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14:Tf33,こんにちは！東工大一年のたまちゃんです。
私が受けた感想を書いておきます。
数学     難しい。元々東工大の数学は難しいがそれらと比べても群を抜いて難しかった。私は1と5が解けて3も解けたと思ってたのですが、数え間違えました。個人的には、1番は解けてほしいかな。あとは5番の(1)も。1番と5番が解ければ余裕で合格点に達する。私の友達には数学40点台がちらほら。それでも受かるくらいみんな数学は解けていなかったということだろう。
4番は難しすぎる。私は解き方がわからなくて、白紙だった。2番は計算が複雑で途中で計算ミスをして、より複雑になり、諦めた(笑)

英語     例年通り。英語に関してはあまり言うことはない。形式も変わったわけではないし、難易度も昨年と同じくらいだろう。英語は時間が無いので、過去問を解いて対策しておく。どの順番で解くのかなど。
英訳は文章中の日本語を英語に訳すパターンだが、英文中の表現、単語が使える場合も多いので、先に英訳の日本語を読み、知らない英単語や訳しにくい表現があれば、英文を読んでいき、その単語や表現に出くわしたところでその表現や単語に下線を引いたり、丸で囲んだりするのを勧める。

物理     難易度はそこまで高くは無い。力学で万有引力の法則が出たが、公式を忘れていたり覚えてなかった人たちは詰み。ただ、公式を覚えていた人は完答できた人も多かったかもしれない。難易度はあまり高くない。熱力学・電磁気学は力学に比べると多少難易度は高かったかもしれないが、頑張れば全体で100点を取れる試験だったと思う。

化学     これも例年通り。有機の構造決定は近年易化してきているので、取りたい問題。十分に練習していれば、解けると思う。また、東工大は毎年出題される分野があるので、そこは取りたい。(立体格子など)
無機は正確な知識が要求されるので、きっちり覚えておきたい。東工大の化学は特殊なので、過去問で対策しておきたい。計算問題は過去問の類題だったりするので、過去問をきっちりして欲しい。また、計算問題は答えだけを書く形式なので、計算間違いをしないように注意したい。また、数値は四角に当てはめる形式なので、有効数字などは解答の際気にしなくて良い。

今年は数学が難しかったが、その反動で今年は簡単になるかもしれないので、数学はちゃんとやっておいた方が良いかもしれない。数学が簡単な年は数学で点数差がつきやすいので。数学が苦手な場合も最低限は点数を取って出来るだけ離されないようにする。簡単な場合は120点は取りたい。最低でも100点は取っておかないと厳しいだろう。

最後に…解けない科目があっても諦めないこと。今年は数学が難しかったが、解けなくてそこで諦めた人は受かってないだろう。逆に解けなくても、諦めなかった人は受かるかもしれない。現に数学40点台の人が受かっている。解けなくてもその年がたまたま難化しただけかもしれないので、気にしない。私が解けないなら、みんなも解けてないんだろうなぁと言うぐらいの心持ちでも良いと思う。この試験の為に今まで勉強してきたのだから、途中で諦めたりせず悔いのないように頑張って下さい！！
応援しています📣15:Tce5,一橋大学ソーシャルデータサイエンス学部(後期)、早稲田大学創造理工学部、慶應義塾大学理工学部に合格したものです。大学受験は数学を主に勉強しておりました。

 数学の参考書ルートについてですが、今のところ大筋変更はいらないと思います。自分自身で考えて作ったルートはその人が成長するのに最も良いルートであると受験生時代に深く感じました。自分も受験生時代YouTubeなどを参考にしながらルートを作り成績をあげた実証があります。自分で作ったルートに不安にならず、自信を持って突き進みましょう。
 
norikuraさんが作った参考書ルートに自分なりのアドバイスをしようと思います。

まず、現在から高三始まるまでについてですが、高二が終わる時点でフォーカスゴールドの数三まで全範囲がすぐに解法が思い浮かぶまで完璧になっているのは東京科学大の受験生の中でも上位で勉強が進んでいる状態となります。この予定は絶対に崩さず他の受験生に圧倒的な差をつけましょう。少しアドバイスを加えると、東京科学大学の数学は数三が多く出題されるので、先取りの時間を増やして、数三の勉強の比重を増やすとより良いと思います。予習は分からないことも多く嫌になると思いますが、東京科学大受験生にとっては特に重要なこととなるので頑張りましょう。

