tag:crieit.net,2005:https://crieit.net/users/Zyagaimo/feed HelloWorldの投稿 - Crieit CrieitでユーザーHelloWorldによる最近の投稿 2023-10-23T03:12:32+09:00 https://crieit.net/users/Zyagaimo/feed tag:crieit.net,2005:PublicArticle/18624 2023-10-23T03:11:27+09:00 2023-10-23T03:12:32+09:00 https://crieit.net/posts/Visual-Studio-Windows11-WPF 【Visual Studio】Windows11環境でWPFアプリのホットリロードが機能しない <p> Visual Studio2022でWPFアプリを開発していた。</p> <p></p> <p></p> <p></p> <p></p> <p></p> <p></p> <p>ホットリロードを使用すると、画面がブラックアウトしてしまう...。</p> <p></p> <p></p> <p></p> <p></p> <p><img alt="" src="data:image/png;base64,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" /></p> <p></p> <p></p> <p></p> <p></p> <p></p> <p> オプションからXMLのホットリロードを無効化したら動くようになった。 </p> <p></p> <p></p> <p></p> <p><img alt="" src="data:image/png;base64,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" 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" /></p> <hr /> HelloWorld tag:crieit.net,2005:PublicArticle/18522 2023-07-18T02:56:44+09:00 2023-07-18T02:56:44+09:00 https://crieit.net/posts/kintone 【kintone】一覧画面でダブルクリックしたら、詳細画面に遷移したい <h1 id="現状"><a href="#%E7%8F%BE%E7%8A%B6">現状</a></h1> <p><a href="https://crieit.now.sh/upload_images/7e5916498ba9eace51169d950af9874d64b57e4ee2be4.png" target="_blank" rel="nofollow noopener"><img src="https://crieit.now.sh/upload_images/7e5916498ba9eace51169d950af9874d64b57e4ee2be4.png?mw=700" alt="image" /></a></p> <p>kintoneは、一覧画面から詳細画面に遷移する際、左端のアイコンをクリックしなければならない。</p> <p>めんどくさいので、該当のレコードをクリックしたら、詳細画面に遷移するようにしたい。</p> <h1 id="実装"><a href="#%E5%AE%9F%E8%A3%85">実装</a></h1> <pre><code>(() => { 'use strict'; // レコード一覧画面の表示後イベント kintone.events.on('app.record.index.show', (event) => { var elm = document.getElementsByClassName('recordlist-row-gaia'); Array.from(elm).forEach(element =>{ element.ondblclick = function(){ var href = element.firstChild.firstChild.href; window.location.href = href; } }); }); })(); </code></pre> HelloWorld tag:crieit.net,2005:PublicArticle/18398 2023-03-05T22:07:01+09:00 2023-03-05T22:10:39+09:00 https://crieit.net/posts/IP-640493f56e950 【基本/応用情報】IPアドレスの基本まとめ(3) <p>前回は、基本情報技術者試験で出題されたIPアドレスの問題を解いてみました。</p> <p>今回はちょっとレベルアップして、応用情報技術者試験の問題に挑戦してみたいと思います。