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		<title>【NBA】NBAスターの意外な一面が見れる番組一覧。○○に囲まれるとバカになる超一流アスリート。/ウォリアーズ、スパーズ、ブレイザーズ、OKCサンダー、レイカーズ、ユタ・ジャズ、キャブス、クリッパーズ、サンズ、ステフィン・カリー、シャック</title>
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		<dc:creator><![CDATA[nanai]]></dc:creator>
		<pubDate>Sun, 06 Oct 2024 11:02:42 +0000</pubDate>
				<category><![CDATA[その他]]></category>
		<category><![CDATA[ステフィン・カリー]]></category>
		<guid isPermaLink="false">https://nbananai.com/?p=24465</guid>

					<description><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/image-7072-7-800x509.jpg" class="webfeedsFeaturedVisual" /></p>NBAスターの意外な一面が見れる番組一覧。○○に囲まれるとバカになる超一流アスリート。 とある詐欺事件の裁判にて、被告人が「男の人は性欲が絡むとバカになる」と述べた事がニュースになっていました。 何故かコレ↓を思い出しま [&#8230;]]]></description>
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<h2 class="wp-block-heading">NBAスターの意外な一面が見れる番組一覧。○○に囲まれるとバカになる超一流アスリート。</h2>



<p>とある詐欺事件の裁判にて、被告人が「男の人は性欲が絡むとバカになる」と述べた事がニュースになっていました。</p>



<p>何故かコレ↓を思い出しました。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="407" src="https://nbananai.com/wp-content/uploads/image-7072-800x407.jpg" alt="" class="wp-image-24474" srcset="https://nbananai.com/wp-content/uploads/image-7072-800x407.jpg 800w, https://nbananai.com/wp-content/uploads/image-7072-500x254.jpg 500w, https://nbananai.com/wp-content/uploads/image-7072-768x391.jpg 768w, https://nbananai.com/wp-content/uploads/image-7072.jpg 1176w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">子犬を威嚇するステフ。</figcaption></figure>



<p>上記画像はステフィン・カリーが<strong>The Puppy Interview</strong>に出演した際のモノ。<strong>The Puppy Interview</strong>というのは各界の有名人を呼んで<strong><span class="swl-fz u-fz-l">子犬と遊ばせながら</span></strong>インタビューする番組。<a href="https://www.youtube.com/watch?v=_1Su2tUDvfY&amp;list=PLlyKGB2y5v3ac_UCmQYpk17QwJOwAhglZ&amp;index=117&amp;t=390s" data-type="link" data-id="https://www.youtube.com/watch?v=_1Su2tUDvfY&amp;list=PLlyKGB2y5v3ac_UCmQYpk17QwJOwAhglZ&amp;index=117&amp;t=390s" target="_blank" rel="noreferrer noopener">リンク</a></p>



<p class="u-mb-ctrl u-mb-0">「人は可愛いものに囲まれるとバカになる」らしく、キアヌ・リーヴスもご覧の有様。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="441" src="https://nbananai.com/wp-content/uploads/image-7072-3-800x441.jpg" alt="" class="wp-image-24475" srcset="https://nbananai.com/wp-content/uploads/image-7072-3-800x441.jpg 800w, https://nbananai.com/wp-content/uploads/image-7072-3-500x276.jpg 500w, https://nbananai.com/wp-content/uploads/image-7072-3-768x423.jpg 768w, https://nbananai.com/wp-content/uploads/image-7072-3-1536x846.jpg 1536w, https://nbananai.com/wp-content/uploads/image-7072-3.jpg 1686w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption"><a href="https://www.youtube.com/watch?v=rOqUiXhECos&amp;t=23s" data-type="link" data-id="https://www.youtube.com/watch?v=rOqUiXhECos&amp;t=23s">リンク</a></figcaption></figure>



<p>「バカになる」は言い過ぎですけども、コート上でカッコいいNBAスター達が己をさらけ出している姿は、それだけで愛着が湧きます。</p>



<p>近年は海外のＴV・ネット番組や雑誌企画も手軽に見られますので、ヒマつぶしにはもってこいです。</p>



<p class="u-mb-ctrl u-mb-0">コチラ↓はステフィン・カリー家とクリス・ポール家がクイズ対決をした番組<strong>Celebrity Family Feud</strong>。<a href="https://www.youtube.com/watch?v=A4HABENqwX0" data-type="link" data-id="https://www.youtube.com/watch?v=A4HABENqwX0" target="_blank" rel="noreferrer noopener">リンク</a></p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="415" src="https://nbananai.com/wp-content/uploads/image-7072-4-800x415.jpg" alt="" class="wp-image-24476" srcset="https://nbananai.com/wp-content/uploads/image-7072-4-800x415.jpg 800w, https://nbananai.com/wp-content/uploads/image-7072-4-500x260.jpg 500w, https://nbananai.com/wp-content/uploads/image-7072-4-768x399.jpg 768w, https://nbananai.com/wp-content/uploads/image-7072-4.jpg 1175w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">クリス・ポールがウォリアーズに加入する前でしたが和気あいあい。</figcaption></figure>



<p class="u-mb-ctrl u-mb-0">激辛チキンを食べながらインタビューに答える<strong>Hot Ones</strong>。<a href="https://www.youtube.com/watch?v=nbxVfd1bw3s&amp;t=10s" data-type="link" data-id="https://www.youtube.com/watch?v=nbxVfd1bw3s&amp;t=10s" target="_blank" rel="noreferrer noopener">リンク</a></p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="411" src="https://nbananai.com/wp-content/uploads/image-7072-5-800x411.jpg" alt="" class="wp-image-24477" srcset="https://nbananai.com/wp-content/uploads/image-7072-5-800x411.jpg 800w, https://nbananai.com/wp-content/uploads/image-7072-5-500x257.jpg 500w, https://nbananai.com/wp-content/uploads/image-7072-5-768x395.jpg 768w, https://nbananai.com/wp-content/uploads/image-7072-5.jpg 1136w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">悶絶するステフ。これでもよく耐えてる方です。</figcaption></figure>







<figure class="wp-block-image size-large"><img decoding="async" width="800" height="647" src="https://nbananai.com/wp-content/uploads/image-7072-6-800x647.jpg" alt="" class="wp-image-24478" srcset="https://nbananai.com/wp-content/uploads/image-7072-6-800x647.jpg 800w, https://nbananai.com/wp-content/uploads/image-7072-6-500x404.jpg 500w, https://nbananai.com/wp-content/uploads/image-7072-6-768x621.jpg 768w, https://nbananai.com/wp-content/uploads/image-7072-6.jpg 1179w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">あまりの辛さに涙するシャック。<a href="https://www.youtube.com/watch?v=u8WIo52M65A" data-type="link" data-id="https://www.youtube.com/watch?v=u8WIo52M65A" target="_blank" rel="noreferrer noopener">リンク</a><br>KDも出演。<a href="https://www.youtube.com/watch?v=x8oQIiMfkPk" data-type="link" data-id="https://www.youtube.com/watch?v=x8oQIiMfkPk" target="_blank" rel="noreferrer noopener">リンク</a></figcaption></figure>



<p class="u-mb-ctrl u-mb-0">ウェブ検索でのサジェスト機能を用いるインタビュー<strong>Autocomplete Interview</strong>。<a href="https://www.youtube.com/watch?v=qU3GuO-2rk0" data-type="link" data-id="https://www.youtube.com/watch?v=qU3GuO-2rk0" target="_blank" rel="noreferrer noopener">リンク</a></p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="509" src="https://nbananai.com/wp-content/uploads/image-7072-7-800x509.jpg" alt="" class="wp-image-24479" srcset="https://nbananai.com/wp-content/uploads/image-7072-7-800x509.jpg 800w, https://nbananai.com/wp-content/uploads/image-7072-7-500x318.jpg 500w, https://nbananai.com/wp-content/uploads/image-7072-7-768x488.jpg 768w, https://nbananai.com/wp-content/uploads/image-7072-7.jpg 1024w" sizes="(max-width: 800px) 100vw, 800px" /></figure>







