<?xml version='1.0' encoding='UTF-8'?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-3876278846091332784</atom:id><lastBuildDate>Sat, 05 Oct 2024 03:25:27 +0000</lastBuildDate><title>Iphone資格勉強法　目指せUSCPA短期合格！</title><description>仕事をしながら短期間でUSCPA合格するために、iphoneのアプリを秘書代わりに効率的で能率的な資格勉強法を模索しています。現在USCPAに向けて勉強中です。&#xa;１１月にハワイで2科目（FAR、AUD）受験し、合格。2月に残り2科目（REG、BEC）を受験予定。仕事は総合商社でIFRS導入プロジェクトを担当しています。</description><link>http://ifrsadoptionblog.blogspot.com/</link><managingEditor>noreply@blogger.com (Ningyo House)</managingEditor><generator>Blogger</generator><openSearch:totalResults>10</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink="false">tag:blogger.com,1999:blog-3876278846091332784.post-516934956251146452</guid><pubDate>Wed, 23 Nov 2011 14:31:00 +0000</pubDate><atom:updated>2011-11-23T23:36:23.097+09:00</atom:updated><title>USCPAの試験を受けにハワイまでいってきました。</title><description>久しぶりのブログ更新です。&lt;br /&gt;
IFRS関連の仕事で英語と会計の仕事をしているせいか周りが会計士だらけなので、USCPAの試験にチャレンジすることにしました。 &lt;br /&gt;
申し込み手続きにいろいろ手間取りましたが、ハワイで２科目受験し、本日帰国しました。&lt;br /&gt;
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そもそも、自分は大学での会計の資格ないので、大学卒業だけで要件を満たす唯一の州であるメイン州で出願しました。２０１１年８月より、USCPAのテストは日本での受験が可能となったのですが、なんとメイン州は日本での受験が不可！！！&lt;br /&gt;
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お金を払って単位を取得して、日本受験で受験できる州に変えようか迷いましたが、日本で受験すると１科目５００ドルとサーチャージがかかるのと、大学の単位のお金も高いので、ハワイで受験することにしました。&lt;br /&gt;
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ハワイでの受験は色々と事前に調べておいたのでスムーズにいきましたが、また２月に残りの科目を受験しにくので、備忘としてい現地情報をUPします。&lt;br /&gt;
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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;（初日）土曜日の２１時に成田をたちました。初めての１人海外旅行だったので、寂しかったですが、フライトまでひたすらiphone4で試験対策をしてましたので、あっとゆうまにフライトの時間を迎えました。&lt;br /&gt;
&lt;a href=&quot;http://itunes.apple.com/us/app/far-test-bank-wiley-cpa-exam/id452134263?mt=8&amp;amp;uo=4&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot; target=&quot;itunes_store&quot;&gt;&lt;img alt=&quot;FAR Test Bank - Wiley CPA Exam Review - gWhiz, LLC&quot; src=&quot;http://ax.phobos.apple.com.edgesuite.net/images/web/linkmaker/badge_appstore-lrg.gif&quot; style=&quot;border: 0pt none;&quot; /&gt;&lt;/a&gt;搭乗口で日本シリーズがやっていたので、なんとか実況の音が聞こえないところに移動し、勉強しました。&lt;br /&gt;
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飛行機は一人旅のせいか、通路側でもなく、窓側でもない席でした。となりのきれいなお姉さんが、猿の惑星を見ていて、うらやましかった。帰りの飛行機で見ることを誓い、フライト中はFARの勉強が終わっていない範囲があったので、iphoneで問題を解いてました。そのまま眠くなって、いつのまにか寝てたらハワイに着いてました。&lt;br /&gt;
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時差のため、ハワイに着いたのは朝９時。ホテルのチェックインは３時なので、会場を下見することに。&lt;br /&gt;
日本語が通じるタクシー会社である、チャーリータクシーhttp://charleystaxi.com/japanese/　　に電話。&lt;br /&gt;
ドライバーが日本語が通じるばかりか、ニミッツセンターという行き先を言った瞬間、「CPAの受験か？」と質問してきた。&lt;br /&gt;
どうやら詳しいようだったので、ついでに「日曜と月曜の送り迎えも頼む」といったら、予約を入れてくれた（日曜、月曜は別の運転手が指定時間通り送り迎えにきてくれた）。　料金はアンバサダーホテルからだいたい片道で２０ドル http://www.ambassadorwaikiki.com/accommodations&lt;br /&gt;
少し高いけど、安心を買うという意味ではよかった。タクシーを手配しておくのはオススメかと思います。&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyPR2Bar9dzBRPsekA9HqK3LYwEneQiPuuLLlhyphenhyphenHWL0ZarZ_M_9daZmh6dayD1Q1ixuP6C05lx8jWVd4xVdfnASwqh8efoXVrkTtLFxiAihiwIbiGqvrXc8v9q9xEozm37R1jyXmQE1Lw/s1600/IMG_1484.JPG&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyPR2Bar9dzBRPsekA9HqK3LYwEneQiPuuLLlhyphenhyphenHWL0ZarZ_M_9daZmh6dayD1Q1ixuP6C05lx8jWVd4xVdfnASwqh8efoXVrkTtLFxiAihiwIbiGqvrXc8v9q9xEozm37R1jyXmQE1Lw/s320/IMG_1484.JPG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;下見を終えてホテルにつき、勉強しようとおもったがさすがに飛行機で寝れなかったので１時間ほど昼寝。&lt;br /&gt;
その後は近くのラーメン屋でラーメンをくってから、BISKに入ってる最終問題を解きました。 &lt;br /&gt;
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（２日目）朝８時におきて、レッドブルを飲み目を覚ましました。ここ１ヶ月勉強のために毎日レッドブルに頼っていたので、こっちでも飲もうと思ったのですが、こっちのサイズは日本のレッドブルをSサイズだとするとMとLしかおいてありませんでした。&lt;br /&gt;
最後にPCBOAの復習をして、タクシーで会場へ。日曜日のせいか道が空いていたので１０分ほどで着きました。&lt;br /&gt;
下見していたので、会場には迷うことなく着きました。&lt;br /&gt;
受験者には下見をオススメしますが、もしその時間がない方は下記ご参考ください。&lt;br /&gt;
