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	<title>恋愛心理学テストと気になるニュース♪ &#187; 脳トレ</title>
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	<description>恋愛心理テストやIQテスト、クイズや占いなど気になったことを取り上げます♪</description>
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		<title>自分の帽子の色が分かるのは誰か？</title>
		<link>http://hoyumaru.com/archives/252</link>
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		<pubDate>Sun, 12 Jan 2014 07:38:46 +0000</pubDate>
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				<category><![CDATA[脳トレ]]></category>

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		<description><![CDATA[自分の帽子の色が分かるのは 一体だれでしょう？ さて、誰かわかりましたか？？ &#160; &#160; つまりAとBが同じ色の帽子をかぶっていた場合 （例えば2人とも赤の帽子） Cは自分の帽子の色がもう片方の色 （この [&#8230;]<p><a href="http://hoyumaru.com/archives/252">自分の帽子の色が分かるのは誰か？</a> is a post from: <a href="http://hoyumaru.com">恋愛心理学テストと気になるニュース♪</a></p>
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				<content:encoded><![CDATA[<p>自分の帽子の色が分かるのは<br />
一体だれでしょう？<br />
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" /></p>
<div class="illust_bubble ib-right ">
<div class="ib-illust"><img src="http://hoyumaru.com/wp-content/themes/refinesnow2/img/shortcodes/ill-check-w1-l.png" alt="" /></div>
<div class="ib-bubble">
<div class="colored_bg bg-r bg-red-lt ">
<div class="title check">このクイズの条件</div>
<div>①4人は（ABCD）は、<br />
赤or白のどちらかの帽子をかぶらされてます。<br />
赤の帽子をかぶっているのはAとC。<br />
白の帽子をかぶっているのはBとDです。</p>
<p>②帽子の数は赤2つ、白2つ。<br />
4人とも、このことを知っています。<br />
また、誰がどの位置にいるのかも全員知っています</p>
<p>③4人は後ろを振り向いてはならず、<br />
少しでも動いたらアウトです。</p>
<p>④Bは目の前にいるAの帽子の色を見ることができ、<br />
CはAとBの帽子の色を見ることができる。<br />
AとDは誰の帽子の色も見ることができません。</p>
<p>⑤自分がかぶっている帽子の色を<br />
言い当てることができたら、全員開放される★</p>
<p>⑥しゃべっていいのは、自分の帽子の色が分かった時だけ。<br />
もし自分が言った答えが間違いだったら、全員アウト</p></div>
</div>
</div>
</div>
<p>さて、誰かわかりましたか？？</p>
<p>&nbsp;</p>
<p><span id="more-252"></span></p>
<p>&nbsp;</p>
<div class="illust_bubble ib-right ">
<div class="ib-illust"><img src="http://hoyumaru.com/wp-content/themes/refinesnow2/img/shortcodes/ill-check-w3-l.png" alt="" /></div>
<div class="ib-bubble">
<div class="colored_bg bg-r bg-red-lt ">
<div class="title check">答え</div>
<div>正解はBです♪</p>
<p>ポイントは、<br />
CはAとBの帽子の色を見られる<br />
位置にいるということ★</p></div>
</div>
</div>
</div>
<p>つまりAとBが同じ色の帽子をかぶっていた場合<br />
（例えば2人とも赤の帽子）<br />
Cは自分の帽子の色がもう片方の色<br />
（この場合、白）<br />
であるということが分かり、<br />
簡単に自分の帽子の色を言い当てることができます。</p>
<p>しかしAとBが違った色の帽子をかぶっているので、<br />
Cは自分の帽子の色が分からず、<br />
何も言うことができません。</p>
<p>このCの状況をBが把握したら、<br />
Bは「自分の帽子の色は目の前にいるAと違う色だ！」<br />
と予想することができます。</p>
<p>説明だけだとちょっと理解ですね♪<br />
BとCの心境を解説したいと思います♪</p>
<p>C「目の前の2人の帽子の色が違うから、<br />
自分の帽子の色が何色か分からないよ！」<br />
↓<br />
B「Aと俺の帽子の色が見えているはずのCが、<br />
何も言わない。<br />
ということは、<br />
Aと俺の帽子の色は違うということか！<br />
分かった！！<br />
Aの帽子の色が赤だから、俺の帽子の色は……白だ！！！</p>