<p>ネット上での投稿や疑問に答える<strong>Actually Me</strong>。<a href="https://www.youtube.com/watch?v=OuOkS2tm89k" data-type="link" data-id="https://www.youtube.com/watch?v=OuOkS2tm89k" target="_blank" rel="noreferrer noopener">リンク</a></p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="331" src="https://nbananai.com/wp-content/uploads/image-7072-800x331.png" alt="" class="wp-image-24480" srcset="https://nbananai.com/wp-content/uploads/image-7072-800x331.png 800w, https://nbananai.com/wp-content/uploads/image-7072-500x207.png 500w, https://nbananai.com/wp-content/uploads/image-7072-768x318.png 768w, https://nbananai.com/wp-content/uploads/image-7072.png 1165w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">「ステフはポイントガードではなくシューティングガード」との投稿にリプライするステフ。他にもQuora、Redditなどの書き込みに返信。</figcaption></figure>



<p>とりあえず以上。</p>



<p>インタビュー自体は試合後に簡単に見られますけども、試合後のインタビューとはまた違った面白さがあります。</p>



<p>今回はステフの出演番組をまとめましたが、<a href="https://www.youtube.com/@GQsports/featured" data-type="link" data-id="https://www.youtube.com/@GQsports/featured">GQ Sports</a>の公式チャンネルでは幅広くNBA選手や他スポーツアスリートをゲストに呼んでますのでオススメです。</p>



<figure class="wp-block-image size-large is-resized"><img decoding="async" width="800" height="450" src="https://nbananai.com/wp-content/uploads/image-7089-800x450.jpg" alt="" class="wp-image-24481" style="width:852px;height:auto" srcset="https://nbananai.com/wp-content/uploads/image-7089-800x450.jpg 800w, https://nbananai.com/wp-content/uploads/image-7089-500x281.jpg 500w, https://nbananai.com/wp-content/uploads/image-7089-768x432.jpg 768w, https://nbananai.com/wp-content/uploads/image-7089-1536x864.jpg 1536w, https://nbananai.com/wp-content/uploads/image-7089.jpg 1920w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">ジェイレン・ウィリアムズの<strong>10 things can&#8217;t live without</strong>(コレなしでは生きられない10のモノ)。<a href="https://www.youtube.com/watch?v=5_C8FviNmsE" data-type="link" data-id="https://www.youtube.com/watch?v=5_C8FviNmsE">リンク</a></figcaption></figure>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="450" src="https://nbananai.com/wp-content/uploads/image-7089-1-800x450.jpg" alt="" class="wp-image-24482" srcset="https://nbananai.com/wp-content/uploads/image-7089-1-800x450.jpg 800w, https://nbananai.com/wp-content/uploads/image-7089-1-500x281.jpg 500w, https://nbananai.com/wp-content/uploads/image-7089-1-768x432.jpg 768w, https://nbananai.com/wp-content/uploads/image-7089-1.jpg 1280w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">スクート・ヘンダーソンの<strong>My First Million</strong>(初めて稼いだ100万ドルをどう使ったか)。<a href="https://www.youtube.com/watch?v=b17VfRldr3w" data-type="link" data-id="https://www.youtube.com/watch?v=b17VfRldr3w">リンク</a></figcaption></figure>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="450" src="https://nbananai.com/wp-content/uploads/image-7089-2-800x450.jpg" alt="" class="wp-image-24483" srcset="https://nbananai.com/wp-content/uploads/image-7089-2-800x450.jpg 800w, https://nbananai.com/wp-content/uploads/image-7089-2-500x281.jpg 500w, https://nbananai.com/wp-content/uploads/image-7089-2-768x432.jpg 768w, https://nbananai.com/wp-content/uploads/image-7089-2.jpg 1280w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">ジョーダン・クラークソンのタトゥー解説。<a href="https://www.youtube.com/watch?v=Y-lRNU1vDT4" data-type="link" data-id="https://www.youtube.com/watch?v=Y-lRNU1vDT4">リンク</a></figcaption></figure>



<p>今回はこの辺で。ではまた。</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">24465</post-id>	</item>
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		<title>【NBA】新旧シュートフォーム列伝と歴代&#038;2024ディープ3Pランキング他色々。/ブルズ、レイカーズ、ペイサーズ、ウォリアーズ、ソニックス、ヒート、バックス、セルティックス、ユタ・ジャズ、マブス、ステフィン・カリー、リラード、ハーデン、イングルス</title>
		<link>https://nbananai.com/20248nbashootingformstemjkobe1/</link>
					<comments>https://nbananai.com/20248nbashootingformstemjkobe1/#respond</comments>
		
		<dc:creator><![CDATA[nanai]]></dc:creator>
		<pubDate>Tue, 27 Aug 2024 21:49:04 +0000</pubDate>
				<category><![CDATA[その他]]></category>
		<category><![CDATA[選手]]></category>
		<category><![CDATA[ステフィン・カリー]]></category>
		<category><![CDATA[データで見る]]></category>
		<category><![CDATA[ボストン・セルティックス]]></category>
		<guid isPermaLink="false">https://nbananai.com/?p=24306</guid>

					<description><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/1-263-5.jpg" class="webfeedsFeaturedVisual" /></p>新旧シュートフォーム列伝と歴代&#38;2024ディープ3Pランキング他色々。 指導要領として基準となる「良いシュートフォーム」ですとか、通俗的な意味で「綺麗なシュートフォーム」といったものは存在します。 マイケル・ジョ [&#8230;]]]></description>
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<h2 class="wp-block-heading">新旧シュートフォーム列伝と歴代&amp;2024ディープ3Pランキング他色々。</h2>







<p>指導要領として基準となる「良いシュートフォーム」ですとか、通俗的な意味で「綺麗なシュートフォーム」といったものは存在します。</p>



<p>マイケル・ジョーダンやレイ・アレンのシュートフォームは多くのプレイヤーが手本とし憧れた事でしょう。</p>



<figure class="wp-block-image size-full is-resized"><img decoding="async" width="602" height="453" src="https://nbananai.com/wp-content/uploads/1-263-3.jpg" alt="" class="wp-image-24307" style="width:667px;height:auto" srcset="https://nbananai.com/wp-content/uploads/1-263-3.jpg 602w, https://nbananai.com/wp-content/uploads/1-263-3-500x376.jpg 500w" sizes="(max-width: 602px) 100vw, 602px" /></figure>



<figure class="wp-block-image size-full"><img decoding="async" width="678" height="526" src="https://nbananai.com/wp-content/uploads/image-7027.jpg" alt="" class="wp-image-24308" srcset="https://nbananai.com/wp-content/uploads/image-7027.jpg 678w, https://nbananai.com/wp-content/uploads/image-7027-500x388.jpg 500w" sizes="(max-width: 678px) 100vw, 678px" /><figcaption class="wp-element-caption">若手からベテラン時代まで綺麗なフォームを魅せ続けたレイ・アレン。</figcaption></figure>



<p>ただ、実際のシュートフォームは千差万別。体の作りや身体能力は人によって違います。各々が試行錯誤しながら何万何十万本のシュートを繰り返しフォームを固めていきます。シュートフォームはまさに「努力の結晶」です。綺麗に見えずとも%の高いシュートフォームを持つ選手は数多く存在します。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="533" src="https://nbananai.com/wp-content/uploads/1-4-11-800x533.jpg" alt="" class="wp-image-3913"/><figcaption class="wp-element-caption">肘が大きく開き、オフハンドは添えるだけどころか覆い被さっていて、リフトもほぼないジョー・イングルス。そんな安西先生アンチ(?)のイングルスさん、通算3P成功数1224本、キャリア3P％41.0%の超エリートシューター。</figcaption></figure>