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＜タクシーで来た場合＞&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIzsz11YX42R-AdglmKSqNpAzoe9rPClr2iHZOAU8li7eIz-gfmgUGS9DvKO5IGfkwdJNTNUXC4_oQT5yijYm6uDvl9yHYGfmBncJLmk7EPCjc8CMYwCjukmnG3WriO8tI9sdckXiYxig/s1600/IMG_1486.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIzsz11YX42R-AdglmKSqNpAzoe9rPClr2iHZOAU8li7eIz-gfmgUGS9DvKO5IGfkwdJNTNUXC4_oQT5yijYm6uDvl9yHYGfmBncJLmk7EPCjc8CMYwCjukmnG3WriO8tI9sdckXiYxig/s200/IMG_1486.JPG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQiWw5sfytVsMeQU_n8uC8XV-Pz8boSRaWNORdNcNmMOnBuiLvLqESefI55mk5mgDuZo-aZHGfG3OmRlvCEf2UVsE99nJx_jJLuUPcwveH-vJpeiUZxA3RFFM7am84WuaBOJGSnpuFjKA/s1600/IMG_1483.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQiWw5sfytVsMeQU_n8uC8XV-Pz8boSRaWNORdNcNmMOnBuiLvLqESefI55mk5mgDuZo-aZHGfG3OmRlvCEf2UVsE99nJx_jJLuUPcwveH-vJpeiUZxA3RFFM7am84WuaBOJGSnpuFjKA/s200/IMG_1483.JPG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
まず、ハワイのテストセンターは非常にわかりずらいところにあり、ニミッツセンターの二階駐車場にあります。Nimiz centerにタクシーで来たのであれば、2階の駐車場まで乗っけてってもらった方がよいです。なにはともあれ、安心するという意味で一度下見をしておいた方がよいと思います。&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYTcfb0opBg9MpWXNM_yc0X1RE0xNtg_wJ4cB0s_OqpDUVILORmGY8vramLq05qSJE4d5tmMobh2vGDPiUCiNDoAaWRMkVGGks66mbhpphzomN2v8kSXkvfqc0Xn6jzg4S678MMzu5_og/s1600/IMG_1481.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYTcfb0opBg9MpWXNM_yc0X1RE0xNtg_wJ4cB0s_OqpDUVILORmGY8vramLq05qSJE4d5tmMobh2vGDPiUCiNDoAaWRMkVGGks66mbhpphzomN2v8kSXkvfqc0Xn6jzg4S678MMzu5_og/s200/IMG_1481.JPG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;＜タクシー以外で来た場合＞&lt;br /&gt;
一階から階段で上がって二回に向かいます。正直事前情報がないと相当迷うと思います。 &lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCH2tdQH7MBge55OskkRw4jyURR4An_O2cPVPq77D2kgD5V2dao5A8k-IlcqZMNcjXKVBd-4j57HlHnxlUro6WWheTck8HySPtRpmc1KwkEkD1lARzP5ggv0NwTbBNEDBkwevAx18gIAw/s1600/IMG_1488.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCH2tdQH7MBge55OskkRw4jyURR4An_O2cPVPq77D2kgD5V2dao5A8k-IlcqZMNcjXKVBd-4j57HlHnxlUro6WWheTck8HySPtRpmc1KwkEkD1lARzP5ggv0NwTbBNEDBkwevAx18gIAw/s200/IMG_1488.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7keBOMBQRzMUa69O2g17dejrBCB9FxBGylY6a5rZbfjICCv7o6EeUmKvVXM09eFJCcAdliXTdTO7ZFWKRRYI4uuE_7DjEIR1j2heK7oBy3o-75IA7bXIj8W4foXLmsb6Ptt__9xHxJns/s1600/IMG_1489.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7keBOMBQRzMUa69O2g17dejrBCB9FxBGylY6a5rZbfjICCv7o6EeUmKvVXM09eFJCcAdliXTdTO7ZFWKRRYI4uuE_7DjEIR1j2heK7oBy3o-75IA7bXIj8W4foXLmsb6Ptt__9xHxJns/s200/IMG_1489.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7pdxFHPJqdHS6PARR6Ttv5t_hka16oCZoay1RYmmIPcpYT3GLVzGW4VN3Lz6V2WpqfPy0UnvpvaQdAzNj89MCj7iOpO59QDOWWragKSMIHJYMQsxLNObZdylKNIt-P2dnckzm3geioRY/s1600/IMG_1490.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7pdxFHPJqdHS6PARR6Ttv5t_hka16oCZoay1RYmmIPcpYT3GLVzGW4VN3Lz6V2WpqfPy0UnvpvaQdAzNj89MCj7iOpO59QDOWWragKSMIHJYMQsxLNObZdylKNIt-P2dnckzm3geioRY/s200/IMG_1490.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;正面から少しワイキキよりのところに二階への階段があります。階段を上ると駐車場にたどり着けます。&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4o8q0HPqRvfO2bHC4GZHZdis8rHYSQeuAbkjhgewu86KzTfFZtIF8bLZ6imOQjPKg6cDm_bgJRylDCV6v-3m9x9zhuFnO30XDOvMkTenR3CwKPpUIG46bSOQ5YG_mPEQInOvJngPmfaQ/s1600/IMG_1487.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4o8q0HPqRvfO2bHC4GZHZdis8rHYSQeuAbkjhgewu86KzTfFZtIF8bLZ6imOQjPKg6cDm_bgJRylDCV6v-3m9x9zhuFnO30XDOvMkTenR3CwKPpUIG46bSOQ5YG_mPEQInOvJngPmfaQ/s200/IMG_1487.JPG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;階段を上って右にいくと駐車場左にいくとトイレがあります。これは受験者用のトイレになってますので、テスト会場で鍵を借りないと入ることはできません。なのでテスト会場で手続きをいったん済ませてしまいましょう。&lt;br /&gt;
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会場につくとまず、受付の人にパスポートと NTSを手渡しします。すると「試験ははじめてか?」と聞かれ、初めてだというと注意書きのシートを渡され、読むように言われます。また、同時にロッカーの鍵を渡され、ポケットの中身を含めすべての荷物（もちろん財布や携帯も）をロッカーに入れるよう指示されます。ロッカーはそんなに大きくないので、そもそもあまり荷物を持っていかない方がよいかと思います。&lt;br /&gt;
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ロッカーに荷物をしまった後は「準備ができたら声をかけてくれ」といわれたので、しばらく精神統一をした後、テスト会場へチェックインしました。&lt;br /&gt;
テスト会場に入る前に、指紋と写真、そしてサインをしました。そしてそのままテストへ。&lt;br /&gt;
さすがに４時間のテストなので途中でトイレに行きたくなります。そのときは部屋をでて、スタッフに声をかけ、退出のサインをしてからトイレの鍵をもって、トイレにいきます。&lt;br /&gt;
トイレから帰ってきた後も再入室のサインをすることになります。&lt;br /&gt;