<p>どうでしょうか？<br />
結構頭を使いますね。。。<br />
また、クイズ、心理テストお届けしますね♪
<p><a href="http://hoyumaru.com/archives/252">自分の帽子の色が分かるのは誰か？</a> is a post from: <a href="http://hoyumaru.com">恋愛心理学テストと気になるニュース♪</a></p>
]]></content:encoded>
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		</item>
		<item>
		<title>星と星はつながるのか</title>
		<link>http://hoyumaru.com/archives/171</link>
		<comments>http://hoyumaru.com/archives/171#comments</comments>
		<pubDate>Sat, 04 Jan 2014 02:15:08 +0000</pubDate>
		<dc:creator><![CDATA[nana]]></dc:creator>
				<category><![CDATA[脳トレ]]></category>

		<guid isPermaLink="false">http://hoyumaru.com/?p=171</guid>
		<description><![CDATA[下の図のようにブロックが配置された部屋がある。 同じ色の☆マークをそれぞれ線で結べ。 ただし、線は☆や線と重なってはならない。 &#160; &#160; 黄色の☆の線の引き方に迷うかもしれない。 &#160; アザリー [&#8230;]<p><a href="http://hoyumaru.com/archives/171">星と星はつながるのか</a> is a post from: <a href="http://hoyumaru.com">恋愛心理学テストと気になるニュース♪</a></p>
]]></description>
				<content:encoded><![CDATA[<p>下の図のようにブロックが配置された部屋がある。</p>
<p>同じ色の☆マークをそれぞれ線で結べ。</p>
<p>ただし、線は☆や線と重なってはならない。</p>
<p><img alt="" 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" /></p>
<p><span id="more-171"></span></p>
<p>&nbsp;</p>
<div class="illust_bubble ib-right ">
<div class="ib-illust"><img src="http://hoyumaru.com/wp-content/themes/refinesnow2/img/shortcodes/ill-check-m1-l.png" alt="" /></div>
<div class="ib-bubble">
<div class="colored_bg bg-r bg-red-lt ">
<div class="title check">ヒントその１</div>
<div>アザリー「図形問題だって。ハーティアやっといてね。」<br />
ハーティア「なんで、僕？」<br />
キリランシェロ「そうだね。ハーティアに頼もう。」<br />
ハーティア「キリランシェロまで。」<br />
ティッシ「今日は私も時間があるから、手伝うわよ。皆で考えましょう。ね、キリランシェロ。」<br />
キリランシェロ「え、僕？いや、うん、大丈夫だよ。でもこの問題、適当に線引いみればいけそうじゃないかな？」<br />
ハーティア「確かにそうだな。」<br />
キリランシェロ「じゃあ、僕はもう必要ないよね。じゃ。」<br />
ハーティア「うそです。まったくわかりません。」<br />
ティッシ「じゃれてないで、二人とも。図形問題は後天的に育む知性であり、思考力の基礎にもなるわ。」<br />
ハーティア「ふーん。」</div>
</div>
</div>
</div>
<div class="illust_bubble ib-right ">
<div class="ib-illust"><img src="http://hoyumaru.com/wp-content/themes/refinesnow2/img/shortcodes/ill-check-w1-l.png" alt="" /></div>
<div class="ib-bubble">
<div class="colored_bg bg-r bg-red-lt ">
<div class="title check">ヒントその２</div>
<div>ハーティア「こう引いてみて…っと。うん、解けた解けた。」<br />
ティッシ「ホント？」<br />
アザリー「ウソよ。どーせ。」<br />
キリランシェロ「そっか、ウソか。」<br />
ハーティア「人にやらせておいてずいぶん冷たくないかい？キミたち。ただまぁ、キリランシェロの言ったとおり、実際、線を引いてみれば解ける問題だね。」<br />
キリランシェロ「図形を見て、イメージで線を引いただけだけど、ヒントは、黄色の☆は最後に結ぶといいかなぁ。緑と青の☆を先に結んでみるとすぐできると思うよ。」<br />
アザリー「さっすが、キリランシェロ、最愛の弟ね♪」<br />
ハーティア「キリランシェロびいきはズルいよ。」</div>
</div>
</div>
</div>
<p>&nbsp;</p>
<div class="illust_bubble ib-right ">
<div class="ib-illust"><img src="http://hoyumaru.com/wp-content/themes/refinesnow2/img/shortcodes/ill-check-w3-l.png" alt="" /></div>
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<div class="colored_bg bg-r bg-red-lt ">
<div class="title check">答え</div>