</p> <h1 id="応用情報技術者試験の問題を解く"><a href="#%E5%BF%9C%E7%94%A8%E6%83%85%E5%A0%B1%E6%8A%80%E8%A1%93%E8%80%85%E8%A9%A6%E9%A8%93%E3%81%AE%E5%95%8F%E9%A1%8C%E3%82%92%E8%A7%A3%E3%81%8F">応用情報技術者試験の問題を解く</a></h1> <p>今回挑戦する問題はこちらです。</p> <p><a target="_blank" rel="nofollow noopener" href="https://www.jitec.ipa.go.jp/1_04hanni_sukiru/mondai_kaitou_2017h29_2/2017h29a_ap_pm_qs.pdf">応用情報技術者過去問題 平成29年秋期 午後問5</a></p> <p>問題分を引用するのは大変なので、今回は問題を解きながら理解していきたいと思います。</p> <h2 id="設問1"><a href="#%E8%A8%AD%E5%95%8F%EF%BC%91">設問1</a></h2> <p>本文中のaとbに適切な字句を埋めよ</p> <blockquote> <p>顧客YのPCから顧客YのAPサーバにアクセスする場合,FWとAPサーバの間を流れるAPサーバ向けイーサネットフレームの送信元MACアドレスはa,宛先MACアドレスはbとなる。<br /> (試験問題一部抜粋)</p> </blockquote> <p>午後試験定番の、穴埋め問題です。</p> <p>本文中ぼAPサーバーとはアプリケーションサーバー、FWとはファイアウォールを表しています。</p> <p>この問題を解くために、まずMACアドレスについて調べてみます。</p> <h3 id="MACアドレスとは"><a href="#MAC%E3%82%A2%E3%83%89%E3%83%AC%E3%82%B9%E3%81%A8%E3%81%AF">MACアドレスとは</a></h3> <p>コンピュータなどのネットワーク機器に割り当てられる番号です。</p> <p>IPアドレスが住所なのに対し、MACアドレスはその人の氏名のような役割を果たしています。</p> <p>通信を行う際、まずは最終的に送る相手の住所が必要です。</p> <p>ですから、送り主のマシンはIPアドレスを中継地である機器(ルーターとか)に送ります。</p> <p>しかし、最終的に送る相手のIPアドレスだけでは、中継地の配送業者は何を使えばいいのか分かりません。</p> <p>そのため、そこで「この配送業者(通信機器)を使ってね!!」という情報も一緒に送ってあげます。</p> <p>これがMACアドレスです。</p> <p>.....<br /> 【イメージ】</p> <p>通信機器 MACアドレス:A</p> <p>↓ 宛先MACアドレス:B 送信元MACアドレス:A 送信先IPアドレス:あ</p> <p>通信機器 MACアドレス:B</p> <p>↓ 宛先MACアドレス:C 送信元MACアドレス:B 送信先IPアドレス:あ</p> <p>通信機器 MACアドレス:C</p> <p>↓ 宛先MACアドレス:D 送信元MACアドレス:C 送信先IPアドレス:あ</p> <p>通信機器 MACアドレス:D</p> <p>↓ 宛先MACアドレス:E 送信元MACアドレス:D 送信先IPアドレス:あ</p> <p>通信機器(ゴール) MACアドレス:E IPアドレス:あ<br /> .....</p> <h3 id="設問1を解いてみる"><a href="#%E8%A8%AD%E5%95%8F1%E3%82%92%E8%A7%A3%E3%81%84%E3%81%A6%E3%81%BF%E3%82%8B">設問1を解いてみる</a></h3> <p>前述の知識も踏まえて、問題を解いてみましょう。</p> <p>今回は、顧客がAPサーバーに接続する際の、ファイアウォールーAPサーバー間で、APサーバーに通信する際の送信元MACアドレス、宛先MACアドレスを答えてあげます。</p> <p>今回の問題において、MACアドレスに関する情報は以下のとおりです。</p> <p><a href="https://crieit.now.sh/upload_images/79b535dda7f32ff8f3794d8ea573c18564047511a9606.png" target="_blank" rel="nofollow noopener"><img src="https://crieit.now.sh/upload_images/79b535dda7f32ff8f3794d8ea573c18564047511a9606.png?mw=700" alt="image" /></a></p> <p>APサーバーに向けて通信が行われる場合、送信元MACアドレスはファイアウォールのLAN側のMACアドレス、宛先MACアドレスはAPサーバーのMACアドレスとなります。</p> <p>したがって、送信元MACアドレスはccc、宛先MACアドレスはaaaです。</p> <p><strong>答え:<br /> a:ccc<br /> b:aaa</strong></p> <h1 id="まとめ"><a href="#%E3%81%BE%E3%81%A8%E3%82%81">まとめ</a></h1> <p>応用情報技術者試験は、問題分を理解するのがかなり面倒でした。