テストが終わったらテスト終了のペーパーをもらってそのままタクシーで帰りました。&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPBlaOU2esPeKDeGvwi2NH0byo6AhY7viHKN14ANfFAVbhrdjm2PCe9atqu0RKApYpVv9AjDKylPhadn-nWneMcTew92E0rVQBsaXS_8hXrngjNbzZWxJPQTIiPS_gzPRQZJdRheNdjw8/s1600/IMG_1492.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPBlaOU2esPeKDeGvwi2NH0byo6AhY7viHKN14ANfFAVbhrdjm2PCe9atqu0RKApYpVv9AjDKylPhadn-nWneMcTew92E0rVQBsaXS_8hXrngjNbzZWxJPQTIiPS_gzPRQZJdRheNdjw8/s200/IMG_1492.JPG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;タクシーがなかなかこなかったので、NimizcenterにあるEagle Cafeという地元客で賑わうレストランでEagleBurgerを食べました。美味しかった。&lt;br /&gt;
店員もすぐに自分がCPAの受験者であることにきずき声をかけてきてくれました。（試験前や試験後に利用する客が多いらしい。）&lt;br /&gt;
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そのまま、ホテルで次の日のFARの勉強をしようと試みるも一つの達成感から眠気に耐えきれず、二時間ほど睡眠。これが功を奏して、睡眠後は集中し、その後夜中の１時までリースと個人財務諸表以外の分野のiphoneの問題集を終わらせました（約MC1200問分がなんとか２週間かけて試験前日に終了）&lt;br /&gt;
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（三日目）&lt;br /&gt;
８時起床でバナナとレッドブルをほおりこみ、午前は政府会計とNPO会計の詰め込みを行いました。そのまま、二日目と同様会場へ向かい、テストを無事終了させました。&lt;br /&gt;
タクシーを初日に押さえてたおかげで試験に集中することができました。&lt;br /&gt;
試験の後はショッピング等々観光を楽しみましたが、非常に寂しかったです。&lt;br /&gt;
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(四日目) 朝８時に向かえが来てそのまま東京へ帰ってきました。&lt;br /&gt;
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結果発表は１２月ですが、正直受かったか落ちたかの感触はわかりません。しかし、MCの出来はなかなかよくできたと思います。&lt;br /&gt;
勉強を本格的に始めて２ヶ月での受験は早いと言われましたが、何よりテストがどんなもんか肌で感じられたことが大きな収穫だと思います。&lt;br /&gt;
なんとなくではありますが、どんな傾向の問題がでるのかある程度把握できるので、他の科目にも役立ちますが、たとえ今回落ちていたとしても次回の対策に役立ち、モチベーションの観点からもいい効果をもたらせてくれると思います。&lt;br /&gt;
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まあなんといってもハワイにせっかく来たのに、一人っていうのとひたすらホテルで勉強していたのはかなり笑えましたね自分でも。&lt;br /&gt;
そんな特異な環境が最後の追い込みの集中力を高めてくれたのは事実ではありますが、やはり次回のBECとREGの受験の際には現地で追い込まなくてもいいようにしたいですね。次はゴルフしたいですね。一人なのはかわりませんが笑</description><link>http://ifrsadoptionblog.blogspot.com/2011/11/uscpa.html</link><author>noreply@blogger.com (Ningyo House)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyPR2Bar9dzBRPsekA9HqK3LYwEneQiPuuLLlhyphenhyphenHWL0ZarZ_M_9daZmh6dayD1Q1ixuP6C05lx8jWVd4xVdfnASwqh8efoXVrkTtLFxiAihiwIbiGqvrXc8v9q9xEozm37R1jyXmQE1Lw/s72-c/IMG_1484.JPG" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-3876278846091332784.post-5536901089798582837</guid><pubDate>Thu, 31 Mar 2011 16:15:00 +0000</pubDate><atom:updated>2011-04-01T01:15:53.364+09:00</atom:updated><title>改訂リース基準　短期リースは賃貸借処理に　IAS17号</title><description>&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, &#39;MS P Gothic&#39;, &#39;ＭＳ Ｐゴシック&#39;, sans-serif; font-size: 12px; line-height: 19px;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;h1 style=&quot;color: #3e3a36; font-weight: bold; letter-spacing: 0.1em; line-height: 1.4; margin-bottom: 1em; margin-left: 0px; margin-right: 0px; margin-top: 0.5em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;IASBとFASBによるリースに関する再審議により、以下の論点が公開草案から変更されたようです。&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;h1 style=&quot;color: #3e3a36; font-weight: bold; letter-spacing: 0.1em; line-height: 1.4; margin-bottom: 1em; margin-left: 0px; margin-right: 0px; margin-top: 0.5em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: black; font-family: Arial, Helvetica, sans-serif; font-size: small; font-weight: normal; letter-spacing: 1px; line-height: 19px;&quot;&gt;短期リースの会計処理&lt;/span&gt;&lt;/h1&gt;&lt;div&gt;&lt;div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;letter-spacing: 1px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;一年以内のリースもリース資産、リース負債の両建て計上が提案されておりましたが、貸手同様、借手についても賃貸借処理とする方向で決着がついたようです。&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;letter-spacing: 1px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;実務家としては手間が減りましたね。&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small; letter-spacing: 1px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small; letter-spacing: 1px;&quot;&gt;リース期間&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small; letter-spacing: 1px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: small; line-height: 16px;&quot;&gt;借手にとってリースを延長する（もしくは解約しない）重要な経済的動機があるオプション期間のみをリース期間に含めるように、リース期間の定義が変更されました。