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1b:T113d,
夢がなくても大丈夫ですよ。何がなくたって、頑張ったことは絶対に力になります。

私の将来の夢は環境省に入ることですが、つい最近見つけた夢です。
中学生から高３までは、字幕や本の翻訳家になりたいと思っていました。もしくは、宇宙が好きだったので天文学や航空宇宙を学んであわよくば、JAXAとかNASAに行きたいなと(大層なゆめですよね(笑))。
そしてこのふたつが、相反するので、文系にいくか理系にいくか迷っていました。もともと、高1までは、自分には文系が向いているし文系に進むと思っていたのですが、文理選択をするときになって、何故か急に迷ってきて「文転ならできる」「最初はとりあえず大変そうな方から」「親が勧めるから」という理由で理系にしました。受験する時になってもまだ決めきれず、国際教養学部や政治経済学部、経済学部も受けました。
そして結局、さんざん悩んだあげく「理系の勉強しながらでも言語や文化は学べる」ということで理工学部に入学しました。
これは後々大学に入ってしばらくはかなり後悔した決断でしたが。(笑)
高校までより難しいし、ついていけない、けど大学生らしく楽しみたいから遊び呆けてみたりバイト三昧してみたりもして、それでもなんとかなることに拍子抜けして、自分は大学までわざわざ何しに来たんだろうと思ったり。
選択肢が多く残る方を選んできたつもりだったけど、こんなに中途半端で何にもなれないんじゃないか、逆に、何かにはなれる、という道を捨ててきてしまったのかな、とか色々堂々巡りに考えました(笑)

こんなわたしでも結果的には夢が見つかりました。入ってから見つけてもおそくありません。

話がそれてしまったようですが、私の周りでは、「企業する」という人や、実際にしている人や、「やりたいことはないから無難な道にいく」、「研究職に就きたい」、「先生になりたい」、色々な人がいます。これはどの大学に入っても同じです。ずっと前から同じものを目指して頑張っている人も、見つけたばかりの人も。

悩んで迷いすぎて頑張れなかった期間も長かった自分の失敗から言えるのは、大切なのはとりあえず目の前のことに努力することだということです。(こと、ばっかりになりました(笑))
大学は本当に、頑張る人に応える場所だなと思います。
そして慶應はその機会の多さや質の高さは間違いないと思います。
例をあげれば、研究室。慶應には航空宇宙分野がありませんが、ある教授はNASAにつてがあったり、宇宙飛行士の方が講演に来たりもしました。これって、その方面に行きたい人には大きなチャンスですよね。
また、学内で、茂木健一郎さんの講演や池上彰さんの講演があったり。専門外だけど興味があることに触れやすいですよね。
とにかく色々なビッグイベントが、自力で探せば見つかります。OBOGも多いので、サークルから大手のインターン紹介があったりも。
留学の制度もとても豊富です。その多くがお金はかかりますが、たまに、成績がよければお金をかけずに少数だけ行けるプログラムや慶應の学費を納めればいい交換留学も....。

ようは、頑張ろうと思ってアンテナを張ればあらゆるチャンスがあります。
これは慶應という有名で大きな大学のよいところだなと。こういう機会を利用して、いろんな人や物事に触れて自分を見つければいいと思います。
そしてその機会を利用できるのは自分でアンテナをはって機会を見つけることができて、なおかつその時に準備ができているように普段から努力しているひとです。
これはたくさん機会を逃してきてわたしが学んだことですが(笑)