</p> <p>基本情報技術者試験を解いていたときより、問われている内容を理解するのに時間がかかります。</p> <p>とりあえずもうちょっと問題数をこなしていきたいと思います。</p> HelloWorld tag:crieit.net,2005:PublicArticle/18394 2023-02-28T04:18:23+09:00 2023-02-28T21:12:52+09:00 https://crieit.net/posts/IP-2 【基本/応用情報】IPアドレスの基本まとめ(2) <p>前回に引き続きIPアドレスについてまとめます。</p> <p>今回は、実際の基本情報技術者試験でどのように問題を解いたらいいかをまとめます。</p> <h1 id="基本情報技術者試験の問題を解く"><a href="#%E5%9F%BA%E6%9C%AC%E6%83%85%E5%A0%B1%E6%8A%80%E8%A1%93%E8%80%85%E8%A9%A6%E9%A8%93%E3%81%AE%E5%95%8F%E9%A1%8C%E3%82%92%E8%A7%A3%E3%81%8F">基本情報技術者試験の問題を解く</a></h1> <p>今回解く問題はこちらです。</p> <blockquote> <p>IPアドレス 10.1.2.146,サブネットマスク 255.255.255.240 のホストが属するサブネットワークはどれか。<br /> ア:10.1.2.132/26<br /> イ:10.1.2.132/28<br /> ウ:10.1.2.144/26<br /> エ:10.1.2.144/28</p> </blockquote> <p><a target="_blank" rel="nofollow noopener" href="https://www.jitec.ipa.go.jp/1_04hanni_sukiru/mondai_kaitou_2009h21_2/2009h21a_fe_am_qs.pdf">基本情報技術者試験 平成21年秋期午前 問39</a></p> <p><a href="https://crieit.net/posts/IP-63fb55e2c5058">前回の記事</a>でまとめたように、</p> <p><strong>IPアドレスは、ネットワークの住所</strong></p> <p><strong>サブネットマスクは、マンション名(ネットワーク部)と部屋番号(ホスト部)を分けるための数字</strong></p> <p>です。</p> <p>今回、住所が10.1.2.146のネットワークにおいて、マンション名と部屋番号を分けてあげる必要があります。</p> <p><strong>サブネットマスクの255.255.255.240を2進数に変換すると、「11111111.11111111.11111111.11110000」です。</strong></p> <p>よって下4桁がホスト部であることが分かります。</p> <p>サブネットワークが同一とは、ネットワーク部が同一であるということなので、4つの選択肢のうち「問題分と同じネットワーク部をもつIPアドレスはどれか?」</p> <p>を探してあげます。</p> <h2 id="ア"><a href="#%E3%82%A2">ア</a></h2> <p>10.1.2.132/26 は、左側の数字を2進数に変換した際、上位26桁までがネットワーク部だということを表しています。</p> <p>問題となっているIPアドレスは下位4桁がネットワーク部(=上位28桁がネットワーク部)なので、この選択肢は違うみたいです。</p> <h2 id="イ"><a href="#%E3%82%A4">イ</a></h2> <p>10.1.2.132/28 は、問題となっているIPアドレスとネットワーク部の桁数が一緒です。</p> <p>そこで、それぞれのIPアドレスを2進数に変換して比べてみましょう。</p> <p>問題となっているIPアドレスのネットワーク部: 00001010 00000001 00000010 1001</p> <p>選択肢イのIPアドレスのネットワーク部   :  00001010 00000001 00000010 1000</p> <p>最後が違っていますね。</p> <p>この選択肢も、誤りのようです。</p> <h2 id="ウ"><a href="#%E3%82%A6">ウ</a></h2> <p>10.1.2.144/26 は、選択肢アと同様に、問題となっているIPアドレスとネットワーク部の桁数が異なっています。</p> <p>よって、誤った選択肢のようです。</p> <h2 id="エ"><a href="#%E3%82%A8">エ</a></h2> <p>10.1.2.144/28 は、問題となっているIPアドレスとネットワーク部の桁数が一緒です。</p> <p>選択肢イと同様に、IPアドレスを2進数に変換して比べてみましょう。