次に高三夏休みまでについてですが、理系数学入試の核心はやってもやらなくても良いと思います。レベル的にはフォーカスゴールドの3、4と同じくらいなので、解法を増やすという分に関してはとても良いですが、最悪飛ばしても良い参考書であるので、時間があったら取り入れるくらいの予定にしておくべきだと思います。フォーカスゴールドが思ったより進まなくても焦らないようにするためです。

最後に高三夏休み以降についてですが、この予定は完璧であると思います。自分は受験生時代、合格に最も必要なのは過去問演習だと深く感じました。夏休み以降に過去問メインで勉強するのは一番効率の良い勉強法だと思います。また、考え方を学ぶ参考書として、やさしい理系数学とハイレベル完全数学の2択で選ぶなら、絶対にハイレベル完全数学が良いと思います。ハイレベル完全数学は解法が分かりやすく、丁寧に記載されているため、考え方を学ぶことが出来る一方、やさしい理系数学の解説は上級者向けに書かれており、考え方を学ぶというよりは、演習量を増やすために使う参考書であるからです。 

最後になりますが、自分で参考書ルートを作り勉強することは簡単にできることではないので、自分の勉強法に自信を持ってこれからの受験勉強に励んでください。この記事がnorikuraさんの役になれば幸いです。頑張ってください！！！16:Tc86,結論から申し上げると、非常に差は大きいです。東大の方が求められることが圧倒的に多い上に理数の難度は両者ともほぼ変わらないからです。以下細かくみていきましょう。

まず、仰るように東工は数理科目が難度高めで英語は簡単と聞きます。年にもよりますが数学は東大より難しいケースも十分あるかと思います。数理科目、特に数学が出来ないけど英語は出来るよという人にはお勧めできません。英語で差をつけるという作戦が通用しないからです。理数科目での失敗を英語で埋めることは不可です。

一方で東大はやはり理系科目にとどまらない総合力を見ています。これは理系に対しても相当難度の高い英語と国語の試験を課していることからも分かります。数理科目ももちろん難しいですが、簡単な問題も含まれる事もあって苦手であってももがけば点がくるような構成かと思います。難度が東工大と比べてどうかと言うのは年による難度の上下動もあってこれは一概には言えません。特に数学に関してはどちらの大学に受かるにも近いレベルに仕上げる必要があるというのは間違いないところです。
ただ、たとえ数弱でも挽回の余地があるのは東大です。とくに英語は得意だと東大入試では有利になるので数学と同じくらい重要科目と言え、ここが東工大との大きな違いです。

傾向としては、東大の方が全科目に渡り受験者の点数が綺麗に実力に応じてばらける感覚があります。また、英語は仰るように東工よりはるかに難しく、正直比べるレベルではないです。

更に、今年度からの共通試験の扱いについては存じ上げませんが、私たちの頃はセンターの重さも違いました。東工大は二次試験の点数のみが採用されるのに対し東大はセンターの点もかなりの圧縮はするものの利用してました。従って東大志望ならセンターの対策も無視できないという違いがありました。なお、今年の制度はご自分で調べて下さい。

そろそろまとめますと、かなり雑に言えば、東工大に受かりたいなら数理のみを頑張り、東大に受かりたいならセンター含め全科目まんべんなく頑張る必要がある、と言うことになります。この科目数の差は大きく、受験生の負担は比較の余地なしと言えます。東大の方がずっと大変です。
また、これは至極当然ですが東大志望者の方が全般に圧倒的に学力レベルが高いです。これは肌で感じました。更に言うと東大を本気で志望する人にとって恐らく東工大は比較対象になりません。多くが京大の方と比較するでしょう。こういった差が存在すると言う事を覚えておいて下さい。