<figure class="wp-block-image size-large"><img decoding="async" width="533" height="800" src="https://nbananai.com/wp-content/uploads/1-263-4-533x800.jpg" alt="" class="wp-image-24309" srcset="https://nbananai.com/wp-content/uploads/1-263-4-533x800.jpg 533w, https://nbananai.com/wp-content/uploads/1-263-4-333x500.jpg 333w, https://nbananai.com/wp-content/uploads/1-263-4.jpg 750w" sizes="(max-width: 533px) 100vw, 533px" /><figcaption class="wp-element-caption">リリース後に両手がクロスするくらい内側に寄るレジー・ミラー。言わずもがなのレジェンド3Pシューターで私のアイドルでもあります。</figcaption></figure>



<figure class="wp-block-image size-full is-resized"><img decoding="async" width="570" height="321" src="https://nbananai.com/wp-content/uploads/1-263-5.jpg" alt="" class="wp-image-24310" style="width:822px;height:auto" srcset="https://nbananai.com/wp-content/uploads/1-263-5.jpg 570w, https://nbananai.com/wp-content/uploads/1-263-5-500x282.jpg 500w" sizes="(max-width: 570px) 100vw, 570px" /><figcaption class="wp-element-caption">ワンモーションで肘の位置が低くベント(曲がり)の深い歴代No.1シューター、ステフィン・カリー。最早オーソドックスに近いでしょうか。</figcaption></figure>



<p>同じ選手でもTPO(時・場所・状況)によってシュートフォームを使い分ける事が求められます。</p>



<p>近年印象的なのは所謂“no dip no bent”。腰の位置にボールを一旦つける動作がなく、肘の曲がりが浅いシュートフォームです。</p>



<p>以前からショットクロックのない状況下などで稀に見られるフォームで、今も頻繁に見られるわけではありませんが、現代の選手の中には常日頃から練習しているであろう選手が多く見受けられます。サム・ハウザー、ニコラ・バトゥーム、ラウリ・マルッカネン、パット・カナトンがお上手な印象です。</p>



<figure class="wp-block-embed is-type-rich is-provider-twitter wp-block-embed-twitter"><div class="wp-block-embed__wrapper">
<blockquote class="twitter-tweet" data-width="500" data-dnt="true"><p lang="fr" dir="ltr">Après &quot;Sam Hauser fait des pump fakes&quot;, on pourrait bientôt avoir &quot;Sam Hauser tire sans dip&quot;.<a href="https://t.co/NQUV35k4Xs">pic.twitter.com/NQUV35k4Xs</a></p>&mdash; celticsfr (@celticsfr) <a href="https://twitter.com/celticsfr/status/1724200691281924523?ref_src=twsrc%5Etfw">November 13, 2023</a></blockquote><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
</div></figure>



<figure class="wp-block-embed is-type-rich is-provider-twitter wp-block-embed-twitter"><div class="wp-block-embed__wrapper">
<blockquote class="twitter-tweet" data-width="500" data-dnt="true"><p lang="en" dir="ltr">The Sam Hauser no dip three.<br><br>A thing of beauty and such a quick release. This is going to be practiced more and more by players in the future. <a href="https://t.co/3f2MXtZNY2">pic.twitter.com/3f2MXtZNY2</a></p>&mdash; Hoop Informatics (@HoopInformatics) <a href="https://twitter.com/HoopInformatics/status/1798885864149250197?ref_src=twsrc%5Etfw">June 7, 2024</a></blockquote><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
</div></figure>



<figure class="wp-block-embed is-type-rich is-provider-twitter wp-block-embed-twitter"><div class="wp-block-embed__wrapper">
<blockquote class="twitter-tweet" data-width="500" data-dnt="true"><p lang="fr" dir="ltr">La rapidité de shoot de Nico Batum…<br><br>C’est fascinant, la vitesse à laquelle ça part c’est le catch and shoot 3.0. <a href="https://t.co/0gxFuezJBJ">pic.twitter.com/0gxFuezJBJ</a></p>&mdash; TrashTalk (@TrashTalk_fr) <a href="https://twitter.com/TrashTalk_fr/status/1799335224612176310?ref_src=twsrc%5Etfw">June 8, 2024</a></blockquote><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
</div></figure>



<figure class="wp-block-embed is-type-rich is-provider-twitter wp-block-embed-twitter"><div class="wp-block-embed__wrapper">
<blockquote class="twitter-tweet" data-width="500" data-dnt="true"><p lang="en" dir="ltr">It’s no secret that a lot of baseball players love to dip, but former Notre Dame star pitcher and Orioles fourth-round draft pick Pat Connaughton certainly isn’t one of them. <a href="https://t.co/jbYnvSbdvO">pic.twitter.com/jbYnvSbdvO</a></p>&mdash; Brett Usher (@UsherNBA) <a href="https://twitter.com/UsherNBA/status/1600699665292595201?ref_src=twsrc%5Etfw">December 8, 2022</a></blockquote><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
</div></figure>



<p>シュートフォームとはまた違いますが、放つシュートのアーチも千差万別。背の低いフレッド・バンブリートが時折見せるムーンボール(最高到達点の高いシュート)は理に適っていて見応えもありますが、</p>



<figure class="wp-block-embed is-type-rich is-provider-twitter wp-block-embed-twitter"><div class="wp-block-embed__wrapper">
<blockquote class="twitter-tweet" data-width="500" data-dnt="true"><p lang="nl" dir="ltr">M O O N B A L L from Fred VanVleet! <a href="https://t.co/gLJOXSXyO7">pic.twitter.com/gLJOXSXyO7</a></p>&mdash; Jackson Gatlin (@JTGatlin) <a href="https://twitter.com/JTGatlin/status/1725731808858300878?ref_src=twsrc%5Etfw">November 18, 2023</a></blockquote><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
</div></figure>



<p>カワイ・レナードやクリスタプス・ポルジンギスの比較的フラットなアーチも愛おしく、高い%を記録しています。</p>



<p>こういった選手たちのシュートフォームやアーチは数値化が難しく、私の知る限りまとまった形でアーカイブ化もされておりませぬ。</p>



<p>不可能な気もしますが、過去そう思えたモノが近年は数値化されています。正確とは言えないまでも、試行錯誤され日々進歩しております。</p>



<p>MLBですと投手のボールの軌道はしっかり数値化されてますしね。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="525" src="https://nbananai.com/wp-content/uploads/image-7027-800x525.png" alt="" class="wp-image-24316" srcset="https://nbananai.com/wp-content/uploads/image-7027-800x525.png 800w, https://nbananai.com/wp-content/uploads/image-7027-500x328.png 500w, https://nbananai.com/wp-content/uploads/image-7027-768x504.png 768w, https://nbananai.com/wp-content/uploads/image-7027.png 1058w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">タイラー・グラスノーのボールの軌道を球種毎に数値化・グラフ化したもの。赤がフォーシーム、オレンジがシンカー、水色がカーブ、黄色がスライダーといった感じでリーグ平均も記録されています。</figcaption></figure>



<p>とにかく誰か早よ。</p>



<p>最後に、シュートフォームの話題ではお決まりの画像を。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="511" height="800" src="https://nbananai.com/wp-content/uploads/1-24-1-511x800.jpg" alt="" class="wp-image-5815"/><figcaption class="wp-element-caption">マイケル・キッド ギルクリスト。</figcaption></figure>