<div>下記の図を参照</div>
</div>
</div>
</div>
<p><img alt="" 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" /></p>
<p>黄色の☆の線の引き方に迷うかもしれない。</p>
<p>&nbsp;</p>
<p>アザリー「こういう問題って実際に書いてみないと意外とできないわよね。」<br />
キリランシェロ「うん。解決のとっかかりを掴まないとハマるかも。」
<p><a href="http://hoyumaru.com/archives/171">星と星はつながるのか</a> is a post from: <a href="http://hoyumaru.com">恋愛心理学テストと気になるニュース♪</a></p>
]]></content:encoded>
			<wfw:commentRss>http://hoyumaru.com/archives/171/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>挟まれし境界線</title>
		<link>http://hoyumaru.com/archives/162</link>
		<comments>http://hoyumaru.com/archives/162#comments</comments>
		<pubDate>Fri, 03 Jan 2014 20:57:23 +0000</pubDate>
		<dc:creator><![CDATA[nana]]></dc:creator>
				<category><![CDATA[脳トレ]]></category>

		<guid isPermaLink="false">http://hoyumaru.com/?p=162</guid>
		<description><![CDATA[「空」と「陸」の間には、一体何があるか？ &#160; 「空」と「陸」、間にある文字は「と」しかないだろう。 色々考えたかもしれないが、問題を単純化して考えてみると、時には解決の糸口になることもあるということだ。 アザリ [&#8230;]<p><a href="http://hoyumaru.com/archives/162">挟まれし境界線</a> is a post from: <a href="http://hoyumaru.com">恋愛心理学テストと気になるニュース♪</a></p>
]]></description>
				<content:encoded><![CDATA[<p>「空」と「陸」の間には、一体何があるか？</p>
<p><img alt="" src="data:image/jpeg;base64,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" /></p>
<p><span id="more-162"></span></p>
<p>&nbsp;</p>
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<div class="title check">ヒントその１</div>
<div>ハーティア「今回は一文だけか。」<br />
アザリー「空と陸の間って…。まあいいわ。“空間”じゃない？」<br />
キリランシェロ「う～ん。それだとさ、空気とか元素とか水素とか酸素とかなんとでも言えちゃうんじゃないかな。」<br />
アザリー「まあ確かにそうね。先生、何かヒントくれませんか？」<br />
チャイルドマン「シンプルに考えることだ。よく問題文を見ろ。」</div>
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<div class="title check">ヒントその２</div>
<div>アザリー「シンプルに、ねぇ。あ、分かったかも！」<br />
キリランシェロ「ホント？」<br />
アザリー「多分だけどね。」<br />
ハーティア「いやぁ、アザリーのことだから多分勘違…いや、なんでもないよ。」<br />
アザリー「自分がわからないからって、やっかみ？」<br />
キリランシェロ「シンプルにっていうので分かったってことは…、本当に単純に考えるってこと？」<br />
アザリー「うん。考えるっていうよりも、問題文をそのまま受け止める感じ。」<br />
ハーティア「こんな短文を、さらにシンプルにって。どうとでも解釈できるじゃないか。」<br />
チャイルドマン「さて、時間だ。短いが故に解答の制限も少なくなる。様々な答えが生み出され得るとういことだ。」<br />
ハーティア「確かにそうですよね。短いメールとかも、どういうつもりで言っているのか色々考えちゃいます。」<br />
キリランシェロ「と言われても、僕はまだわからない。」<br />
チャイルドマン「答えはシンプルだ。私は問題文を“見ろ”と言った。“空”と”陸”の間が答えだ。アザリー、答えてみろ。」<br />
アザリー「はい、多分…」</div>
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<div class="title check">答え</div>
<div>「と」</div>
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<p>「空」と「陸」、間にある文字は「と」しかないだろう。</p>
<p>色々考えたかもしれないが、問題を単純化して考えてみると、時には解決の糸口になることもあるということだ。</p>
<p>アザリー「さっすが、アタシ！褒めていいわよ、ハーティア。」<br />
ハーティア「凄いね、アザリー。（調子に載ってるな、アザリーめ。）」</p>
<p>&nbsp;
<p><a href="http://hoyumaru.com/archives/162">挟まれし境界線</a> is a post from: <a href="http://hoyumaru.com">恋愛心理学テストと気になるニュース♪</a></p>
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		<item>