&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;letter-spacing: 1px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #333333; letter-spacing: normal; line-height: 16px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 11px; letter-spacing: 1px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #333333; font-family: &#39;ＭＳ Ｐゴシック&#39;, Arial, &#39;ヒラギノ角ゴ Pro W3&#39;; font-size: 12px; letter-spacing: normal; line-height: 16px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;line-height: 14px;&quot;&gt;&lt;div style=&quot;line-height: 1.4 !important; margin-bottom: 13px; margin-top: 13px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;前の公開草案では会計上のリース期間を、発生しない可能性よりも発生する可能性が高い（more likely than not to occur、すなわち発生可能性が50％超）起こり得る最長のリース期間と定義することを提案しており、各リース期間の発生可能性を評価せいというむちゃぶりがなされていました。&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.4 !important; margin-bottom: 13px; margin-top: 13px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;その後、むちゃぶりには各方面からお厳しいつっこみがはいり、IASB/FASBは、リース期間を、解約不能な期間に、リース契約を延長する、又は解約しないという重要な経済的動機がある場合にはそのオプションを加算した期間と定義する暫定的決定をしました。&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.4 !important; margin-bottom: 13px; margin-top: 13px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;ようは延長する可能性が高い場合に限ってリース期間の延長を反映させるという、今のIASや日本基準に近い考え方が採用されました。&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.4 !important; margin-bottom: 13px; margin-top: 13px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;まあ妥当な落としどころですね。これなら実務家もなんとか対応できそうです。&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: &#39;ＭＳ Ｐゴシック&#39;, Arial, &#39;ヒラギノ角ゴ Pro W3&#39;; line-height: 1.4 !important; margin-bottom: 13px; margin-top: 13px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;※上記は個人の見解も含んでいます。&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</description><link>http://ifrsadoptionblog.blogspot.com/2011/04/ias17.html</link><author>noreply@blogger.com (Ningyo House)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-3876278846091332784.post-4314286613040837293</guid><pubDate>Wed, 30 Mar 2011 16:11:00 +0000</pubDate><atom:updated>2011-03-31T01:12:56.413+09:00</atom:updated><title>東北東日本大地震と特別損失とIFRS</title><description>IFRSでは日本基準や、米国会計基準と異なり特別損失がありません。&lt;br /&gt;
日本基準でいうところの減損損失や、固定資産売却損益等はIFRSでは営業損益に含まれることになります。&lt;br /&gt;
&lt;br /&gt;
昨日日本公認会計士協会から、今回の大地震を受けた今年度決算の監査上の留意事項が会長通牒として発行されました。全国の経理マン、監査人必見の通達となっております。&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/goog_2016601072&quot;&gt;「&lt;/a&gt;&lt;br /&gt;
&lt;h2 style=&quot;border-bottom-color: rgb(230, 230, 230); border-bottom-style: solid; border-bottom-width: 1px; color: #666666; font-family: &#39;ＭＳ Ｐゴシック&#39;, sans-serif; font-size: 16px; font-weight: bold; line-height: 19px; margin-bottom: 20px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 20px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;a href=&quot;http://www.hp.jicpa.or.jp/specialized_field/files/kaichou-tuucho-1-20110330.pdf&quot;&gt;会長通牒「東北地方太平洋沖地震による災害に関する監査対応について」及び「東北地方太平洋沖地震による災害に関する学校法人監査の対応について」の公表について&lt;/a&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: black; font-family: Times; font-size: small; font-weight: normal; line-height: normal;&quot;&gt;&lt;a href=&quot;http://www.hp.jicpa.or.jp/specialized_field/files/kaichou-tuucho-1-20110330.pdf&quot;&gt;http://www.hp.jicpa.or.jp/specialized_field/files/kaichou-tuucho-1-20110330.pdf&lt;/a&gt;&lt;/span&gt;&lt;/h2&gt;&lt;br /&gt;
内容は、今回の震災で滅失した棚卸資産や固定資産や債権放棄、義援金等々を特別損失として処理せよ、との通知。また、監査実務においては震災の影響について一定の配慮をせよとのこと。&lt;br /&gt;
減損の兆候や有価証券の減損、繰延税金資産の回収可能性等の間接的に生じる損失についても記載がされています。&lt;br /&gt;
&lt;br /&gt;
また、一連の特別損失を災害損失という勘定で計上し内訳を重要性の高いものは開示するという方法も認められています。&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
IFRSでは前述のとおり、特別損失のラインは認められませんが、特別な勘定科目をもうけることができます。&lt;br /&gt;
&lt;br /&gt;
よって、日本基準同様、「災害損失」という科目をもうけて、地震関連の費用をこの勘定科目に持っていくことが可能になると考えられます。&lt;br /&gt;
&lt;br /&gt;
この点については、日本電波工業やHOYA、NGC、住友商事がどのような開示を行うか要チェックですね。&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
※上記は個人的な見解です。</description><link>http://ifrsadoptionblog.blogspot.com/2011/03/ifrs_31.html</link><author>noreply@blogger.com (Ningyo House)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-3876278846091332784.post-2255079018775806663</guid><pubDate>Tue, 29 Mar 2011 15:52:00 +0000</pubDate><atom:updated>2011-03-30T00:53:35.805+09:00</atom:updated><title>IFRS適用で為替換算調整勘定（TA）がゼロに？利益剰余金がなくなっっちゃう。。</title><description>日本基準からIFRSに移行する場合においては、開始貸借対照表を作成する際に、為替換算調整勘定を０にして、利益剰余金とオフセットする必要があります。（IFRS１号参照）&lt;br /&gt;