解答は以上です。
また何かありましたら質問下さい。

17:T1be6,こんにちは！たまちゃんです。

カナダの授業もするということで少し変わった学校ですね。また、独学でやらなければいけない科目もあるということで、大変だと思いますが、頑張って下さい。

まず、国語に関してですが、東工大の場合、2次試験に無いためほとんど勉強しておらず、よくわかりません。すみません。

数学はチャートで良いと思います。チャートで基礎〜標準の問題は解けるようになると思います。その後に標準問題精講や1対1対応の演習などをやると良いと思います。また、あまりオススメしている人がいませんが、大学への数学という本もオススメです。大学への数学は月刊誌になっており、毎月発売されます。毎月異なった分野のものが出版されます。例えば、5月号は「整数」に関するもので、6月号は「確率」に関するもの、みたいな感じです。これは毎月買う必要はなくて自分が苦手だと思う分野のものを買えば良いです。私の場合はベクトルが苦手だったので、ベクトルのものだけ買ってやりました。難易度は基礎(センター試験よりも少し簡単)から応用まで幅広くあります。大学への数学の良いところは一分野に特化しているところです。苦手な分野の問題をたくさん解きたいとき、一般的な問題集を買っても全分野あるので、苦手な分野の問題があまり無かったりします。しかし、大学への数学だと、一分野に特化しているので、その分野の問題が沢山解けます。そこがメリットです。デメリットは解説が結構あっさりしていることです。ある程度の知識が無いと解説をあまり理解できないかもしれません。

英語は、単語は鉄壁をやれば大丈夫だと思います。文法や英文解釈をやりましょう。文法はある程度分かってるなら、やらなくても良いです。文法問題が出題されるわけではないので。文章が読める程度の知識が有れば大丈夫です。英文解釈の本は私は構文把握のプラチカという本を使ってました。これは学校指定の本だったので使用しました。個人的には割と良かったかなと思います。ただ、他の東工大生に聞くとプラチカを使ってる人はいませんでした。英文解釈の技術100やポレポレをやっている人が多かったですね。まぁただポレポレはやり過ぎな気はします。東工大の場合、そこまで複雑な構文は出題されないので、そこまでレベルの高いものではなくて良いと思います。英文解釈の本は沢山あって、中身も似通ったものが多いため、自分の好きなものを選べば良いと思います。

化学は問題集は今持っているもので良いと思います。参考書が必要なら個人的にオススメなのは鎌田の理論化学、福間の無機化学、鎌田の有機化学です。鎌田の理論化学は使用していませんが、書店で見て割とわかりやすいなと思いました。福間の無機化学と鎌田の有機化学は結構お世話になりました。私が無機化学や有機化学を授業で習った時、何を覚えれば良くて、何は覚えなくて良いのかがわからなくて、先程述べた2冊を購入しました。この2冊は何を覚えれば良いのかが書かれているので、学習しやすかったです。ただ、他の参考書でも構いません。受験に必要な知識は決まっていて、大体どの参考書でもほぼ網羅されているので、自分が良いなと思ったものを選んでください。東工大の化学は特殊なので、できれば早めに過去問に着手して欲しいです。あまり見かけない出題のされ方をするので、慣れが必要です。

物理は物理のエッセンス(2冊)しか参考書は使ったことがないので漆原先生の書籍はイマイチよくわかりません。すみません。本番の試験では物理基礎だけではなく、物理も要るので、参考書を買い足す必要があります。物理のエッセンスは多少難しめなので、もしかしたら独学には向かないかもしれません。ただ他に何があるのかがよくわからないです。また、問題集も必要になります。個人的には、良問の風がオススメです。難易度は共通テスト+αくらいです。これが出来たら、名門の森がオススメです。名門の森は東工大の2次試験とほぼ同じレベルだと思います。名門の森が解けるようになれば本番も恐らく大丈夫だと思います。