</p> <p>問題となっているIPアドレスのネットワーク部: 00001010 00000001 00000010 1001<br /> 選択肢イのIPアドレスのネットワーク部   :  00001010 00000001 00000010 1001</p> <p>一致しています。</p> <p>どうやら、選択肢エが正解のようです。</p> <p><strong>答え:エ</strong></p> <h1 id="まとめ"><a href="#%E3%81%BE%E3%81%A8%E3%82%81">まとめ</a></h1> <p>今回は、基本情報技術者試験で実際にIPアドレスの問題を解いてみました。</p> <p>次回は、応用情報技術者試験の問題を解いて、その考え方をまとめたいと思います。</p> HelloWorld tag:crieit.net,2005:PublicArticle/18393 2023-02-26T21:51:46+09:00 2023-02-26T22:05:05+09:00 https://crieit.net/posts/IP-63fb55e2c5058 【基本/応用情報】IPアドレスの基本まとめ(1) <p>IPアドレスの問題が苦手なので、基本をまとめ</p> <p>自分用</p> <h1 id="IPアドレスとは?"><a href="#IP%E3%82%A2%E3%83%89%E3%83%AC%E3%82%B9%E3%81%A8%E3%81%AF%EF%BC%9F">IPアドレスとは?</a></h1> <blockquote> <p>ネットワーク上の住所みたいなやつ<br /> ネットワーク部とホスト部に分けられる</p> </blockquote> <p>IPアドレスとは、コンピュータに割り当てられるネットワーク上での住所です。</p> <p>32桁(32ビット)の整数値で表されます。</p> <p>このIPアドレスがあることで、コンピュータが「あ、こいつにメッセージを送ればいいのね!!」みたいに送信先を認識できます。</p> <p>IPアドレスは、ネットワーク部とホスト部の2つから成り立っています。</p> <h2 id="ネットワーク部"><a href="#%E3%83%8D%E3%83%83%E3%83%88%E3%83%AF%E3%83%BC%E3%82%AF%E9%83%A8">ネットワーク部</a></h2> <blockquote> <p>IPアドレスのうち、「マンション名」を表す部分</p> </blockquote> <p>IPアドレスのうち、「ハイツ〇〇」的なマンション、団地名を表す部分がネットワーク部です。</p> <p>どのネットワークに所属してるの?ってことが分かります。</p> <h2 id="ホスト部"><a href="#%E3%83%9B%E3%82%B9%E3%83%88%E9%83%A8">ホスト部</a></h2> <blockquote> <p>IPアドレスのうち、「家の住所」を表す部分</p> </blockquote> <p>IPアドレスのうち、「302号室」的な部屋番号を表す部分がホスト部です。</p> <p>マンションについたけど、どの部屋にメッセージを送ればいいの?ってことが分かります。</p> <h2 id="特別なIPアドレス"><a href="#%E7%89%B9%E5%88%A5%E3%81%AAIP%E3%82%A2%E3%83%89%E3%83%AC%E3%82%B9">特別なIPアドレス</a></h2> <blockquote> <p>ネットワークアドレス<br /> ブロードキャストアドレス</p> </blockquote> <p>IPアドレスの中には、特別な用途で使われるものがあります。</p> <p>こいつらは、「コンピュータに住所を割り当てたいな...」って思ったときに使用できないアドレスです。</p> <h3 id="ネットワークアドレス"><a href="#%E3%83%8D%E3%83%83%E3%83%88%E3%83%AF%E3%83%BC%E3%82%AF%E3%82%A2%E3%83%89%E3%83%AC%E3%82%B9">ネットワークアドレス</a></h3> <p>ネットワークそのものを表すアドレスです。</p> <p>マンション名そのものを表す住所みたいなやつです。</p> <p>「いや部屋番号書いてないじゃん!!」って郵便配達の人が困っちゃうので、コンピュータの住所として割り当てるのは禁止です。</p> <p>ネットワークアドレスは、ホスト部が全部0になっています。</p> <h3 id="ブロードキャストアドレス"><a href="#%E3%83%96%E3%83%AD%E3%83%BC%E3%83%89%E3%82%AD%E3%83%A3%E3%82%B9%E3%83%88%E3%82%A2%E3%83%89%E3%83%AC%E3%82%B9">ブロードキャストアドレス</a></h3> <p>ネットワーク内の全部のホストに送信するためのアドレスです。</p> <p>マンションに住む住人全員にメッセージを送信することになります。</p> <p>これも、「え、このマンション全部屋に住んでるの?」って郵便配達の人が驚いちゃうので住所として割り当てるのは禁止です。</p> <p>ブロードキャストアドレスは、ホスト部が全部1になっています。