<p>今回はこの辺で。ではまた。</p>



<p>おまけ。</p>



<p class="u-mb-ctrl u-mb-0">歴代ディープ3P(27feet以上)成功数ランキング。2024/8月時点。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="636" height="763" src="https://nbananai.com/wp-content/uploads/image-7028.png" alt="" class="wp-image-24317" srcset="https://nbananai.com/wp-content/uploads/image-7028.png 636w, https://nbananai.com/wp-content/uploads/image-7028-417x500.png 417w" sizes="(max-width: 636px) 100vw, 636px" /></figure>



<p>40%超えはおりませぬ。やっぱムズイ。</p>



<p class="u-mb-ctrl u-mb-0">昨季2024ディープ3P(27feet以上)成功数ランキング。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="608" height="762" src="https://nbananai.com/wp-content/uploads/image-7029.png" alt="" class="wp-image-24318" srcset="https://nbananai.com/wp-content/uploads/image-7029.png 608w, https://nbananai.com/wp-content/uploads/image-7029-399x500.png 399w" sizes="(max-width: 608px) 100vw, 608px" /></figure>



<p>ジョーダン・プールもトレイ・ヤングもド派手なディープ3Pハイライトを持ってますけども昨季は30%未満。決まった時は本人も観衆も脳汁ドバドバですが、やっぱリスキー。</p>
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		<title>【NBA】2024NBA、３Ｐシューター5選。各分野でのTOPシューターたち。3PAr・3P成功数ランキング他。/ウォリアーズ、サンズ、セルティックス、ウルブズ、マブス</title>
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		<dc:creator><![CDATA[nanai]]></dc:creator>
		<pubDate>Thu, 20 Jun 2024 21:53:54 +0000</pubDate>
				<category><![CDATA[その他]]></category>
		<category><![CDATA[選手]]></category>
		<category><![CDATA[グレイソン・アレン]]></category>
		<category><![CDATA[サム・ハウザー]]></category>
		<category><![CDATA[ステフィン・カリー]]></category>
		<category><![CDATA[データで見る]]></category>
		<category><![CDATA[マイク・コンリー]]></category>
		<category><![CDATA[ルカ・ドンチッチ]]></category>
		<guid isPermaLink="false">https://nbananai.com/?p=23734</guid>

					<description><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/1-255.png" class="webfeedsFeaturedVisual" /></p>2024NBA、３Ｐシューター5選。各分野でのTOPシューターたち。3PAr・3P成功数ランキング他。 タイトルでは「3Pシューター5選」などと宣ってますが、ぶっちゃけ執筆時点では決めてません。今から調べながら決めようか [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/1-255.png" class="webfeedsFeaturedVisual" /></p>
<h2 class="wp-block-heading">2024NBA、３Ｐシューター5選。各分野でのTOPシューターたち。3PAr・3P成功数ランキング他。</h2>



<p>タイトルでは「3Pシューター5選」などと宣ってますが、ぶっちゃけ執筆時点では決めてません。今から調べながら決めようかと。</p>



<p class="u-mb-ctrl u-mb-0">とりあえず2024レギュラーシーズン、3P％ランキング。PPG/各種%他併記。3P成功数82以上選手対象。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="794" height="765" src="https://nbananai.com/wp-content/uploads/image-6727.png" alt="" class="wp-image-23719" srcset="https://nbananai.com/wp-content/uploads/image-6727.png 794w, https://nbananai.com/wp-content/uploads/image-6727-500x482.png 500w, https://nbananai.com/wp-content/uploads/image-6727-768x740.png 768w" sizes="(max-width: 794px) 100vw, 794px" /></figure>



<p>2024NBA3P%１位<strong><span class="swl-fz u-fz-l">グレイソン・アレン</span></strong>。</p>



<p>成功数も205本と申し分なし。</p>



<p class="u-mb-ctrl u-mb-0">2024レギュラーシーズン、トゥルーシューティングチャート(FTを得た位置含むショットチャート)。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="435" src="https://nbananai.com/wp-content/uploads/image-6734-800x435.png" alt="" class="wp-image-23737" srcset="https://nbananai.com/wp-content/uploads/image-6734-800x435.png 800w, https://nbananai.com/wp-content/uploads/image-6734-500x272.png 500w, https://nbananai.com/wp-content/uploads/image-6734-768x418.png 768w, https://nbananai.com/wp-content/uploads/image-6734.png 1300w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">赤が濃いほどリーグ平均よりも効率的。青が濃いほど非効率。<br>グレイソン・アレンは右コーナー以外は超高効率。</figcaption></figure>



<p>キャッチ&amp;シュート3Pが主ではありますがプルアッップ3Pも49.2%と高確率。</p>



<p class="u-mb-ctrl u-mb-0">キャッチ&amp;シュート、プルアップ毎の各%。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="235" src="https://nbananai.com/wp-content/uploads/image-6735-800x235.png" alt="" class="wp-image-23738" srcset="https://nbananai.com/wp-content/uploads/image-6735-800x235.png 800w, https://nbananai.com/wp-content/uploads/image-6735-500x147.png 500w, https://nbananai.com/wp-content/uploads/image-6735-768x226.png 768w, https://nbananai.com/wp-content/uploads/image-6735.png 1202w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">ディフェンダーとの距離毎の各%。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="143" src="https://nbananai.com/wp-content/uploads/image-6740-800x143.png" alt="" class="wp-image-23743" srcset="https://nbananai.com/wp-content/uploads/image-6740-800x143.png 800w, https://nbananai.com/wp-content/uploads/image-6740-500x89.png 500w, https://nbananai.com/wp-content/uploads/image-6740-768x137.png 768w, https://nbananai.com/wp-content/uploads/image-6740.png 1184w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>次</p>



<p class="u-mb-ctrl u-mb-0">2024レギュラーシーズン、3P成功数ランキング。3P%/平均試投数/3PAr他併記。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="598" height="762" src="https://nbananai.com/wp-content/uploads/image-6749.png" alt="" class="wp-image-23752" srcset="https://nbananai.com/wp-content/uploads/image-6749.png 598w, https://nbananai.com/wp-content/uploads/image-6749-392x500.png 392w" sizes="(max-width: 598px) 100vw, 598px" /></figure>



<p>2024NBA3P成功数1位<strong><span class="swl-fz u-fz-l">ステフィン・カリー</span></strong>。</p>



<p class="u-mb-ctrl u-mb-0">2024レギュラーシーズン、トゥルーシューティングチャート。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="426" src="https://nbananai.com/wp-content/uploads/image-6737-800x426.png" alt="" class="wp-image-23740" srcset="https://nbananai.com/wp-content/uploads/image-6737-800x426.png 800w, https://nbananai.com/wp-content/uploads/image-6737-500x266.png 500w, https://nbananai.com/wp-content/uploads/image-6737-768x409.png 768w, https://nbananai.com/wp-content/uploads/image-6737.png 1316w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">キャッチ&amp;シュート、プルアップ毎の各%。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="800" height="228" src="https://nbananai.com/wp-content/uploads/image-6741.png" alt="画像に alt 属性が指定されていません。ファイル名: image-6738-800x228.png" class="wp-image-23744" srcset="https://nbananai.com/wp-content/uploads/image-6741.png 800w, https://nbananai.com/wp-content/uploads/image-6741-500x143.png 500w, https://nbananai.com/wp-content/uploads/image-6741-768x219.png 768w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">ディフェンダーとの距離毎の各%。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="141" src="https://nbananai.com/wp-content/uploads/image-6739-800x141.png" alt="" class="wp-image-23742" srcset="https://nbananai.com/wp-content/uploads/image-6739-800x141.png 800w, https://nbananai.com/wp-content/uploads/image-6739-500x88.png 500w, https://nbananai.com/wp-content/uploads/image-6739-768x135.png 768w, https://nbananai.com/wp-content/uploads/image-6739.png 1185w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>今季の3P40.8%はキャリア３番目の低さではありますけども、それでもタフ3Pメイキングやオフボールでの影響力を含めてリーグNo.1シューターでしょう。</p>