数学が苦手とのことですので、数学と理科を主にやってください。数学は配点が高いので頑張って下さい。また、理科は点数が安定しやすいので重点的にやると良いと思います。英語や理科は安定するので、得点源になりやすいです。数学は難易度によって左右されやすいのでなかなか安定しにくいです。私が受けた2019年は数学が難しく、合格最低点もかなり低かったです。私の知っている限りだと、数学45点(300点満点)で合格した人がいます。このように数学であまり点数を取らなくて良い場合もあります。ただ、数学が簡単な年だと、150点くらいは取りたいかなというところです。このように数学は安定しにくい科目ですが、配点が高いため重点的にやって欲しい科目です。
また、各科目の目標としては、英語100/150、数学150/300、物理100/150、化学100/150、合計450/750
になると思います。合格最低点は390〜430くらいで推移しているのでこれくらいの点数を目標にすると良いと思います。

最後に、基礎をしっかりやって下さい。基礎が固まっていないと応用はできません。基礎を固めて下さい。
また、高い目標に挑戦するのは素晴らしいです。是非頑張って東工大に入ってください。東工大で待っています。かなり長くなってしまい、申し訳ありません。また、拙い文章で読みにくかったらすみません。最後の最後に私の好きな名言を2つ書いて終わりにします。

「Kites rise highest against the wind - not with it.」(凧が最も高く上がるのは風に向かっている時である。風に流されている時ではない。) by Winston・Churchill