</p> <h1 id="アドレス表記"><a href="#%E3%82%A2%E3%83%89%E3%83%AC%E3%82%B9%E8%A1%A8%E8%A8%98">アドレス表記</a></h1> <p>この説明だけじゃ、「どこからネットワーク部で、どこからがホスト部なの??」って悩んでしまいます。</p> <p>そこで、ちゃんとIPアドレスを2つに読み分けられるようなアドレス表記が考えられました。</p> <h2 id="パターン分けする方法(クラス)"><a href="#%E3%83%91%E3%82%BF%E3%83%BC%E3%83%B3%E5%88%86%E3%81%91%E3%81%99%E3%82%8B%E6%96%B9%E6%B3%95%EF%BC%88%E3%82%AF%E3%83%A9%E3%82%B9%EF%BC%89">パターン分けする方法(クラス)</a></h2> <p>まず最初に考えられたのが、「ここまでがネットワーク部だよ!!」っていうパターンを3つに限定してあげる方法です。<br /> (ユーザーが使わないパターンも合わせれば5つあるらしい)</p> <p>現在、下記の3つのパターンがあります。</p> <div class="table-responsive"><table> <thead> <tr> <th>クラス</th> <th>範囲</th> <th>ネットワーク部</th> <th>ホスト部</th> </tr> </thead> <tbody> <tr> <td>クラスA</td> <td>0.0.0.0 - 127.255.255.255</td> <td>8桁</td> <td>24桁</td> </tr> <tr> <td>クラスB</td> <td>128.0.0.0 - 191.255.255.255</td> <td>16桁</td> <td>16桁</td> </tr> <tr> <td>クラスC</td> <td>192.0.0.0 - 223.255.255.255</td> <td>24桁</td> <td>8桁</td> </tr> </tbody> </table></div> <h2 id="アドレスの分岐点を書いてあげる方法 (CIDR)"><a href="#%E3%82%A2%E3%83%89%E3%83%AC%E3%82%B9%E3%81%AE%E5%88%86%E5%B2%90%E7%82%B9%E3%82%92%E6%9B%B8%E3%81%84%E3%81%A6%E3%81%82%E3%81%92%E3%82%8B%E6%96%B9%E6%B3%95+%28CIDR%29">アドレスの分岐点を書いてあげる方法 (CIDR)</a></h2> <p>3パターンしか用意していないので、だんだんIPアドレスが足りなくなってきました。</p> <p>そこで考えられたのが、「ここまでネットワーク部だよ!!」ってIPアドレスの後ろに書いておく方法です。</p> <p>この技術はCIDR(サイダー)という技術によって成り立っています。</p> <p>この場合は、IPアドレスは、</p> <p>XXX.XXX.XXX.XXX/28</p> <p>のように表記します。</p> <p>上記の場合は、2進数表記にした場合に上から28個目までがネットワーク部だよ、ということを表しています。</p> <h2 id="アドレスの分岐点を書いてあげる方法 (サブネットマスク)"><a href="#%E3%82%A2%E3%83%89%E3%83%AC%E3%82%B9%E3%81%AE%E5%88%86%E5%B2%90%E7%82%B9%E3%82%92%E6%9B%B8%E3%81%84%E3%81%A6%E3%81%82%E3%81%92%E3%82%8B%E6%96%B9%E6%B3%95+%28%E3%82%B5%E3%83%96%E3%83%8D%E3%83%83%E3%83%88%E3%83%9E%E3%82%B9%E3%82%AF%29">アドレスの分岐点を書いてあげる方法 (サブネットマスク)</a></h2> <p>違う方法として、サブネットマスクという方法もあります。</p> <p>サブネットマスクは、IPアドレスとは別に32ビットの整数値を持つことで、</p> <p><strong>0の部分がネットワーク部<br /> 1の部分がホスト部</strong></p> <p>ということを表します。</p> <p>例えば、XXX.XXX.XXX.XXXというIPアドレスに対して、255.255.255.0というサブネットマスクが与えられた場合、</p> <p>サブネットマスクを2進数表記に変換すると「1111.1111.1111.0000」となるので、下4桁がホスト部ということが分かります。</p> <h1 id="まとめ"><a href="#%E3%81%BE%E3%81%A8%E3%82%81">まとめ</a></h1> <p>今回は、IPアドレスの基本についてまとめました。</p> <p>次回から、具体的に基本情報/応用情報の問題をどうやって解いていくのか?についてまとめたいと思います。</p> HelloWorld