&lt;br /&gt;
海外に古くから現地法人や事業会社を持っている会社は特に、１ドル３６０円時代から投資をしている場合も多いので、為替換算調整勘定が大きくマイナスになっている会社も多いはず。&lt;br /&gt;
&lt;br /&gt;
この相殺の初度適用の処理によって、そのような会社の利益剰余金が大きく減少することが予想されます。&lt;br /&gt;
&lt;br /&gt;
もちろん、配当性向は基本的には日本基準の会社法をベースに考慮されるので、IFRS上の利益剰余金の金額は影響ありませんが、会見基準が違うと言えど、利益剰余金がマイナスにもかかわらず、配当することには違和感があり、配当政策に少なからず影響を与える場合があります。&lt;br /&gt;
&lt;br /&gt;
多くの企業がこの問題で頭を痛めているなか、あざ笑うかのように&lt;br /&gt;
先日IFRS開始貸借対照表を公表した「日本板硝子」では工夫のこらした面白い開示がされていました。&lt;br /&gt;
&lt;br /&gt;
日本板硝子では為替換算調整勘定のマイナス金額が利益剰余金の金額を超えているため、IFRSの規定をそのまま読んで対応すると利益剰余金はマイナスになってしまいます。&lt;br /&gt;
&lt;br /&gt;
その印象を緩和するために（個人的な予想ですが）日本板硝子では為替換算調整勘定と相殺される利益剰余金を「別勘定」で開示することで、相殺の影響を除いた利益剰余金を引き続き、開示しています。通常の利益剰余金をプラスで維持しています（維持しているように見えます。）。&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;font: 14.0px Helvetica; margin: 0.0px 0.0px 0.0px 0.0px;&quot;&gt;利益剰余金　　　　　　　　　　　　　　　　　　　　　○○○&lt;/div&gt;&lt;div style=&quot;font: 14.0px Helvetica; margin: 0.0px 0.0px 0.0px 0.0px;&quot;&gt;利益剰余金（IFRS移行に伴う為替換算調整勘定振替）　−○○○&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.nsg.co.jp/ir/library/pdf/20110225.pdf&quot;&gt;http://www.nsg.co.jp/ir/library/pdf/20110225.pdf&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
IFRSでは日本基準とは違いBSやPLの必要項目、構成要素を細かく定めていないので、財務諸表の利用者の利便性を高めるという視点で、会社がある程度裁量をもって勘定科目を決定できます。&lt;br /&gt;
&lt;br /&gt;
それをうまく利用した機転の利いた開示だと思います。&lt;br /&gt;
&lt;br /&gt;
上記はあくまで、IR資料での開示ですので、実際の有価証券報告書（２０１１年６月の四半期報告書が一番はじめの開示）にて同様にこのような表現がなされ、監査法人のサインがされるかどうかが注目になります。&lt;br /&gt;
&lt;br /&gt;
これが認められれば、TAが大きくマイナスの企業にとっては、これと同様の手法で初度適用する実務が日本で広がる可能性がありますね。&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
※上記は個人的な見解です。</description><link>http://ifrsadoptionblog.blogspot.com/2011/03/ifrsta.html</link><author>noreply@blogger.com (Ningyo House)</author><thr:total>3</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-3876278846091332784.post-4565899253631280779</guid><pubDate>Mon, 28 Mar 2011 15:43:00 +0000</pubDate><atom:updated>2011-03-29T00:55:05.466+09:00</atom:updated><title>IFRS9号複合金融商品　ASBJ金融負債論点の整理</title><description>&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;会計基準の中では特に複雑なのが、この複合金融商品の区分処理。&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;現在以下で日本基準の論点整理が発表され、コメントが募集されています。&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;https://www.asb.or.jp/asb/asb_j/documents/summary_issue/kinsho-kentojokyo_2011/&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;そもそも複合金融商品ってなんだってところからなんだが、&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;とりあえず、一般事業会社にはそんなに存在せず、この基準がトピックになるのは特定の金融機関に限定されます。&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;複合金融商品は現行の日本基準では&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;次のすべての要件を満たす場合&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt; 組込デリバティブのリスクが現物の金融商品に及ぶ可能性があること&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt; 組込デリバティブと同一条件の独立したデリバティブが、デリバティブの特徴を満たすこと&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt; 複合金融商品について、公正価値の変動による評価差額が当期の損益に反映されないこと&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;この場合に区分処理が行われますが、コレ以外の場合にも上記要件を満たさない場合が、&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;font: 10.5px Helvetica; margin: 0.0px 0.0px 0.0px 0.0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;管理上、組込デリバティブを区&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;分している場合には区分処理の選択が可能です。&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;一方IFRS9号（２０１１年３月２８日現在）では&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;次のすべての要件が複合商品に組み込まれたデリバティブを区分処理する要件です。&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt; &lt;/span&gt;&lt;u&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;組込デリバティブの経済的性格及びリスクが、主契約の経済的性格及びリスクに密接に関連していないこと&lt;/span&gt;&lt;/u&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt; 組込デリバティブと同一条件の独立の金融商品がある場合、それがデリバティブの定義に該当すること&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt; 複合商品が、公正価値で測定して公正価値変動を純利益に認識するものではないこと&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;複合商品の事例としては以下があげられています。&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;これについは、上記下線の&lt;/span&gt;&lt;u&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;組込デリバティブの経済的性格及びリスクが、主契約の経済的性格及びリスクに密接に関連している場合とそうではない場合に分けて事例を記載しています。