<p>次</p>



<p>No.1ステップバック3Pシューター、<strong><span class="swl-fz u-fz-l">ルカ・ドンチッチ。</span></strong></p>



<p class="u-mb-ctrl u-mb-0">2024レギュラーシーズン、トゥルーシューティングチャート。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="435" src="https://nbananai.com/wp-content/uploads/image-6742-800x435.png" alt="" class="wp-image-23745" srcset="https://nbananai.com/wp-content/uploads/image-6742-800x435.png 800w, https://nbananai.com/wp-content/uploads/image-6742-500x272.png 500w, https://nbananai.com/wp-content/uploads/image-6742-768x418.png 768w, https://nbananai.com/wp-content/uploads/image-6742.png 1310w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">キャッチ&amp;シュート、プルアップ毎の各%。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="226" src="https://nbananai.com/wp-content/uploads/image-6743-800x226.png" alt="" class="wp-image-23746" srcset="https://nbananai.com/wp-content/uploads/image-6743-800x226.png 800w, https://nbananai.com/wp-content/uploads/image-6743-500x141.png 500w, https://nbananai.com/wp-content/uploads/image-6743-768x217.png 768w, https://nbananai.com/wp-content/uploads/image-6743.png 1188w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">ディフェンダーとの距離毎の各%。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="140" src="https://nbananai.com/wp-content/uploads/image-6744-800x140.png" alt="" class="wp-image-23747" srcset="https://nbananai.com/wp-content/uploads/image-6744-800x140.png 800w, https://nbananai.com/wp-content/uploads/image-6744-500x88.png 500w, https://nbananai.com/wp-content/uploads/image-6744-768x135.png 768w, https://nbananai.com/wp-content/uploads/image-6744.png 1187w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>3P%だけで見ると38.3%とリーグ平均の36.6%よりも若干高い程度。しかし、ドンチッチのステップバック3Pは現NBAで最もブロックの難しいシュートかつ、ほぼ全てセルフクリエイトされたもの。どんだけベッタリつこうがドリブルとステップバックで無理矢理オープンスペースを作ります。</p>



<p><strong><span class="swl-fz u-fz-l">要は止められません。祈りましょう。</span></strong></p>



<p class="u-mb-ctrl u-mb-0">ドンチッチのステップバックFG%。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="736" height="51" src="https://nbananai.com/wp-content/uploads/image-6745.png" alt="" class="wp-image-23748" srcset="https://nbananai.com/wp-content/uploads/image-6745.png 736w, https://nbananai.com/wp-content/uploads/image-6745-500x35.png 500w" sizes="(max-width: 736px) 100vw, 736px" /><figcaption class="wp-element-caption">左側はFG全体。右は3P。</figcaption></figure>



<p>次</p>



<p>ハイピック3Pマスター、<strong><span class="swl-fz u-fz-l">マイク・コンリー</span></strong>。</p>



<p class="u-mb-ctrl u-mb-0">2024レギュラーシーズン、トゥルーシューティングチャート。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="435" src="https://nbananai.com/wp-content/uploads/image-6746-800x435.png" alt="" class="wp-image-23749" srcset="https://nbananai.com/wp-content/uploads/image-6746-800x435.png 800w, https://nbananai.com/wp-content/uploads/image-6746-500x272.png 500w, https://nbananai.com/wp-content/uploads/image-6746-768x418.png 768w, https://nbananai.com/wp-content/uploads/image-6746.png 1296w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">キャッチ&amp;シュート、プルアップ毎の各%。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="210" src="https://nbananai.com/wp-content/uploads/image-6747-800x210.png" alt="" class="wp-image-23750" srcset="https://nbananai.com/wp-content/uploads/image-6747-800x210.png 800w, https://nbananai.com/wp-content/uploads/image-6747-500x131.png 500w, https://nbananai.com/wp-content/uploads/image-6747-768x202.png 768w, https://nbananai.com/wp-content/uploads/image-6747.png 1188w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">ディフェンダーとの距離毎の各%。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="152" src="https://nbananai.com/wp-content/uploads/image-6748-800x152.png" alt="" class="wp-image-23751" srcset="https://nbananai.com/wp-content/uploads/image-6748-800x152.png 800w, https://nbananai.com/wp-content/uploads/image-6748-500x95.png 500w, https://nbananai.com/wp-content/uploads/image-6748-768x146.png 768w, https://nbananai.com/wp-content/uploads/image-6748.png 1186w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>ジャズで一緒だったころからゴベアのピックを活かすのが非常にお上手。相手がアンダーを選べば、すかさずプルアップ3P、オーバーでタイトにつけばドライブ＆キックで3Pをアシスト。自身の3P44.2%は勿論、プレイメイキングでもウルブズのリーグ3位の3P38.7%に貢献。キャッチ&amp;シュート3Pもほぼプルアップと同数で42.6%とオールマイティ。</p>



<p>次</p>



<p>The3Pシューター、<strong><span class="swl-fz u-fz-l">サム・ハウザー。</span></strong></p>



<p class="u-mb-ctrl u-mb-0">2024レギュラーシーズン、トゥルーシューティングチャート。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="436" src="https://nbananai.com/wp-content/uploads/image-6751-800x436.png" alt="" class="wp-image-23757" srcset="https://nbananai.com/wp-content/uploads/image-6751-800x436.png 800w, https://nbananai.com/wp-content/uploads/image-6751-500x272.png 500w, https://nbananai.com/wp-content/uploads/image-6751-768x418.png 768w, https://nbananai.com/wp-content/uploads/image-6751.png 1291w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">キャッチ&amp;シュート、プルアップ毎の各%。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="231" src="https://nbananai.com/wp-content/uploads/image-6752-800x231.png" alt="" class="wp-image-23758" srcset="https://nbananai.com/wp-content/uploads/image-6752-800x231.png 800w, https://nbananai.com/wp-content/uploads/image-6752-500x144.png 500w, https://nbananai.com/wp-content/uploads/image-6752-768x222.png 768w, https://nbananai.com/wp-content/uploads/image-6752.png 1189w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">ディフェンダーとの距離毎の各%。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="148" src="https://nbananai.com/wp-content/uploads/image-6753-800x148.png" alt="" class="wp-image-23759" srcset="https://nbananai.com/wp-content/uploads/image-6753-800x148.png 800w, https://nbananai.com/wp-content/uploads/image-6753-500x92.png 500w, https://nbananai.com/wp-content/uploads/image-6753-768x142.png 768w, https://nbananai.com/wp-content/uploads/image-6753.png 1179w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>3Pシューターも多様化していますが、私にとってサム・ハウザーは「3Pシューターらしい3Pシューター」な印象です。物静かなコート上での佇まい、躊躇わずに打つ姿勢は正に「スナイパー」という言葉が似合います。(ベンチでは割とハシャいでます)<br>3PAr(全FGA中の3PA割合)は83.3%、平均3P成功数2本以上の選手中2位。ワンショットワンキル。</p>



<p class="u-mb-ctrl u-mb-0">2024レギュラーシーズン、3PArランキング。平均3P成功数2本以上選手対象。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="503" height="764" src="https://nbananai.com/wp-content/uploads/image-6754.png" alt="" class="wp-image-23760" srcset="https://nbananai.com/wp-content/uploads/image-6754.png 503w, https://nbananai.com/wp-content/uploads/image-6754-329x500.png 329w" sizes="(max-width: 503px) 100vw, 503px" /></figure>



<p>以上。</p>



<p>というわけで</p>



<p>当ブログが選んだ3Pシューター5選は<strong>グレイソン・アレン、ステフィン・カリー、ルカ・ドンチッチ、マイク・コンリー、サム・ハウザー</strong>です(順不同)。</p>