		<title>応答する手紙</title>
		<link>http://hoyumaru.com/archives/159</link>
		<comments>http://hoyumaru.com/archives/159#comments</comments>
		<pubDate>Fri, 03 Jan 2014 20:38:57 +0000</pubDate>
		<dc:creator><![CDATA[nana]]></dc:creator>
				<category><![CDATA[脳トレ]]></category>

		<guid isPermaLink="false">http://hoyumaru.com/?p=159</guid>
		<description><![CDATA[下のような文章が書かれた紙がある。 この文章の「いいえ」の部分を「はい」に変えよ。 ただし、文字を消したり、書き加えたりすることは不可能。 &#160; 「いいえ」の部分を燃やす 紙は燃やせば、「灰（はい）」になる。 「 [&#8230;]<p><a href="http://hoyumaru.com/archives/159">応答する手紙</a> is a post from: <a href="http://hoyumaru.com">恋愛心理学テストと気になるニュース♪</a></p>
]]></description>
				<content:encoded><![CDATA[<p>下のような文章が書かれた紙がある。</p>
<p>この文章の「いいえ」の部分を「はい」に変えよ。</p>
<p>ただし、文字を消したり、書き加えたりすることは不可能。</p>
<p><img alt="" 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" /></p>
<p><span id="more-159"></span></p>
<p>&nbsp;</p>
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<div class="title check">ヒントその１</div>
<div>アザリー「こんな問題、ハーティアにでもやらせとけばいいのよ。」<br />
キリランシェロ「んー、えーっと、でも僕達が当番だから・・・。」<br />
アザリー「先生に聞いてみたほうが早いわよね。チャイルドマン先生？」<br />
チャイルドマン「私が出題した問題に対してなぜ君は私に聞く？」<br />
アザリー「手っ取り早いと思ったんですよ。先生はいつも鉄面皮で意味不明ですよね。キリランシェロ、早く考えてよ。」<br />
キリランシェロ「えーっと、なんで僕に話をふるの？いや、口答えとかではないよ・・・。じゃあこんなのどうかな？手で部分的に隠すと「はい」が浮き出ちゃうとか・・・」<br />
アザリー「それは無理じゃないかしら。ていうかちゃんと考えてるの？「小麦粉か何かです」っていうのもあやしいわよね。」<br />
キリランシェロ「…。えっと、ちょっと待って、もう少し考えさせてね。」<br />
チャイルドマン「キリランシェロ、君は何事も難しく考え過ぎだ。自分より明らかに強い相手と出くわした時どうする？」<br />
キリランシェロ「わかりません…。」<br />
チャイルドマン「簡単なことだ。イカサマするんだよ。「いいえ」を「はい」にする方法だけを考えれば良い。そのためには違った発想が必要だが。」<br />
アザリー「その発想ってなんですか？」<br />
チャイルドマン「そうやって君はすぐに答えを求める。まあいい。ポイントはただ１つだ。「はい」という文字だけだ。これに焦点を当てて考えてみろ。」
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<div class="title check">ヒントその２</div>
<div>アザリー「で、答えはわかったの？キリランシェロ。」<br />
キリランシェロ「アザリー、何も考えてないでしょ。…いや、なんでもないよ。うん。えっとね、「はい」を変換するとどうなるかなと思って。」<br />
アザリー「“変換”ねぇ。ありそうっちゃありそうね。どう変換してみたの？」<br />
キリランシェロ「例えば、“はい”を英語にすると“Yes”だから、英語の場合、文脈によっては“Yes”で成り立つかなと思って。」<br />
アザリー「うーん。そうかしら。漢字に変換とかはどう？」<br />
キリランシェロ「漢字かぁ。」<br />
チャイルドマン「時間だ。」<br />
キリランシェロ「すみません、わかりませんでした。」<br />
チャイルドマン「いや、“変換する”という発想自体はわるくない。だが、方法が異なる。アザリー、これは何に書かれていると問題文にあった？」<br />
アザリー「え…「文章が書かれた紙がある」ってあるから“紙”だと思いますけど…？」<br />
チャイルドマン「そうだ。紙に書かれているということに着目すればいい。“紙”に書かれた「いいえ」を「はい」にするだけなら、簡単だろう？」<br />
キリランシェロ「あ、わかった！」</div>
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<div class="title check">答え</div>
<div>”いいえ”の部分を燃やす</div>
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<p>「いいえ」の部分を燃やす</p>
<p>紙は燃やせば、「灰（はい）」になる。</p>
<p>「いいえ」を「灰」にする問題だったのだ。</p>
<p>アザリー「何この問題。腑に落ちないわね。」<br />
キリランシェロ「先生が、イカサマって言っていた意味にも通じるかもね。」<br />
チャイルドマン「いや、これは“柔軟な発想力”と、ゼロベースの思考が試される問題だ。」</p>
<p><img alt="" 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/>
<p><a href="http://hoyumaru.com/archives/159">応答する手紙</a> is a post from: <a href="http://hoyumaru.com">恋愛心理学テストと気になるニュース♪</a></p>