&lt;/span&gt;&lt;/u&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;組込デリバティブの経済的性格及びリスクが、主契約の経済的性格及びリスクに密接に関連しているものとはみなされない場合の例を次に示す。これらの事例に該当するとともに、他の要件に該当している場合、組込デリバティブは、主契約と区分して処理する。なお、これらの例は網羅的なものではない。&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;(1) 負債商品に組み込まれたプット・オプションのうち、株価や商品価格又は指数に応じて価値が変動する資産と交換で、保有者が商品を買い戻すことを可能にするもの&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;(2) 負債商品の満期まで残存期間を延長することを可能にするオプション、又は、残存期間を自動的に延長させる条項（ただし、延長にあたって、当該時点における市場金利に近似する利率への修正が行われる場合を除く。）&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;(3) 負債商品に組み込まれた株価連動型の金利又は元本の支払&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;(4) 負債商品に組み込まれた商品価格連動型の金利又は元本の支払&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;(5) 負債契約に組み込まれたコール、プット、又は期限前償還オプション（ただし、次のいずれかに該当する場合を除く。）&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;① オプションの行使価格が、各行使日において、組込対象である負債商品の償却原価にほぼ等しい場合&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;② 期限前償還オプションの行使価格が、主契約の残存期間に係る機会金利の現在価値にほぼ等しい金額を貸手に補填するようにされている場合&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;(6) 負債商品に組み込まれたクレジット・デリバティブで、特定の参照資産の信用&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;リスクを他者に移転することを可能にするもの&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;組込デリバティブの経済的性格及びリスクが、主契約の経済的性格及びリスクに密&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;接に関連しているものとみなされる場合の例を次に示す。これらの事例に該当する場&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;合、組込デリバティブは、主契約と区分して処理しない。なお、これらの例は網羅的&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;なものではない。&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;(1) 基礎数値が金利又は金利指数である組込デリバティブのうち、主契約である利付負債契約に関連して授受される金利の額を変更させる可能性のあるもの（ただし、複合商品の保有者が投資のほとんどすべてを回収する方法で決済することができない場合、又は、組込デリバティブによって、複合商品の保有者による当初の収益率が少なくとも2 倍以上になりうるとともに、主契約と同条件の契約の市場金利と比較して少なくとも2 倍以上の収益率となりうる場合を除く。）&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;(2) 負債契約に組み込まれたフロアー又はキャップのうち、契約の発行時におけるキャップ利率が市場金利以上、あるいは、フロアー利率が市場金利以下であり、かつ、主契約との関係でレバレッジがかけられていないもの&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;(3) 資産（例えば、商品）の売買契約に含まれている当該資産の売買価格にキャップ又はフロアーを設ける条項のうち、当初時点でアウト・オブ・ザ・マネーの状態にあり、レバレッジかかけられていないもの&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;(4) 負債契約に組み込まれた外貨デリバティブのうち、外貨表示による元本又は金利の支払を行うことにするもの（例えば、デュアル・カレンシー債）&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;(5) 金融商品以外の主契約（例えば、非金融商品に関する外貨建の売買契約）に組み込まれた外貨デリバティブのうち、レバレッジがかけられておらず、オプションの性質を有するものでなく、かつ、次のいずれかの通貨による支払が求められるもの&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;① 主な契約当事者にとっての機能通貨&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;② 世界の商取引において関連する商品又はサービスが獲得又は提供される際に、通常用いられる通貨&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;③ 取引が行われる経済環境において、非金融資産を売買する契約で通常用いられる通貨（例えば、地域の商取引において通常用いられる、比較的安定的で流動性の高い通貨）&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;(6) 金利のみ又は元本のみの契約に組み込まれている期限前償還オプションのうち、主契約が次の双方の条件を満たすもの&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;① 金融商品の契約上のキャッシュ・フローを受け取る権利から区分したことにより生じたものであること（ただし、当該権利に組込デリバティブが含まれていた場合を除く。）&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;② もともとの主契約である負債商品になかった条件を含んでいないこと&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;(7) リース契約に組み込まれたデリバティブのうち、次のいずれかに該当するもの&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;① リース料支払額を消費者物価指数に連動させるようなインフレ関連指数&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;（ただし、リース契約にレバレッジがかけられておらず、かつ、当該インフレ関連指数が企業の経済環境におけるインフレに関する場合に限る。）&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;② 関連する販売に応じて、賃借料を変化させるもの&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;③ 変動金利に応じて、賃借料を変化させるもの&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;(8) 金融商品に組み込まれたユニット・リンク型の特徴のうち、投資ファンドからのユニット毎の支払がユニットの価値（ファンド資産の公正価値を反映するもの）&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;に基づいてなされるもの&lt;/span&gt;</description><link>http://ifrsadoptionblog.blogspot.com/2011/03/ifrs9.html</link><author>noreply@blogger.com (Ningyo House)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-3876278846091332784.post-2209438260480765098</guid><pubDate>Mon, 21 Mar 2011 13:23:00 +0000</pubDate><atom:updated>2011-03-21T22:23:13.810+09:00</atom:updated><title>資産除去債務の割引率　日本基準　米国基準　IFRS</title><description>資産除去債務の割引率は日本基準とIFRSとUSGAAPでそれぞれ異なるので、非常にややこしいです。&lt;br /&gt;