<p>・・・・・・どう考えても5選じゃ足りない。他の3Pシューターはまた近い内に。</p>



<p>待ってる間はこのイケメンシューター↓を見ていてください。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="534" height="800" src="https://nbananai.com/wp-content/uploads/image-6755-534x800.jpg" alt="" class="wp-image-23763" srcset="https://nbananai.com/wp-content/uploads/image-6755-534x800.jpg 534w, https://nbananai.com/wp-content/uploads/image-6755-333x500.jpg 333w, https://nbananai.com/wp-content/uploads/image-6755.jpg 683w" sizes="(max-width: 534px) 100vw, 534px" /><figcaption class="wp-element-caption">ドンチッチはこーいう写真含め見るたび印象変わります。</figcaption></figure>



<p>今回はこの辺で。ではまた。</p>
]]></content:encoded>
					
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		<title>【NBA】NBA歴代&#038;現役対象±ランキングとNBAファイナルでの±ランキングと±系スタッツの留意点その他色々。/セルティックス、マブス、レイカーズ、スパーズ、ウォリアーズ、ナゲッツ、ステフィン・カリー、ヨキッチ、レブロン</title>
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		<dc:creator><![CDATA[nanai]]></dc:creator>
		<pubDate>Sun, 16 Jun 2024 03:24:36 +0000</pubDate>
				<category><![CDATA[その他]]></category>
		<category><![CDATA[チーム]]></category>
		<category><![CDATA[選手]]></category>
		<category><![CDATA[ゴールデンステイト・ウォリアーズ]]></category>
		<category><![CDATA[サンアントニオ・スパーズ]]></category>
		<category><![CDATA[ステフィン・カリー]]></category>
		<category><![CDATA[データで見る]]></category>
		<category><![CDATA[ニコラ・ヨキッチ]]></category>
		<category><![CDATA[ボストン・セルティックス]]></category>
		<category><![CDATA[ロサンゼルス・レイカーズ]]></category>
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					<description><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/image-862-800x423.png" class="webfeedsFeaturedVisual" /></p>NBA歴代&#38;現役対象±ランキングとNBAファイナルでの±ランキングと±系スタッツの留意点その他色々。 現代は我々一般人でも詳細なスタッツ・データへのアクセスが容易になりました。 需要が高まるとともに供給も増えまし [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/image-862-800x423.png" class="webfeedsFeaturedVisual" /></p>
<h2 class="wp-block-heading">NBA歴代&amp;現役対象±ランキングとNBAファイナルでの±ランキングと±系スタッツの留意点その他色々。</h2>



<p>現代は我々一般人でも詳細なスタッツ・データへのアクセスが容易になりました。</p>



<p>需要が高まるとともに供給も増えまして、<a href="https://synergysports.com/" data-type="link" data-id="https://synergysports.com/">Synergy Sports</a>といったプロを対象にしたデータサイトにもお金さえ払えばアクセス可能です。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="423" src="https://nbananai.com/wp-content/uploads/image-862-800x423.png" alt="" class="wp-image-6297" srcset="https://nbananai.com/wp-content/uploads/image-862-800x423.png 800w, https://nbananai.com/wp-content/uploads/image-862-500x264.png 500w, https://nbananai.com/wp-content/uploads/image-862-768x406.png 768w, https://nbananai.com/wp-content/uploads/image-862-1536x812.png 1536w, https://nbananai.com/wp-content/uploads/image-862.png 1570w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">ただ月額40ドルと流石にお高い。そのお値段分詳細なデータが揃っています。Play by Playも↑の通り細っかい。</figcaption></figure>



<p>NBA公式も一部スタッツの計測は<a href="https://www.secondspectrum.com/index.html" data-type="link" data-id="https://www.secondspectrum.com/index.html">Second Spectrum</a>という外部のデータ分析組織を頼りにしています。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="309" height="184" src="https://nbananai.com/wp-content/uploads/image-6704.png" alt="" class="wp-image-23684"/></figure>



<figure class="wp-block-image size-full"><img decoding="async" width="324" height="240" src="https://nbananai.com/wp-content/uploads/image-6705.png" alt="" class="wp-image-23685"/><figcaption class="wp-element-caption"><a href="https://www.secondspectrum.com/index.html" data-type="link" data-id="https://www.secondspectrum.com/index.html">Second Spectrum</a>が提携しているリーグやメディア団体。</figcaption></figure>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="459" src="https://nbananai.com/wp-content/uploads/1-254-800x459.png" alt="" class="wp-image-23686" srcset="https://nbananai.com/wp-content/uploads/1-254-800x459.png 800w, https://nbananai.com/wp-content/uploads/1-254-500x287.png 500w, https://nbananai.com/wp-content/uploads/1-254-768x441.png 768w, https://nbananai.com/wp-content/uploads/1-254.png 1219w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption"><a href="https://www.nba.com/stats/team/1610612743/onoffcourt-scoring?dir=D&amp;sort=MIN" data-type="link" data-id="https://www.nba.com/stats/team/1610612743/onoffcourt-scoring?dir=D&amp;sort=MIN">NBA.com/stats</a>にあるトラッキングデータは大体<a href="https://www.secondspectrum.com/index.html" data-type="link" data-id="https://www.secondspectrum.com/index.html">Second Spectrum</a>から提供されています。なので更新されるまで微妙に時間がかかって若干もどかしかったりします。逆に試合結果やトラディショナルスタッツなど自前で計測しているデータの更新は早すぎて、迂闊に覗くと後で観るつもりだった試合のネタバレを食らいます。</figcaption></figure>



<p><a href="https://nbananai.com/category/nbasite/" data-type="link" data-id="https://nbananai.com/category/nbasite/">私が利用しているNBA関連サイト一覧</a></p>



<p>しかし私にとってはありがたい時代ですけども、選手にとっては些か“やりづらい”時代なのかもしれません。</p>



<p>過去のデータへのアクセスも容易になった事で、一種のデジタル・タトゥーと言いますか、過去の不出来や不名誉なデータも頻繁に持ち出されます。他ならぬ当ブログ含め。</p>



<p>で、昨日2024/6/15の衝撃的な試合結果↓を受けて、また色々と不名誉な記録が取り沙汰されております。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="233" src="https://nbananai.com/wp-content/uploads/image-6691-800x233.png" alt="" class="wp-image-23663" srcset="https://nbananai.com/wp-content/uploads/image-6691-800x233.png 800w, https://nbananai.com/wp-content/uploads/image-6691-500x145.png 500w, https://nbananai.com/wp-content/uploads/image-6691-768x223.png 768w, https://nbananai.com/wp-content/uploads/image-6691.png 829w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<figure class="wp-block-image size-full"><img decoding="async" width="530" height="727" src="https://nbananai.com/wp-content/uploads/image-6706.jpg" alt="" class="wp-image-23687" srcset="https://nbananai.com/wp-content/uploads/image-6706.jpg 530w, https://nbananai.com/wp-content/uploads/image-6706-365x500.jpg 365w" sizes="(max-width: 530px) 100vw, 530px" /><figcaption class="wp-element-caption">ジェイソン・テイタムは史上唯一、NBAファイナルで複数回－30以下の±を記録した選手に。(1回目は2022ファイナル第2戦)</figcaption></figure>



<p>とんでもねー大差の試合だったので、±(プラスマイナス)系のスタッツは大きく変動しました。サンプルサイズが少ないと各種レーティングなど平均スタッツは1試合の影響がデカくなります。シリーズ全体では3勝1敗とセルティックスが明らかに優勢でも、±や各種レーティングではマーベリックスが優勢に見える事態となりました。</p>