「A real loser is somebody that's so afraid of not winning , they don't even try.」(本当の負け組って、勝てないことを恐れて挑戦しない人たちのことを言うんだ。)
映画『リトル・ミス・サンシャイン』より2:["$","main",null,{"className":"px-4 pt-4 pb-4","children":["$","div",null,{"className":"max-w-3xl mx-auto w-full","children":[["$","div",null,{"className":"mb-6","children":["$","$L7",null,{"href":"https://unilink-app.onelink.me/isbO/xmlqqjx3","target":"_blank","children":["$","$L8",null,{"src":"/images/web_to_app_banner.jpg","width":3660,"height":1500,"sizes":"100vw","style":{"width":"100%","height":"auto"},"alt":"UniLink WebToAppバナー画像","className":"rounded"}]}]}],["$","h1",null,{"className":"text-xl font-semibold mb-2","children":["「","東京工業大学 数学 分野別","」の検索結果"]}],["$","div",null,{"className":"border-b-2 mb-2"}],["$","div",null,{"className":"mb-4","children":["$","div",null,{"className":"divide-y","children":[["$","div",null,{"children":["$","$L7",null,{"href":"/advice/j9sWfF4g18MkzqLmlEXn","children":["$","div",null,{"className":"flex items-center 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mb-1","children":"こんにちは！\n\n数学の基礎問題精講を終わらせていること、他の教科にも余裕がないことを踏まえると頻出分野から分野別に固めていった方がいいと思います。幅広く学べる問題集をもう1冊やるメリットとしては入試でよく出る有名問題に触れられることや初見の問題への取り組み方を身につけることなどがありますが、入試でよく出る問題は東京科学大ではおそらく出ませんし、初見の問題への取り組み方は日頃から問題を解くときに意識すれば十分だと思います。もちろん時間があれば少し高いレベルの網羅的な参考書をやった方がいいですが、時間があまりなく網羅的な参考書を1冊はやっているということでしたら先に少しでも自信のある分野を作り、余裕があったら過去問との兼ね合いもみて仕上げに様々な分野が載っているレベルの高い参考書をやることをおすすめします。また、おそらく学校などでも入試でよく出る標準的な問題は扱ってくれると思うので、それも利用すればいいと思います。（数学の良問問題集をある程度進めているのであれば、一旦それをやり切ってから過去問を1度解いてみて現状を把握した上で分野別の補強に入ればいいと思います）\n\n参考までに自分のおすすめの分野別問題集を紹介します\n極限、微積：ハイレベル完全攻略、微積分基礎の極意\n整数：マスターオブ整数\n確率：ハッとめざめる確率\n複素数：教科書だけでは足りない複素数平面\nベクトル：数学の真髄\n\n自分は塾をメインに必要だと思う分野を補強していました。全ての分野を補強することは時間的に厳しいので、得点源にしたい分野のみを補強すればいいと思います。また、分野別に補強する際は必ずしも1冊の参考書を全てやる必要はなく、自分に必要な部分だけをつまみ食いするのも手です。\n\n自分の周りの東京工業大志望の人たちはやさしい理系数学をやっている人が多かったので、時間があれば仕上げにやってみるか、分野別参考書を何冊もやっていられないという場合はやさしい理系数学の中で一部の分野だけやるのもいいと思います。\n\n数学は1問1問丁寧に演習すれば自ずと力はついてくるので、最後まで諦めずに頑張ってください！\n応援しています！"}],["$","div",null,{"className":"flex 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"東大数学はどのくらい？"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"難易度がどうかなんて言葉で説明したところで、それがどんなものなのか実感が湧かないと思います。なので本来ならば、相談者様が東大の過去問を解いて、その難易度を肌で感じていただくのが最も早いわけですが、一応参考までに情報をお伝えしておきます。文系数学の最難関といえば、一般には東大、京大、一橋があがると思います。これらについて比べてみると、①まず旺文社の『数学Ⅰ＋A＋Ⅱ＋B 上級問題精講』に収録されている問題147問のうち、出題大学が（東京大）と書かれた問題は30問、（京都大）と書かれた問題と（一橋大）と書かれた問題はいずれも16問で、東大の問題が圧倒的に多いです。それから、②啓林館と河合塾の『システム数学　入試必須問題集 実戦 2nd Edition 数学Ⅰ・A・Ⅱ・B』では、冒頭のチェック問題を除く338問のうち、（東京大）が29問、（京都大）が31問、（一橋大）が13問収録されています。①と②はいずれも最難関レベルの数学問題集です（ちなみに私は①を受験生時代愛用していました）。数だけ見るとあまり多くはないと感じるかもしれませんが、今や国公私立800以上もある大学が、毎年練りに練った問題を入試で出題している中で、この登場頻度はやはり異次元です。すなわち東大は、日本最難関レベルの問題が、過去を通しそれだけ頻繁に出題されている大学だということです。まぁ実際解いてみればわかるんですが、やはり東大の問題はすごく難しいですよ。日本でトップの大学なので当たり前なんですがね。とにかく前述したように、東大の問題の難易度を知りたいなら、あれこれ考えずに東大の問題を実際に解くのが一番はやいですので、この回答を読み終わったら早速東大の問題を解いてみましょう。さあ、Let's challenge !!"