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items-center py-4","children":[["$","div",null,{"className":"flex-1 mr-3","children":[["$","div",null,{"className":"mb-1","children":"諦めるべきだと言われました。"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"私も、不安で泣きたくなる時の気持ちが痛いほどわかります。やっていても、不安な気持ちがぐるぐると渦巻いていて、おさまったりひどくなったり、涙も勝手に出てくるし…\n\n私自身には絶望的だったところから合格したエピソードはありませんが、友達には、普段の校内模試でもTOP50のランクインで一教科も名前が載らないレベルで、誰もが無理だと思っていたのに、早慶で受けたところ全てに受かった人がいました。\n私自身の感覚から言っても、本番までなにが起こるかわかりません。ずっと東大を目指して各教科25年分以上の過去問を研究して2回も挑戦していても全く掠らないこともあれば、過去問を一年分もまともに解かなかったところに受かったりします。\n国立志望の場合、出願できるところが一つなのでここで多くの人は妥協して諦めると思いますが、私大のいいところは他にも受けられるところです。経済的に事情はそれぞれなので勝手なことは言えませんが、チャンスが絶たれないだけ幸運です！\nそれから、モチベーションですが、始めは大学パンフレットを見て大学生活を夢見て高めていました。でもそのうちそれも辛くなってきたので、そのあとは音楽を聞いてました。SEKAI NO OWARIのサザンカの「物語の主人公は笑われる方だ」というところを聞いては泣いて、GReeeeNのUR not alone のMVとコメント欄でまた勇気づけられて、なんとか勉強してきました。\n努力は報われる、なんてことは言いません。でも、努力しないと報われません。応援しています。不安に打ち勝った先に、受験での勝利もあるはずです。"}],["$","div",null,{"className":"flex 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items-center py-4","children":[["$","div",null,{"className":"flex-1 mr-3","children":[["$","div",null,{"className":"mb-1","children":"このままの勉強だと落ちる気しかしない"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"こんにちは。\n今やっている勉強が自分に合っているものか一度確認してみましょう。勉強法は人によって合う、合わないがあるので質問者様にしかわかりませんが、今のやり方がしっくりきているなら勉強法は変えなくても良いです。\nまた、問題集のレベルが自分に合っているかも確認しましょう。自分に合わないレベルの問題集をやっても効果はあまりありません。6〜7割くらいは解けるような問題集を使いましょう。それが適正なレベルのものです。難関大志望者に多いのですが、自分が受ける大学のレベルが高いと、難易度の高い問題集に手を出しがちです。私もそれをやって全然伸びなかったし、レベルの高い問題集をやっても解けないものばかりでやるのが嫌でした笑\n自分に合ったものを見つけるのは大切ですので、今やっているものが難しいなと思ったら、本屋でパラパラめくってみてください。\nまた、物理(数学もかな？)は勉強量と成績は比例しません。最初はやってもやってもなかなか成績は上がりません。ずっとやっていくと、突然問題が解けるようになります。ですから、成績が解けないからと言って腐らずにやり続けることが大切です。頑張ってください。\nまた、「本質的な理解」は確かに大切なのですが、それを意識して出来るようなら苦労はしません。私の場合は問題を解いていくうちになんとなくどうすれば解けるのか、どの公式を使うべきなのかがわかってきました。なので、問題を解いていくうちにわかる場合もあるので、「本質的な理解」はそこまで意識しなくても良いかもしれないです。\n\n娯楽を昨年の9月頃から辞めたというのは素晴らしいです。私はなかなかゲームやSNSやYouTubeをやめることができなかったです。なので、本当に凄いことだと思います。また1日10時間勉強も素晴らしいです。引き続き頑張ってください。\n\n最後に、大切なのは基礎です。基礎を徹底的にやって下さい。焦って難しい問題集に手を出しがちなんですが、背伸びをしすぎてもあまり良いことはありません。周りが難しい問題集をやっているから自分もやろう、なんてことはせずに自分のペースを貫いてこれからも頑張ってください。応援しています📣\n"}],["$","div",null,{"className":"flex 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items-center py-4","children":[["$","div",null,{"className":"flex-1 mr-3","children":[["$","div",null,{"className":"mb-1","children":"夢の早稲田に行くために喝を入れてください"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"初めまして。