<figure class="wp-block-image size-full is-resized"><img decoding="async" width="537" height="136" src="https://nbananai.com/wp-content/uploads/image-6706.png" alt="" class="wp-image-23688" style="width:715px;height:auto" srcset="https://nbananai.com/wp-content/uploads/image-6706.png 537w, https://nbananai.com/wp-content/uploads/image-6706-500x127.png 500w" sizes="(max-width: 537px) 100vw, 537px" /><figcaption class="wp-element-caption">NetRtgはマーベリックスが上回っています。ファイナルでの選手個人の±も、多くのマーベリックス選手が＋になりました。</figcaption></figure>



<p>単一の試合での±や小さいサンプルサイズでのレーティングが選手・チーム評価にはまるっきり向いていない事の良い例です。(マーベリックスの勝利に水を差すようで申しわけない)</p>



<p>まず単一の試合の±が選手の評価に向いていない理由の一つは「チームメイト等その選手の活躍以外の影響を大いに受ける」からです。</p>



<p>チームメイトが大活躍してA選手が足を引っ張っても、リードを奪えばA選手の±は＋になります。その逆もあります。A選手の活躍がそのまま±に反映される事だって勿論あります。様々なケースがありますので、結局は単一の試合で±を頼りに選手を評価するのは誤解の元です。アイテストや他スタッツを頼りにした方が余程無難です。</p>



<p>単一の試合で±が持ち出されるのは「けど±ではプラスだった」といった感じで“不出来だった選手へのフォロー”が多い印象ですが、私は「±はプラスだった。じゃあこの選手は良かったんだ」とはなりませんし、そういう風に考えを覆す方は多くないと思います。</p>



<p>「なら、そもそも±って何の役に立つの？」って話ですけど、私がある程度参考にするのは、長いスパンかつ大きなサンプルサイズでチームのシステムの根幹を成すような中心選手のトータル±です。</p>



<p>何故か。</p>



<p>まず前提として、スタッツやデータ(特に平均)は長いスパンかつ大きなサンプルサイズであるほど信用性が高まります(絶対ではないですし色々ややこしいんですけど省略)。</p>



<p>で、中心選手の長いスパンかつ大きなサンプルサイズの±は「その選手中心のシステムが上手くいっているか(チームに明確なリードを与えているか)を表している」と捉えられます。「その中心選手の影響力がどれくらいプラスに働いているか」と捉えられます。</p>







<p>ただし、長いスパンかつ大きなサンプルサイズでも「チームメイト等その選手の活躍以外の影響を大いに受ける」事は変わりません。なので、その中心選手以外のチームメイトの過去現在の±他各種データやロスターの変遷等も併せて調べる事が必要になります。</p>



<p>で、そうやって調べていくと、過去の偉大な選手たちは大抵±やオンコートNetRtg(言い換えると100ポゼッショあたりでの±です)、オンオフNetRtgで非常に優秀な数値を<strong><span class="swl-fz u-fz-l">長期間にわたって</span></strong>残している事がわかります。</p>



<p>ここでミソなのは<strong><span class="swl-fz u-fz-l">長期間にわたって</span></strong>の部分。</p>



<p>ステフィン・カリーは長期間にわたり±やオンコートNetRtgやオンオフNetRtgで極めて高い数値を記録していました。</p>



<p class="u-mb-ctrl u-mb-0">歴代レギュラーシーズン通算±ランキング。以下全て2024/6/16時点。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="552" height="764" src="https://nbananai.com/wp-content/uploads/image-6707.png" alt="" class="wp-image-23689" srcset="https://nbananai.com/wp-content/uploads/image-6707.png 552w, https://nbananai.com/wp-content/uploads/image-6707-361x500.png 361w" sizes="(max-width: 552px) 100vw, 552px" /></figure>



<p class="u-mb-ctrl u-mb-0">ステフのこれまでのオンコート&amp;オンオフNetRtg。</p>



<figure class="wp-block-image size-full u-mb-ctrl u-mb-0"><img decoding="async" width="391" height="706" src="https://nbananai.com/wp-content/uploads/image-6709.png" alt="" class="wp-image-23691" srcset="https://nbananai.com/wp-content/uploads/image-6709.png 391w, https://nbananai.com/wp-content/uploads/image-6709-277x500.png 277w" sizes="(max-width: 391px) 100vw, 391px" /></figure>



<figure class="wp-block-image size-full"><img decoding="async" width="383" height="377" src="https://nbananai.com/wp-content/uploads/image-6710.png" alt="" class="wp-image-23692"/></figure>



<p>優勝する前からステフは超優秀な数値を残しています。</p>



<p>ただ2020シーズンだけを見ると超マイナス。というのも、開幕早々に手首を骨折して5試合しか出場していません。</p>



<p>なので、「2020シーズンは手首の怪我もあって良い影響を残せなかった」とは捉えられても、2020シーズンだけを見て「ステフの影響力は実は大したことない」とは言えません。</p>



<p>長いので省きますけど、レブロンや近年ではヨキッチも似たようなもんです。一時的に落ち込む事はあってもレブロンはチーㇺメイトを変えてもほぼ常に高い数値を記録してきました(最近は下降気味)。ヨキッチもジャマール・マレーやMPJ不在の年ですら高い数値を記録していました。</p>



<p>今のセルティックスの選手たちも同じです。昨日の試合でファイナルでのトータル±や各種レーティング他平均スタッツは大きく落ち込みましたが「2024NBAファイナル第4戦でのセルティックスの選手たちは酷い出来だった」とは言えても「NBAファイナルでのセルティックスは酷かった」とは言えません。(あくまでこれまでの話です。まだわかりませんので)</p>



<p>見方を変えるとステフやレブロンやヨキッチのチームメイトとなったロールプレイヤー(出場時間を多く共にするようになった選手)は途端に±やオンコートNetRtgが高くなったりします。</p>







<p class="u-mb-ctrl u-mb-0">KCPのこれまでのオンコート&amp;オンオフNetRtg。</p>



<figure class="wp-block-image size-full is-resized"><img decoding="async" width="349" height="699" src="https://nbananai.com/wp-content/uploads/image-6711.png" alt="" class="wp-image-23693" style="width:340px;height:auto" srcset="https://nbananai.com/wp-content/uploads/image-6711.png 349w, https://nbananai.com/wp-content/uploads/image-6711-250x500.png 250w" sizes="(max-width: 349px) 100vw, 349px" /><figcaption class="wp-element-caption">念を押しますが「実はKCPは大したことない」って事が言いたいんじゃないです。「ロールプレイヤーの±や各種レーティングにはより注意が必要」って事です。</figcaption></figure>



<p>なので私は中心選手以外の±は然程気にしません。“中心選手との相性の良さ”を推し量るのにある程度有用だとは思います。</p>



<p>スタッツもロールプレイヤーも適材適所です。±も使い方次第です。</p>



<p>最後に、くどいようですが何度でも言います。</p>



<p class="has-text-align-center is-style-big_icon_point"><span class="swl-fz u-fz-l"><strong>あらゆるスタッツ/指標はコンテキストが大事で、多角的に用いることが求められます</strong>。</span></p>



<p>±だろーが何だろーが、それのみで選手を評価する事は出来ません。本来は公平正確に選手を評価しようと思ったのなら、それ相応のアイテスト・データ・見識を要します。</p>



<p>なので、お気に入りの選手の±が思ったより低くてもどうか気に病まずに。</p>



<p>「あらゆるスタッツ/指標はコンテキストが大事」云々も勝手に私が自戒している事であって、ファンは好きに楽しむのが一番です。「当ブログでは自戒の意味を込めて定期的に書いておきたい」ってだけです。私もあまり試合が観れなかった頃はコンテキスト云々抜きにして気軽に選手・チームのスタッツに一喜一憂してました。</p>



<p>いつもより文字数の多い記事になってしまいましたね。</p>



<p>これ以上余計な事を言う前に</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="572" src="https://nbananai.com/wp-content/uploads/image-3494-20-800x572.jpg" alt="" class="wp-image-16437"/></figure>



