU/pshJBjXUp55kscOwxi/C5DdN6mZ2hzhi+OVxuTu5WYCtApXfDeCH6P87Jz0CCbaa0TOcp+Qa0ksBDr0ASIFjnWdSj3iq2mJgEUrX2c5G148NLLdui4Mu4X/0razAWVu03beNJPDsSa5Zcxx0tVzuDVKU6RkL8tiAuLbtbYEDUfCfFhK4IwyoSc5q2uk/FW3ubETcr9jRDlyHc4jn+KaqyOpdiY2HAydTSshydK2Q44lxHr3+cS08Irp42sDqLlocHIV7+g7SMQWYYXZIsx5plmLwkyyQf06ElkjQAAAoz3byhkGQAX1UbT2y39yvoVmtUzabsl0XrfTQ6k60imXL14Xlp2Y4gNh0SuU/L6pQfHJXN/PapGCzon0hBEQDYCi9wWYTuygVcei1e26Hd3W32RE2TvzZ7+jNZZHLAihLIdu6j4C4wzH+0kixpmBFlbRWZttiwYUvnQKug1Mh6ml+Q/vmqgKhx2aAZupnxlREHFjZwgn80bByfmuuNoPjIaEmnJ4M0hAagVgm6EzkMHBusXUcitXRcOXp+q77cAht6CcgkiTRSlJYnOtwzZmfnKVQ+QnZ5izjlA07YJXSGRocHrNrbZ7xSgitDNNTgkqYV8J9TCrv6Gd21rRgG3ZQF7ijX1a/EXQbHoZQJcdv+SJKWZpbP0zLcFfNj0uOQxj3/a/bKsILlQ67EV+gVcqOzn8uusQxgaHmF3UPBM5VMeMLkIxX75OeaR1kftbMTC8FB3gf76V1R9/qtEW6ikCl9jwpvNATMHJ/yXGrnqn1dNGZdyxgAAAAAPZ5Nf944UtbpHe7BHBeYi3aKGF3w/5szMbs2ZTG2roKG+kQKLz2nzuDUch9JX2hMbFRcy5SVIBu5PaB0tw3qjwRpfrFYyLgDFdFQZyoFqmvZ2//23Gq7JNS1ZdcF+ct8MVlfnj+IBf4S5yRUWhW66KIw4r92GAZZt+kWeOvLD0VXtSH4T/S7fkXoxfXQDyCGY/Oca4NB4kWjxfzihpTILmvGgpPUhVEjAIaooLaP2dZyQVZkR+2vcWQyULfNmdd4kjIsv0c860aSteV1qzFACaUWHsKA67kyBBAVg0v4MYQvF/JTay+Iu8Sx3ZGYkGPyvfvXh8Nhl8Zgm63xMcVXMm86rZcYfdmtCruqNDQ/AqSVnlK0QwpCbVhexYupX9hvFYkNre/btvGAFTkQMfxOPFgxvFsoQh0/fsRelK9dt3PnRAhyO+yTrBUyTeaOq807H3DfTyOen16TE7KOov4Q6nsjnfyOnBG/VrT3hbe9V7zCcxkbtU/LZgIZ0/mJJk+hI3EJrZWDcQ2pmw4J74fw/wx9tSR3CrrbhPDj5L0N94G2yVPQ5EdmC9GURhF8w6/LftgdF/u8/hNS9iE5CMhSx7K85iOipk7KAE2P2LLeHMysXBzQ63NH47No9kyc1dCuse1s4sJnU9+eqQI8q0mZ2f2r2Ph3KGWVUFSSURA4v7J1Uplj3kcEvfiKKQGelF+rUXZNTJbSRl3KsZbKnSWs/aiOd5zQAAAJsTFJ+DjIYsT9AbUkODdwfqsLUIQniOEPV3dreZEnIKIGlMdSCHYgoneJ3f8jZWfkYQhX8Mfy041B5EGiRn077mvSiM189iQe3guHzORVU1z1gOX9oSnkOh2l4ulZ6JLZdEhJkLxBxPSoN8ijKx9rb9qOCOGzuHRjJaWkmOA/tzmg5fj0rHkQ2UspllQUnJFDlsBbWcokIw1ApZr9zLInaUgM2Auju++XR8DUy6lwLJ75HLCrkkGmHnvx4hwVMLOaiDsKJmqDHu+3wBTKZqupwAyNObD1isqftGqJ369swQZ2e+nL5Zv2v0qdrjAE7SY1h67mGsJSdJlmaPNRJ9y9NqIkZ4J6Me3wJAkY+ZdzgwhM6HupHYCnWxg9mWkrNxVyRzE2cW+Pc8rH7rgC0YZ6LksFoAedGw1AOhm+fJPLhadvojMhnvOxpeyNrMRpHkuNkT78G0oGa/n6sOJk+z5tfPUqyWft49zhgmNaCQ1/3H7GkYYGOuF11s+5vgbjCsWL3X+BMmTMwSAYBLfKeMGPugW6f1C6ciMNRPvo/vix6t10pZ+VGe2MSfhk9CvREyxaGDstURkSyRR5kPEkogI9/yrHZPT9vY0IsAABYeDqyDh+VpcIu6THjQhbqSRhyzvs6eBRim8nH7TkBCg3A7e34Yl4Mmz4ww8QcoZ8X3P+RLMf8nE8L4r5mxs7DwgD5HAax+cOqL+G97oFSRHX+4dvOUgYoYadtf/aD84zFTo+xhT92iWkMXf3u9TcxfafEjyqHKAYoJnxdtfBNECz8Phs/Z1QPhPDp59iiB1fxjEdqFtnIOSRlKYdoNEBYvvbGMgUEkHwOSFqo2PXRo+fsZFKtBaZgpqab1jGsoza4wetOduY/y+EuHejhAWTFdS6fCIjsEJahEgAA0ZYGADfgVHuLhJEdd0X9fk54ejJMUYeSSfSCteuTL/FM7A76Y/X9F3cwQuwoCMqwALeaDguaOtWAW4sQz/ZdRsRbRkFE+J4Ua42+HQlRo0JdIpWi6UihjWExlhcXhs30TpWBDh5ebFub+i2whZ2w+18UdzCtG3IpLNRUnsrb7srw26H98qsQTxUYyVNxtOk/CiyNsqKAsLk6iFbZr33qIUqKJGvd6S2y418g1TjVa1DWArkPi1cSjxAL3HdUlXKovOGynqOSPLhgACuMem98PuF4k4Yjkg5CKn+ikVxh0v2JDYgcAEhNyIqaTGOENp0J/2TNUBAzzJYtj8bVUStp8HOKisxQfrYDYVfNvvz0GVpKbuZ+oPKWeV6zxyW/TKEVj6LBvgIJVP92fHFH+caXMnGlGNVY5oOezQRoFFURFch3EPeBhlV7gRZ1RwUt43cjLbHCl36UEMzQk9uPE3S7D39ZurufMXY6dsH6NreULAiEECPD8i9BUErYJvkiobFBx6XWIaemCwLD10saX5GNLmVehpkvIb4+uN15nJZN78QhGTjo77I66m/SuJywIyv3YykszvXF5t11Qz6fbO1XB3++fUYlF5WFDTm8lsvLURIB3TravH6H0QrfcEjoQbF6QYbgpLTA/OWoY/Ey7a0FdlvZ+sVRooCvKHEonbQlxYRZwK1EXLIxIbtA7FwwjkZeGGoFs/2V424HWx7JIOomX9KaNDmnwU5qyGu0Hx416GEi/+izgSbIqmCeF1P+dPySKJ89NiPVM4PChZzGicUA9Fma+hR/chvaU8bvLF7zMDHMEY58osNHinNklX+okvD40