早稲田社学1年の者です。\n\nまず昔の自分を思い出して見てください。早稲田に死ぬほど行きたかった頃の自分を。何故早稲田にいきたかったのですか？それはあなたが1番わかっているはずです。周りの人に何か言われたから諦める？そんなの違う。あなたの人生はあなたのものです。だから自分の人生は自分で決めるのです。確かに受験は色んな人の力を借りながらやってくるものですが、最後に試験場で戦うのは自分1人だけです。信じれるのは己のみ。受験は個人戦なのです。だから周りの人が何と言おうがあなたはあなたの意思を貫き通せばいい。\n\n早稲田大学は生徒数がめちゃめちゃ多くて本当にいろんな人がいます。サークルも日本一多いし、授業の数もめちゃめちゃ多いです。本当に魅力的な大学だと思います。\n\n質問者さんが第一志望の早稲田大学に合格する事を心から祈ってます。最後に、僕は早稲田に入って毎日幸せです。何故かって？それはあなたがあなたが自分で確かめにきてください。4月に早稲田大学でお待ちしています。あなたにとって人生で一番綺麗な桜が見れますように！😃"}],["$","div",null,{"className":"flex mb-1","children":[["$","svg",null,{"stroke":"currentColor","fill":"currentColor","strokeWidth":"0","viewBox":"0 0 24 24","className":"text-subPrimary mr-1","children":["$undefined",[["$","path","0",{"fill":"none","d":"M0 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items-center py-4","children":[["$","div",null,{"className":"flex-1 mr-3","children":[["$","div",null,{"className":"mb-1","children":"お願いします。助けてください"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"それはさすがにね...。\nもともと東大いけるくらいの人が春からなにもやらず今くらいから始めて慶應〜なんて話はたまに聞くことはあるけど(本当たまによ)。\n\nキツイことを言うが、その子は100%無理だと思うよ。\nで、その子を思って質問者さんの進捗が妨げられるのは1番あってはならないことだと思うね。いくらお友達でも。\n\nつまり、手助けはやめなさいってこと。\n\n慶應行きたいのに春から何もしてなくて、急にやっぱり慶應〜だなんて、ちょっと気分屋すぎないかい。振り回されるのはこの時期絶対良くない。\n\nただ、その子を全面支援するんじゃなく、一緒に時々勉強して、わからないところを教えてあげるっていうのは良いことだと思うよ！\n教えるって作業は、思いの外自分にも大きな利益があるし(教えると記憶に定着しやすいので、自分の勉強にもなるってこと😉)。お互いwin winだよね。\n\nなので、自分の勉強が妨げられない程度に会って、一緒に勉強するっていうのはどうかな。\n助けてあげなきゃ！と思うと、かえって自分の計画を見失ってしまう。\n\n1番大事なのは自分よ。\nわたしの上記の言い方だと、まるで友達を利用しているみたいだけれど、神崎くんが損をしない且つお友達にも多少利益がある道を提案?してみました😳\n\n最後に、受験に優しさは全く必要ないからね。\nカンニング以外のどんな手をつかっても合格するなら何してもいいんだよ。\n\n\n\n追記\n1カ月で慶應合格は無理、と最初に断っておくけれど\nまあそんなこと言っても夢がないので笑\n少しくらいは可能性に近くなる勉強法としては、社会科目を制覇することだね。その子も文学部志望なの？\nとりあえず、\n・1日の勉強時間の8割を社会科目(覚えれられないところはもういい、覚えられるところから覚える、現代からやる)\n・英語は今からやってもムリ。なので、過去問5年分くらいやって、その5年分を和訳して単語と文法を丸暗記(解き方を覚える)\n・小論は2月に入ったら、ネタ本から好きな話題2つくらい選んで、且つ、言葉運びを過去問から学んで、5年分くらいやる\n\nぱっと浮かぶのは、こんな感じかな。。。"}],["$","div",null,{"className":"flex mb-1","children":[["$","svg",null,{"stroke":"currentColor","fill":"currentColor","strokeWidth":"0","viewBox":"0 0 24 24","className":"text-subPrimary mr-1","children":["$undefined",[["$","path","0",{"fill":"none","d":"M0 0h24v24H0V0z","children":[]}],["$","path","1",{"d":"M12 6c1.1 0 2 .9 2 2s-.9 2-2 2-2-.9-2-2 .9-2 2-2m0 10c2.7 0 5.8 1.29 6 2H6c.23-.72 3.31-2 6-2m0-12C9.79 4 8 5.79 8 8s1.79 4 4 4 4-1.79 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