]]></content:encoded>
			<wfw:commentRss>http://hoyumaru.com/archives/159/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>赤信号の奇跡</title>
		<link>http://hoyumaru.com/archives/153</link>
		<comments>http://hoyumaru.com/archives/153#comments</comments>
		<pubDate>Fri, 03 Jan 2014 20:07:25 +0000</pubDate>
		<dc:creator><![CDATA[nana]]></dc:creator>
				<category><![CDATA[脳トレ]]></category>

		<guid isPermaLink="false">http://hoyumaru.com/?p=153</guid>
		<description><![CDATA[車通りの多い交差点、信号が赤を示していた。 当然、歩行の人たちは足を止める。 ところが、付き添う母の手から３歳ぐらいの女の子が、大きなトラックの前に急に飛び出してしまったのだ。 しかし、女の子は全くの無傷で済んだという。 [&#8230;]<p><a href="http://hoyumaru.com/archives/153">赤信号の奇跡</a> is a post from: <a href="http://hoyumaru.com">恋愛心理学テストと気になるニュース♪</a></p>
]]></description>
				<content:encoded><![CDATA[<p>車通りの多い交差点、信号が赤を示していた。</p>
<p>当然、歩行の人たちは足を止める。</p>
<p>ところが、付き添う母の手から３歳ぐらいの女の子が、大きなトラックの前に急に飛び出してしまったのだ。</p>
<p>しかし、女の子は全くの無傷で済んだという。</p>
<p>何故か？</p>
<p><img alt="" src="data:image/jpeg;base64,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" /></p>
<p>&nbsp;</p>
<p><span id="more-153"></span></p>
<p>&nbsp;</p>
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<div class="title check">ヒントその１</div>
<div>アザリー「この問題で思考の柔軟性を試そうとしているってわけね。」<br />
キリランシェロ「そうみたいだね。」<br />
ハーティア「あー、面倒だな。さっさと二人でやっておい…いや、なんでもないよ、アザリー。」<br />
アザリー「制限時間もあるみたいだから、ひとまず答え出しておいてくれない？」<br />
ハーティア「そうだねぇ、トラックにぶつかる寸前に魔術でふせいだ、とか、穴を掘って回避したとか。」<br />
アザリー「なんで小さい女の子が魔術とか使えると思ってんの？ふざけないでくれる？ねえ、キリランシェロ。」<br />
キリランシェロ「いや、でも何かしらの方法で無傷で済んだっていうのは確かだよね。」<br />
ハーティア「だろ？」<br />
アザリー「ちょっと待って。ここに先生からのヒントがあるわ。“問題文をよく読め。この手の問題は、ただそれだけに限る”だって。」<br />
ハーティア「意味がわからないな。先生のことだから何かしらの意味はあるんだろうけど。」</div>
</div>
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<div class="title check">ヒントその２</div>
<div>キリランシェロ「んー、一ついいかな、アザリー」<br />
アザリー「何よ、キリランシェロ。」<br />
キリランシェロ「赤信号だったからって、女の子とその子の母親は止まっていたっていうことはないよね？」<br />
アザリー「何で？」<br />
キリランシェロ「彼女達が、赤信号によって止まってべき位置にいるという証拠がないとか」<br />
ハーティア「確かにそうだなぁ。その女の子達が、違う角度から青信号により進んでいる可能性もあるね。」<br />
キリランシェロ「そうなると、着目点はトラックの方かな。間一髪で避けた、とか、ブレーキをかけた、とか…は、単純過ぎるか…。」<br />
ハーティア「いや、そもそも女の子が避けることもトラックがブレーキをかける必要も無かったという可能性は？」</div>
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<div class="title check">答え</div>
<div>「トラックは止まっていたから」</div>
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</div>
</div>
<p>トラックが動いていたとは書かれていない。</p>
<p>いくら停車しているトラックの前を飛び出しても、怪我はしないだろう。</p>
<p>また、「赤信号なので他の車に当たるのではないか？」という意見に対し、「停車するトラックの前に車が通るはずがない」「女の子が居た位置が赤信号によって停まるべき場所だとは限らない」等、いくらでも説明がつく。</p>
<p>ハーティア「なんかさ、チャイルドマン先生が考えたというわりに、せこい問題だよね。」<br />
アザリー「穴を掘って逃げたとか言っている人よりマシよ。」</p>
<p>&nbsp;
<p><a href="http://hoyumaru.com/archives/153">赤信号の奇跡</a> is a post from: <a href="http://hoyumaru.com">恋愛心理学テストと気になるニュース♪</a></p>
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