&lt;br /&gt;
日本基準の場合は会社特有のリスクを反映させない無リスク利子率（国債）を使用&lt;br /&gt;
&lt;br /&gt;
米国基準とIFRSは会社特有のレートを無リスク利子率に上乗せします。（プレミアム）&lt;br /&gt;
&lt;br /&gt;
また、日本基準と米国会計基準は資産除去債務計上時のレートを使い続けますが、&lt;br /&gt;
IFRSでは常に期末のレートを使用する必要があります。&lt;br /&gt;
&lt;br /&gt;
日本では最近できた基準の割に、こうしてギャップがあるのは非常にややこしいですよね。</description><link>http://ifrsadoptionblog.blogspot.com/2011/03/ifrs.html</link><author>noreply@blogger.com (Ningyo House)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-3876278846091332784.post-6577168779320679552</guid><pubDate>Thu, 17 Mar 2011 11:19:00 +0000</pubDate><atom:updated>2011-03-21T01:44:12.305+09:00</atom:updated><title>IAS 27号　決算日統一　その４</title><description>&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3876278846091332784&amp;amp;postID=341572998323817236#&quot; onclick=&quot;Evernote.doClip({suggestNotebook:&#39;inbox&#39;,providerName:&#39;IFRS Adoption Project&#39;,contentId:&#39;content&#39;}); return false;&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Clip to Evernote&quot; src=&quot;http://static.evernote.com/article-clipper-jp.png&quot; /&gt;&lt;/a&gt;&lt;iframe allowtransparency=&quot;allowtransparency&quot; frameborder=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://www.facebook.com/plugins/like.php?href=http%3A%2F%2Fifrsadoptionblog.blogspot.com%2F&amp;amp;layout=box_count&amp;amp;show_faces=false&amp;amp;width=900&amp;amp;action=like&amp;amp;font=trebuchet+ms&amp;amp;colorscheme=light&amp;amp;height=65&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; height: 80px; overflow: hidden; width: 99px;&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;br /&gt;
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&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;IFRS適用に備えて、海外子会社（もしくは国内子会社）の決算期を親会社とそろえる場合は、&lt;/div&gt;「決算期変更」という方法と「仮決算」という方法がありますが（詳細はアーカイブ　決算日統一その１を参照）、&lt;br /&gt;
&lt;br /&gt;
今回は法定決算を変更できるにもかかわらず、決算期変更ではなく、「仮決算」で対応するケースについて紹介します。&lt;br /&gt;
&lt;br /&gt;
１.税務上のメリット&lt;br /&gt;
法定決算期を変更することで、税務ポジションによっては税務上デメリットを受ける場合があります。&lt;br /&gt;
例えば、繰り越し欠損に期限がある場合で、決算期を１２月から３月に変更した際、その３ヶ月間の決算を「１期」ととらえられ、欠損の有効期限が９ヶ月短くなるケースが考えられます。&lt;br /&gt;
キャッシュフローに影響が出るので、税務上の影響は慎重に判断する必要があります。&lt;br /&gt;
&lt;br /&gt;
２．決算早期化に不安のある会社&lt;br /&gt;
決算早期化に不安がある会社は、親会社の決算報告期日に決算書を間に合わせられても、その「精度」に不安が出てきます。&lt;br /&gt;
適当に決算をされて、後々エラーが続出してしまっては大変です。&lt;br /&gt;
&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;そのため、法定の決算期は変えずに１２月のままにして、法定監査を事前に受けることで、精度が上がります。&lt;/div&gt;ただ、親会社の監査人が、日本の親会社用３月仮決算に対して、追加で監査を求めるほど重要な子会社であれば、監査コストが法定決算と親会社決算の二重でかかるため、留意が必要です。&lt;br /&gt;
&lt;br /&gt;
３．法律以外の理由で決算期を変更できない会社&lt;br /&gt;
例えば、１２月でないとできない年次決算プロセスがある場合もしくは、ビジネス効率に著しい悪影響がある場合には仮決算を選択する場合が考えられます。&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
以上、IFRSでは親会社と子会社の決算期の変更について「仮決算（consolidation purpose provisional closing）」&lt;br /&gt;
を認めていますので、子会社の状況に応じた変更を選択する必要があります。&lt;br /&gt;
&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;法定決算期を変更することは監査コスト等の２重コストおよび帳簿の２重管理が不要の点でメリットがありますが、上記のケースの場合には、まずは「仮決算」で対応し、時間が経過し、問題が解決してから改めて決算期を変更するというのも一つの方法です。&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;br /&gt;
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    &lt;script type=&quot;text/javascript&quot; src=&quot;http://static.mixi.jp/js/share.js&quot;&gt;&lt;/script&gt;</description><link>http://ifrsadoptionblog.blogspot.com/2011/03/ias-27.html</link><author>noreply@blogger.com (Ningyo House)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-3876278846091332784.post-4544139630174712135</guid><pubDate>Tue, 15 Mar 2011 05:23:00 +0000</pubDate><atom:updated>2011-03-17T20:20:00.739+09:00</atom:updated><title>IAS 27号　決算日統一　その３</title><description>&lt;iframe allowtransparency=&quot;true&quot; frameborder=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://www.facebook.com/plugins/like.php?href=http%3A%2F%2Fifrsadoptionblog.blogspot.com%2F&amp;amp;layout=box_count&amp;amp;show_faces=false&amp;amp;width=900&amp;amp;action=like&amp;amp;font=trebuchet+ms&amp;amp;colorscheme=light&amp;amp;height=65&quot; style=&quot;border: none; height: 65px; overflow: hidden; width: 900px;&quot;&gt;&amp;lt;p&amp;gt;&amp;lt;p&amp;gt;&amp;lt;p&amp;gt;&amp;lt;p&amp;gt;&amp;lt;p&amp;gt;&amp;lt;br /&amp;gt; &amp;lt;/p&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;/p&amp;gt;&lt;/iframe&gt;&lt;br /&gt;