GsPmSEXHDTcGSLyrUCkWQunwbJzB2Bb9xQCjSUOLyUWVxOYCEp//NNtYn3ojcZwEUq8mtqbSH9hID3XxqNuIlriC2Twj1tgfGnnJcR/BhcuJLacpaa1ZgUNwBdhpQmSje1S0sNjRM9i8wvQzj2w9eiiCrkOiJyilwYsf+y97ApgT43xwwLVoopDUuaYH0gEOkgSRr6jWzzq5ZqNJpP6Sx1Sq1i7/7vfP0/Yj18gyEOpNjl4LOGdW9ZgNZ6Sbq9dV1p7ITRjT3dNWWQP2fuO1dq1y/in8FOFvE6vCL3a6Wsze/UZyRnA8Dipr3iLdlyX1psquXDWriefaAaB5/i6tbr5FbT0izAq0+O9lvPyzMbWvLSKwoxyk6l7PMCqvrHBYHdgQn6z8xcvbmld0iakn2u7HyFD6nT3CP2sKRLRVy8sBcLmQk6xMewAa8gtt1MdtFQUwPoNtwKC6z9UGR8w16wtCpTuq/bplXMkueH9SLRvmyj4rctR1QbQt0fjz/Wv/D619nAczKLIh4TDCXfVs6G6VrupnhcPncRwNrl/p1LAAseJcVHFv2LQGdjKX0xVNRRBdb55pkl5weFPZ0bfo68o96F+ZRz4HI498bgJ1s3vtI6w5FnAZgMQ888OlkW06/ztvfHigWrEg4MI9ayaQ+6JE9hiCFaGaPw2uIh0nqowDq94koWXJdTgzXanitkZ/dIKvsekgRJsm3nlxa4/MbpKGt3ELxiqd5+5U9Y5vzJO1nZkvnC6qgVyLXwJ2NtITRniAEQakCite1oMqx08r0RcrFvdyHQ1xWysROyR+17TNOFrDjil/wNOYY5If6Qjq693r5LyxEcjB3rfoNvkecQwrDCVhmvxeCKLel61Qi/NeLuZs7jHv9GlcBX8zdO1DJsEHjrVhKuBdPY2/MXIK7RMofPsRw+65Gdmrf19JhR4GiggnT2Dkab4/hmwI+GkYAm/oAUv9x4MvWBXwb6e7NyzJjaBnojtn0OGNfEWnVPYE/I3CycnnDxjTxrjUzC7r/FWg6GE12gt5OIJQQCpdxywKF9Ml72/w44J0RRM3mUGzE9yhX7JaHlZtpedbk9LTQkphdslvyKKLECB/thixArSVWxizAu3LINJQWKTH2E0U6atEGq4AiAqI5/Te55FJ2m1bmQquwdxKWyxPy1L0OMPyPpPE6JbK+zcyoPff9es5vJj5WC2V7u1sLel70Ue+4ctsQlrUG4RB7cocQwUY7qF3Zzsp8mEpytbb5I/F2Nuv4VLL6y0w/hSnhtD8tCe8Yzgk01xAyNBvAL31hGOoJAC5pj0VFAVyQFslmleMId8KykGwMymRZZIcZFoZwIjPMbPfyOv6q2JVn1TI29q3DIE9/AYcseYN0eOQTSacby40gZqWpx3qqG7huMPBz45DOD/k5ZlY2kjYiYzIplMmornQBeCYEsAOftOCkFSYvBPMydVT6FGtdcRdh5NdbEdTO4GL13aTQtJKj4zAQ4G/BY8SnyGzRgaOfoId7abZEOZbkojTm+Aw0XzpWqo+RvuxbWPxBN8VCLVGPW0Aak4rHrWVwYIMV0DCRqIxaSHVJvrFPRu68aXREU1tzDP2iJgBqNTCOfPY5ote3kZMqM0KEHKrbaVhAZwdWJdWCBPuCblOnwkc8gwes39TAnIQiAL7Kx6mpj5DkJB5pMbRlK4Eh+T+95Gs6jShmbmXzUDR1jU2ZEkh9TLBiV23L4NSDB+5GiZiKZ2tAqjD1o40bjTQX1643UkadUs9p4elhwJJEOyP3G9iKMCtt9Pg5Z9oqw9efR5ISgRVeekzA37kIPYTSLjesIYq/5WmA7G1BSdR7ziipgTRu7GtzKJkopE3zu5tUwQt3VHfaoIbKKwnNpj9h5biZXEnDieE675i/yI6NyJc2HiaB6oTBuSmhLeJfUiYZlj2G/rD4m4Lcizz0Nli8keRk2R4vHQcQ4Cc4QwSTtxDrWbli0alq0yvABImaQ/wo8HKkSVu3kB1Z/9AZyGZkPKlxXonBXt39jGgu4mrmpKPyluj2VbGUHXPciomY8cIBru/ZPYc/KlfwaQMKv++lDVZwnUtPWyuHWIXfX6AUm43CizqF7gzY+wxPb/fw0jzsWdDX6mX78EVr2XzVOB0Xuu0K/+/Da+0sRADYJrl2EOqenS21xER8YzRP8c6Cgz+mzRCLBA35qj6fWgDrjTQy7OSqw3p3Gt8Hh4rnRdsqteMwsWtIHYUpheIcSp+TthzFrFx1ODQA8ZW2RHCQBH9Vk2Hgc2cEHywbCpugp2ijIcig2OojfBN68Tdr3kNeg0OQbuOqaKJsgOGbMol3FAWEV5oAuI1B7x+NGA2BwNs1Lh5e1xUFCBVyWjiHw1G8vanh5hmFtxZRg6n0rIaHAfQtJxLm8UzecS2Qr/0R9DGuHy4WbHZJPq2Bq/XHD+Ihb9LacFxo4bi1i7vTlpjTK+fJmIP5PcXP2UbeCGWtjybrWv1rCosppbLbBsUlEIX3kgFwcA412m+N3XSRlGPRA1H7KtF7XBGQ+bc7NCj+QlNBVC61fPrzhn7FczdJunqScoKoqocUT9myNc9QpLvJyvWLux5v3viR8DGBMcAuvapg5uSnexKiqCDTijFwOWFwvQL3HuhKG5xW/0hMd897X/xYh1BHotKBIy6YrILATdmutZ7hL7Bpt0fZZQZX43j3HlJ5Hgy3R/a4l49/MfFTEKV/4XtK5Q4v7F4uzpeuVHHCWDj0Pv4jjdR/gQ2YIely9mclvjlO8FxqUY+niKVrFdJ3fICUAOKFvlgBm7zhyAI0sZMsxnqi9nG8tPnN75qdwiEM41Cbtv05GWQXoKF2ZoJsWkZwdTVYPshNfEtshdsvlQDbqXGcEWFnx4uwK42i44ulnxvDh+xuGTZWCK0PloNfqqipeLCP7wOpkmsSkJFMWhmrSyQC0L6pQyo6LXn1FC/iQrMXOvYtyKYUIC2JjJTwuphhohUUfz7gdQ/qpMm0eSxo/82qxkNFD8p2T02iksxGGRqj9NggdT6a7JesDcbsQQDSKqOfVJ4jnPrvcwv6dnZylGsMOZ7LVK7R1UFNf3S7tOEKcT6E6pF0G6w3TILenXBFkss09ff6YUgeYhhINJtKMIcyn4draEdM2Lb8oRxPBqYbrDowjYiIH/3ZIHsywrmhi4x4C9p0ncaQQ9R/aZ8+tepjf23uWd6xlkPQUG+baUjXuVRkaANTDIu1kGRjHH8EfpLOkPZih0MjL54sZvEA3ytzx0bBJiqhf/hFL0ELxJZmhIZkcOON5cNAhwNeFT3XTNmR4QfNPMCksKGJHvu3fgXAaRY64R/7XUUgRThMTs6SDH1P4/kkmtDuNATDWHkP/aJccCqnP9PbyX1u7UyKYLsfObc+e3cWwF8QIiV6DLKE5BzIxRK8vIicbIk/QdqwTyGJmNLAtdvMPR0SjGdal7dtAi5OVFD6ZF4YZokArDXu5CNqW17+4sHLklmCxDVlHhZlUFt8PR2TRLCALsBFurKwEGXht4sPz71y5HoApvzSsMU+qiVC7fePq9yHJj68HzbpSj8EyvG2ecg6sRBLUdH/w93HR17gHewdSKmPBcp0HgofYfCq1rFZTON6xX/mgfknZlIjyIETatswGUiA4GuWJdWwOB8YJ3XAC4D5ta7SyfBtQHdZV6oOWoqr/43b2oi7chM1O9507duoVOdYmnl/R8mcfSWzScAQTJhIrbaQ3N5c/DqyrSXsfYM/bQqjQk5aVNAWUOUq2ZxKYox+QJP8CsyjKGzP9peCt4VL2BMJDtvEyIc4DxbxGuAW9+IJsejeRqPNm0/Y2V47gWjvSiZp8rEbSGRiI0DImrZqIfT4cCXHy0Jy/zcEaIzHrc5GgWPlZBrqwk28FFgMn8oHDCkR4ywVk7j/dOCEFQop0PgxdUHFTRWx32wPMYT7DV7E8DZolfSKAJQtuJ9o3xXP9lpPFhNtutoaPSzgWb0HLVuY4hUl3hC/DChHE04FOm0fmShNzzBZa93j+Z1nboyFrFRy+BfMDvkn8YuVliQ+ih990gwAdvmuC6+stY+qfSZp//HvabAWyvVL3+twIUIRBUiHTBqlapc83q7L1vbNc70ViHSzo040ZtwJIOyZuaiMwcaEL8z0fWPv6aXMdcWdcCjnICmN8WOUiNZGDrTAq0lP4uuBB8odw7pKXlBoAAN1wF8kAPRkzDTZecie1EYa2xWAxlJgmHaCLXnbcdUqHDrNqwJdjEAPv/8YCEdVQT8vYQsJxyHkxuOPwbDQ4bTTOJU35RZ9BPqV2eG2sbkt51nzU0NA1PkDlRP1AcO5Xo84SCg26vKDEGY7iM6b4vaitw2u6ebyb1RMDxF1BL+U0EwQKF1v1f7HYo35YV2LvVi4ydFIdCNDSj3IjNRUyRASfcwi5pOgZchPiP3aPym5NuLQnPqXmXopMHJPXOYd1nTy8+JTFPnWCTfOwJxVGWkCPfsJ5tls4qzz2dbfeOj/GG6RDMgKw3d2dxdbXDdXeZbkHTlePeNr8N3qrxbxnI+SkXkX0tDBy6RTTrApQ8Tx+5149rjz09XeF7XorcmxWuTf0DVDOnGGpruKnItqbpIOhX7/WSD5cfJuJsP2BOWLn7F/PbJiu+dDdYJ6XiJPPKwcR4JnIPzIVED8bjBN7OEc229y/6y3BmDvrUjNgSTSNFrdVzU9jF5zIUAAACNjwr/GNXXWNoJBEEw7Z1E2GW5c916ntGRj3OgeglpUkqNUyJRrQVlQAl+V1Y5POp0gBC41jfEvC7Vb/I39u+L3JbUZg3jDT3ABffr1qve3WyEsTN7wdtXGtqDbvtdSVLziWYU7eFHxTW6sS6yoi4KMp055yq0MBa8QzY2hkjI7lTF99bltE0MvmHBF6bZR25lzdFvBcorMgx6X78fK11e9Mg0kLSnRojWOh2bB7eMdqMEihpXFFalm4IRtZbtNzfJpGk9QWxteJNbkqGqhycGxsQv+RgAAAAAAAAWH7vvOe/qkR/Zq7tT1tzO34nyjQKRv1PwlrcAyjWhaNubIOlNweHcR2TIBg5o0UAN4nOLW4Pw0W/ZwpRRE5gKkpm/YigRd00rKNLbeXYip6CiRhFLpGWH+EkVFCjfSLX8tTmMycdjQIHjSHiTkmXnDyxVzu4y9c6F0dlItIfVOPc7Z/uSieoH/lXPAPAr4c5nBevk0H0AJ+ZBjj9p/ua3ku1/yVXFGkTB50Lrkrnsqz+4ijTyVscvHnlmUh1VG9CiPv447m0hecrBpAWBsV3sZ+cDvkFWDrS+HCwCGSj4wy2yJK0Tqs6AAAAAACk0FOsTB4gFqmDj4PwrrPlc8dSAqme7gbGY+P9Nrznl4TbSe30lIKc1Uk3y2nNhqo5n/XUvACiD83r6HBDzBpnjPvEbPMPMR+NwEvL1eFHS4vNRN5rYnisXB9XbsTTUnvMzlDnHlEMk2pjFYC67kBv31zDhg0+m1R4Ct1/hfJ4+DPW3cBbf5iyYE1pVj772c6LgcWpOZQqDJRTg6+gQAAAAAHDtyhpDxKGj8mMzL1DZ/UvnmTjVa9D/94VuUUyBRZZQfwmlvl3D2a3AErBNY5o7lmNMTqjyMkXOFmMtQu7H5vWhrokfqviLCteHHJoDHit1evLrZ2BDq9niUOS8XmNvusyune2ip9GgT1NAiDw4ExwXE+r2TN64mEyx8MExwNXvjljqqmWrrruWLVFStSvOnwas48LLyFZs/FuWZ+NDRryU4/HRtD2r/9SSR9RvyqX0N1n5g68hmFNPCHa/Ei+g7ynxMu/C+k4L8AAAAAAcInu+iVR5izglroMeCkpq1tvMi+jUR/2a1TOOY4X0C9LudUbtdQZ5GpGM/u1CFlLBHwvW2G32IH4rV8aqxVcqHLSL/Bl+KiT9JUG2P6DW4Q3Xf5UV2fmafUEiJU3voH4hTtZ0ZmeMwTeH+BPcIi7Qh3SfyMYUFiHIQ0bV5aMi5gD3qBU8bsI4MXfbYrxNGaX4KagpGTyPyVyAfpxh9D1CaxBzdINGh7ZUVvC9YJOWjvYaKjAAAAAABv1axNN/sAFzc0wSJziovVP33BxjK32k4gIa3+XXuImVCr9LlSzBBHbZZ5p9w5XeFl/AooC+TMcNx6yktTE2M+qGdTv1Vhrvh4p1uuvfN4ZAwMnWhQ94/XuF4X/BCpC9f5lo3f5icvQZdQfGCqFzxlyu82fBTwLc1+cE+CKKC25ry6zrxzVOXA+bA1GOER0EpCX4nGfkdxb1VKlHmN7TGHaQ5UxttIZk0n9rJ3StOrAsYS7FNRt/txLJQEfw2rrw5t4P5xv5QgRog93xj+/2DN8Sb5zpnV6Knw7tqXjXqc6G54hsRROsTvNzeJaVXCZhgAAAAAHRRQjytRW1kfWIsGA2PwSvRTJm+QlNiTcHBqBGCmxMeoDuhLbnHavDpnNBPe7HWj4AZQzYxRFN4P/2Y3jxRkMPvvDgGtrFq1lSg46qKkx4c8A/BLlkOXg3m1qW3JjjKTqiRdBNdiuuwsno4TNzqdtz5/cWn4TC+DHUlxO1e0avn8rm8/wbZbMAI8+98TgICY5zxWMcXADOS1HIBd6lbon0jgkp9tSJwIVwnQz41wAAAAAAC/fRG/EOjbWNgSPSff1m+pchx5XyqW0x78zO7dPB+0OOICim0HUS+UNxdT+cu2Qw5YWQ/1riLZEUAAAAEbxaTaijiH8WupuCvAc42M8tXo7Pl8jlMR1x3Ok8nPfURQOjxShegeAIWgFHVzJGt5zIPYj2K9jk8p2js0rB2DcpZ0FAAAAAAHPS2nfC++kiRVJC5hF59gFiBXkbBZ+KCpv3Y7MZjzlniPUoZP+08CdH5QwBobKWP1wn9VXaE/r4F4cuilaSOLLTm56prlHfom0delQrVus08M3prASG63elf7qvnzCJ7jDS5cVacQTKMyOndVPeAAAAAAmvgtriJkPi7illmfY1nFlTolkXglIJ9rIHgjMOG2Qi6m2YWqKAa7ZlFSexTZ2njr6fnD+tn5CdVA0mUkgg634z1rfk8aiIAAAAAAAARVhJRroAAABFeGlmAABJSSoACAAAAAYAEgEDAAEAAAABAAAAGgEFAAEAAABWAAAAGwEFAAEAAABeAAAAKAEDAAEAAAACAAAAEwIDAAEAAAABAAAAaYcEAAEAAABmAAAAAAAAAEgAAAABAAAASAAAAAEAAAAGAACQBwAEAAAAMDIxMAGRBwAEAAAAAQIDAACgBwAEAAAAMDEwMAGgAwABAAAA//8AAAKgBAABAAAAgAIAAAOgBAABAAAA4AEAAAAAAAA=)
指定校推薦の試験では小論文と面接が課されると先述しましたが、最後に対策方法を説明します。評定平均も十分で校内選考をパスしたとしても、先述のとおり不合格になる可能性はあるのです。しっかり対策して試験に臨んでください。
■小論文対策
実際に書かないと小論文を上手に書けるようにはなりません。問題集などを使って可能なかぎり多くの文章を書いてください。小論文を書く時にとくに意識したいのが型です。小論文では最初に結論を書いてそのあとに根拠・理由を2〜3つ書き、最後に改めて結論を書いて結ぶ型が一般的とされています。書き始める前に型に沿って構成を考えるようにすると文章をまとめやすいでしょう。
また小論文のテーマには、受験する大学・学部に関するニュースやトピックスが使われます。過去問や問題集での演習を積む間に知識を得るのはもちろん、関連する書籍を読んだり知らない言葉が出てきたらネットで調べたりして知識を膨らませておきましょう。また誤字脱字や文章表現の不備は自分では気づけない場合があります。学校の先生や塾の講師に添削してもらうと良いでしょう。
■面接対策
面接対策は別記事で詳しく解説しています。下のリンクからアクセスして読み進めてみてください。
【必ず合格できるはウソ?「指定校推薦」で受かるための面接対策】https://std-ie.jp/tips/tip158.html
指定校推薦の準備を始めるのは早ければ早いほど良い
![指定校推薦の準備を始めるのは早ければ早いほど良い](data:image/webp;base64,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)
指定校推薦の合格率が100%と謳われる理由は分かったでしょうか。大学・高校にとってメリットのある制度であり、真面目にコツコツがんばってきた生徒が有利になる制度といってもいいかもしれません。ただ説明したとおり、厳密には合格率100%ではなく不合格になる場合もあります。指定校推薦での受験を検討している人は注意点をよく読み、早め早めに準備を行ってください。