}],["$","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 4-4-1.79-4-4-4zm0 10c-2.67 0-8 1.34-8 4v2h16v-2c0-2.66-5.33-4-8-4z","children":[]}]]],"style":{"color":"$undefined"},"height":16,"width":16,"xmlns":"http://www.w3.org/2000/svg"}],["$","div",null,{"className":"text-xs","children":["北海道大学法学部"," ","たけなわ"]}]]}],["$","div",null,{"className":"flex justify-between","children":[["$","div",null,{"className":"flex","children":[["$","svg",null,{"stroke":"currentColor","fill":"currentColor","strokeWidth":"0","viewBox":"0 0 24 24","className":"text-subPrimary 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"数学参考書ルート"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"東工大1年の者です。\n\n高1でそのペースで進めているのは凄すぎます。\n参考書ですが、チャートが全て終われば入試数学で必要な知識は一通り網羅したことになります。なので、あとはそれらをどう使うかの勉強です。\n\n二次試験の数学で必要なのは、問題を見てから、いかに余計な式いじりなどをせずまっすぐに答えに辿り着けるかの力だと思います。知識があっても、どれを使うかがわかなければ解けないですし、みんな知識はあるので、そこで差がつきます。\n\nその、「問題→発想」の部分を重視している参考書でおすすめなのが、「世界一わかりやすい京大の理系数学」や「大学への数学　解法の突破口」です。チャート終わったら、そのどちらかをやるのがおすすめです(せか京→突破口の順番がいいと思います)。解いてる中で忘れている知識に気づいたら、チャートで振り返ってください。\n\nそれも終わったら、早めに東工大の過去問をやるか、他の大学の入試問題を解いてみていいと思います。どの程度解けるかを自分で理解して、全然解けなかったらチャートより難しめの網羅系(一対一対応など)をやるか、易しめの大学の入試問題をやるなどをするといいと思います。\n\n今のペースで、これからも頑張ってください！！"}],["$","div",null,{"className":"flex mb-1","children":[["$","svg",null,{"stroke":"currentColor","fill":"currentColor","strokeWidth":"0","viewBox":"0 0 24 24","className":"text-subPrimary 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"基礎固めをいつまでやるべきなのか"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"こんにちは！東工大一年のたまちゃんです。\n数学Ⅲは夏休みが終わるまでに1対1を完璧にすれば上出来でしょう。特に複素数平面、微積、(極限)の分野は東工大はよく出すので重点的にやって下さい。微積に関しては少し古い本なのですが、「微積分基礎の極意」という本がおススメです。\n1A2Bは1対1を終えて、次のレベルの本に手を出していてほしいですかね…\n具体的には「やさしい理系数学」や「新数学スタンダード演習」、「良問プラチカ」、「理系数学入試の核心」などです。\n過去問は一般的には10、11月頃から始める人が多いと思います。私は直前しかしなかったので、五年分ほどしか解いてないです。\n滑り止め校は直前に2、3年分やれば良いと思います。\n現時点でセンターの点数は割と良く、基礎がだいぶできているのではないかなという感じで良いです。\n東工大の数学は難しいですが、基礎ができていないと解けない問題ばかりなので、基礎を大事に勉学に励んで下さい！"}],["$","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 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"東工大志望 しぼった数学の参考書ルートこれで良いか"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"お疲れ様です！\n\nまだ高校2年生と言うことなので数3cまでの基礎固めをやってるかと思います。\n\n色々参考書で迷うこともあると思いますが、とりあえず今はフォーカスゴールドを進めていきましょう。ただ量が本当に多いのであれを完璧に完成させるのはかなり難しいと言うかしんどいです。私自身は青チャートを使っていましたが結局量が多いし解法暗記になってしまったため応用力がつかずやめました。まずフォーカスは定義、定理などが書いてあるページと星1.2のみを完璧にしてください。何週しても良いです。\n次に一対一対応をやるのはいかがでしょうか。量が少ないですが、フォーカスの1.2より難しい問題を全範囲網羅することができます！一対一対応は3周くらいしましょう。ここまでを高3の4または5月までには少なくとも終わらせましょう。\n\nそのあとは過去問と一対一の差を埋める参考書をやりましょう。プラチカでもなんでもいいです。やさ理は正直そこまで難しくないのでやらなくて良いと思います。\n\n個人的におすすめなのは真解法への道です。解説がすごく丁寧でまた、できる限り一般化してその問題以外にも対応できるように作られているのでとても優れた本だとおもいます。\n\n話は変わりますが、東工大で頻出な分野を挙げときます。そこを重点的にやってください。\n\n軌跡領域:ほぼ領域が問われます。同値性を理解しながら学習してください。\n\n整数:やれば取りやすい分野でもあるので、どうしても点取り問題にしたければマスターオブ整数をやると良いでしょう。\n\n確率:ほとんどが確率漸化式です。\n\n立体の求積:断面を関数でおき、積分すると立体の体積が出る、と言う問題がよくでます。\n\n以上を重点的にやってください！\n　応援してます！！！"}],["$","div",null,{"className":"flex mb-1","children":[["$","svg",null,{"stroke":"currentColor","fill":"currentColor","strokeWidth":"0","viewBox":"0 0 24 24","className":"text-subPrimary 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