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決算日統一　その３&lt;br /&gt;
&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;決算日統一においては、「法定決算期変更」、「仮決算」という方法がありますが、どちらの手法をとった場合においても、決算業務の早期化、すなわち「決算早期化」が必要になります。&lt;/div&gt;&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;日本基準や米国会計基準では親会社と子会社の決算期のズレが最大３ヶ月認められますが、&lt;/div&gt;&lt;div&gt;IFRSでは、実務上不可能な場合を除き、決算期のズレは原則認めず、やむを得ない場合は注記するという規定があります。&lt;/div&gt;&lt;div&gt;&lt;br /&gt;
よって、日本の企業で親会社が３月主要な海外子会社が１２月決算会社の場合には海外子会社の決算早期化を行う必要があります。&lt;/div&gt;&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;「決算早期化」にあたっては経理部以外にも営業部をはじめとするその他の部門の協力／理解が不可欠です。&lt;/div&gt;&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;全社的な協力を仰ぐためには、決算早期化が必要になった背景／必要性をわかりやすく説明する必要があり、全社的な社員啓蒙が必要になります。&lt;/div&gt;&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;下記は研修資料を作成する上で、非常に簡潔でわかりやすく、重宝しました。&lt;br /&gt;
研修について、外部委託ではなく、内部で考えている担当者はぜひご参考ください。&lt;br /&gt;
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&lt;tr style=&quot;border-style: none;&quot;&gt;&lt;td style=&quot;border-style: none; font-size: 12px; padding: 10px; vertical-align: middle;&quot;&gt;&lt;div style=&quot;margin: 0; padding: 0;&quot;&gt;&lt;a href=&quot;http://px.a8.net/svt/ejp?a8mat=1TOFOX+3YW1YQ+249K+BWGDT&amp;amp;a8ejpredirect=http%3A%2F%2Fwww.amazon.co.jp%2F%25E5%25AE%258C%25E5%2585%25A8%25E7%2590%2586%25E8%25A7%25A3-%25E3%2582%2588%25E3%2581%258F%25E5%2588%2586%25E3%2581%258B%25E3%2582%258B%25E3%2580%2581%25E4%25BB%258A%25E3%2581%2599%25E3%2581%2590%25E4%25BD%25BF%25E3%2581%2588%25E3%2582%258BIFRS-%25E6%2597%25A5%25E7%25B5%258CBP%25E3%2583%25A0%25E3%2583%2583%25E3%2582%25AF%2Fdp%2F4822201872%253FSubscriptionId%253DAKIAJG4HK2PMU5Z4Q6YQ%2526tag%253Da8-affi-27570-22%2526linkCode%253Dxm2%2526camp%253D2025%2526creative%253D165953%2526creativeASIN%253D4822201872&quot; target=&quot;_blank&quot;&gt;完全理解 よく分かる、今すぐ使えるIFRS (日経BPムック)&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;color: #cc0000; font-weight: bold; margin-top: 10px;&quot;&gt;新品価格&lt;br /&gt;
￥1,260&lt;span style=&quot;font-weight: normal;&quot;&gt;から&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: 10px; font-weight: normal;&quot;&gt;(2011/3/15 14:22時点)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
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決算日統一その２&lt;br /&gt;
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決算日をIFRSに備えて親会社と子会社で統一する方法は前回のブログで記載した通り、４つあります。&lt;br /&gt;
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そのうちの一つが「仮決算」です。&lt;br /&gt;
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仮決算は法定の決算とは異なるので、会社法に基づいて株主総会に提出する必要もなければ、監査する必要もなく、それに基づいて納税する義務もありません。&lt;br /&gt;
仮決算はあくまで親会社の連結決算を目的とするためだけに行う決算であるため、決算日統一にあたっては特に現地の監査報告書を作成する必要はありません。&lt;br /&gt;
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この手法は、国の制度で法定決算期の変更が認められていない国や、税務上の繰越欠損金の関係で決算期を法的には変更できない場合に採用するケースが多いです。&lt;br /&gt;
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例えば、中国やロシアがこれに該当します。&lt;br /&gt;
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次回も決算期統一のIFRS対応について説明します。&lt;br /&gt;
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&lt;br /&gt;
IFRSではIAS27号の要請により、親会社とその子会社の決算日の統一が求められています。&lt;br /&gt;
よって親会社の決算期が3月で在外子会社の決算期が12月の場合には留意が必要です。&lt;br /&gt;
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決算日統一実現方法には以下の４つの方法があります。&lt;br /&gt;
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1.子会社の法定決算期を変更する。&lt;br /&gt;
2.子会社の法定決算期を変更せずに親会社報告用の仮決算を実施する。&lt;br /&gt;
3.3か月以内の重要な取引について調整し、決算日の統一が実務上不可能（Impracticable）といういうことを注記する。&lt;br /&gt;
4.重要性が低いため、何もしない。&lt;br /&gt;
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決算日変更を円滑に進めるには、いかに4.の会社を増やし、そのことについて監査法人と事前に協議し、合意していくことがポイントだと考えられます。&lt;br /&gt;
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次回からは1.～4.についてそれぞれ解説していきます。&lt;br /&gt;
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次回　「決算日統一プロジェクト　その2」</description><link>http://ifrsadoptionblog.blogspot.com/2011/03/1.html</link><author>noreply@blogger.com (Ningyo House)</author><thr:total>0</thr:total></item></channel></rss>