<p>今回はこの辺で。ではまた。</p>



<p>・・・・書いたそばからおまけ。</p>



<p class="u-mb-ctrl u-mb-0">現役対象、レギュラーシーズン通算±ランキング。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="494" height="764" src="https://nbananai.com/wp-content/uploads/image-6712.png" alt="" class="wp-image-23694" srcset="https://nbananai.com/wp-content/uploads/image-6712.png 494w, https://nbananai.com/wp-content/uploads/image-6712-323x500.png 323w" sizes="(max-width: 494px) 100vw, 494px" /></figure>



<p>「ロールプレイヤーの±は然程気にしない」と書きましたが、11位ダニー・グリーンはチームスタイルの違う様々な強豪チームから必要とされ、あらゆるスタープレイヤーとも見事にフィットをし高い通算±を残した「最高峰のロールプレイヤー」と言えます。</p>



<p>「ロールプレイヤー」という言葉は、「軽んじている」とか否定的な意味合いを見出される事もあるんですけども、私としましてはチームから求められた「ロール」(役割)を期待通り・期待以上に演じられるという意味で「良いロールプレイヤー」は非常に重要かつ貴重な存在と思っております。「スターは無条件にロールプレイヤーよりも上の存在」とは思っておりません。</p>



<p>なので良い選手を何でもかんでも「この選手は最早スター」みたいには呼ばないです。</p>



<p>ダニー・グリーンもKCPもデリック・ホワイトも「スター」じゃなくて、そこいらの「スター」以上に素晴らしい「ロールプレイヤー」と呼びたいのです。</p>



<p>ごめんよ、ジミー。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="554" height="710" src="https://nbananai.com/wp-content/uploads/image-2326.jpg" alt="" class="wp-image-12334" srcset="https://nbananai.com/wp-content/uploads/image-2326.jpg 554w, https://nbananai.com/wp-content/uploads/image-2326-390x500.jpg 390w" sizes="(max-width: 554px) 100vw, 554px" /><figcaption class="wp-element-caption">2023NBAファイナルにて。「俺は彼らをロールプレイヤーとは呼ばない。チームメイトと呼ぶ」と述べるジミー・バトラー。中心選手が分け隔てないマインドを持つのは大事。</figcaption></figure>



<p class="u-mb-ctrl u-mb-0">歴代NBAファイナル通算±ランキング。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="520" height="773" src="https://nbananai.com/wp-content/uploads/image-6713.png" alt="" class="wp-image-23699" srcset="https://nbananai.com/wp-content/uploads/image-6713.png 520w, https://nbananai.com/wp-content/uploads/image-6713-336x500.png 336w" sizes="(max-width: 520px) 100vw, 520px" /></figure>



<p>マイケル・ジョーダンは30位。コービー・ブライアントは35位。26位リアンドロ・バルボサよりも下位です。</p>



<p>バルボサ最強。</p>



<figure class="wp-block-image size-large is-resized"><img decoding="async" width="800" height="599" src="https://nbananai.com/wp-content/uploads/image-6714-800x599.png" alt="" class="wp-image-23700" style="width:570px;height:auto" srcset="https://nbananai.com/wp-content/uploads/image-6714-800x599.png 800w, https://nbananai.com/wp-content/uploads/image-6714-500x375.png 500w, https://nbananai.com/wp-content/uploads/image-6714-768x575.png 768w, https://nbananai.com/wp-content/uploads/image-6714.png 1021w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>・・・・・スタッツへの過信と慎重さのバランスは非常に難しいです。</p>
]]></content:encoded>
					
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		<title>【NBA】現役&#038;歴代スーパースター初優勝時プレイオフスタッツランキングとWSランキング。NBA選手にとっての節目の年齢とは？/マーベリックス、セルティックス、テイタム、ドンチッチ、カイリー、ホーフォード、レブロン、ヨキッチ、ヤニス、カワイ、ステフ</title>
		<link>https://nbananai.com/202467winsharepors2/</link>
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		<dc:creator><![CDATA[nanai]]></dc:creator>
		<pubDate>Thu, 06 Jun 2024 23:44:24 +0000</pubDate>
				<category><![CDATA[その他]]></category>
		<category><![CDATA[選手]]></category>
		<category><![CDATA[カワイ・レナード]]></category>
		<category><![CDATA[ケビン・デュラント]]></category>
		<category><![CDATA[ジェイソン・テイタム]]></category>
		<category><![CDATA[ステフィン・カリー]]></category>
		<category><![CDATA[データで見る]]></category>
		<category><![CDATA[ニコラ・ヨキッチ]]></category>
		<category><![CDATA[ヤニス・アデトクンボ]]></category>
		<category><![CDATA[ルカ・ドンチッチ]]></category>
		<category><![CDATA[レブロン・ジェームズ]]></category>
		<guid isPermaLink="false">https://nbananai.com/?p=23440</guid>

					<description><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/1-246-800x534.png" class="webfeedsFeaturedVisual" /></p>現役&#38;歴代スーパースター初優勝時プレイオフスタッツランキングとWSランキング。NBA選手にとっての節目の年齢とは？ 本日2024/6/7遂に2024NBAファイナルが開幕。この時期は毎年「一年あっという間やなぁ」 [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/1-246-800x534.png" class="webfeedsFeaturedVisual" /></p>
<h2 class="wp-block-heading">現役&amp;歴代スーパースター初優勝時プレイオフスタッツランキングとWSランキング。NBA選手にとっての節目の年齢とは？</h2>



<p>本日2024/6/7遂に2024NBAファイナルが開幕。この時期は毎年「一年あっという間やなぁ」と思います。んで「もう○○歳かぁ。人生あっという間やなぁ」とも思うわけです。</p>



<p>現在ルカ・ドンチッチは25歳。ジェイソン・テイタムは26歳。両選手、初優勝がかかっています。</p>



<p>マイケル・ジョーダンの初優勝は28歳。レブロン・ジェームズは27歳。ステフィン・カリーも27歳。後に王朝を築いた選手でも初優勝は20代後半ってのが多いです。</p>



<p>ドンチッチとテイタムもそうなるかもしれません。もっと言えばニコラ・ヨキッチも初優勝は28歳、ヤニス・アデトクンボも26歳です。王朝候補(?)が大勢いてワクワクしますね。</p>



<p>本記事では、過去優勝したスーパースターの初優勝時スタッツを眺めてみましょう。</p>



<p class="u-mb-ctrl u-mb-0">現役ファイナルMVP選手対象、初優勝シーズンのプレイオフ平均スタッツ。WS順(※)。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="196" src="https://nbananai.com/wp-content/uploads/image-6599-800x196.png" alt="" class="wp-image-23441" srcset="https://nbananai.com/wp-content/uploads/image-6599-800x196.png 800w, https://nbananai.com/wp-content/uploads/image-6599-500x122.png 500w, https://nbananai.com/wp-content/uploads/image-6599-768x188.png 768w, https://nbananai.com/wp-content/uploads/image-6599.png 1046w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="is-style-big_icon_memo">※：WS(ウィンシェア)はボックススコア上の貢献度を基に、チームの勝利数を選手個人へ分配した指標です。総合指標の中では珍しく加算されていき、総出場試合数・勝利数の影響も大いに受けるので、手っ取り早く“可用性”含めた評価をするのには割と向いています。<br><br>とは言え、他総合指標と共通の欠点・留意点(ディフェンスや詳細な能力評価には向いていない等)もありますので、ちょっとしたヒマつぶし程度に捉えて頂ければ。<a href="https://www.basketball-reference.com/about/ws.html" target="_blank" rel="noreferrer noopener">詳細な計算式・解説へのリンク</a></p>



<p>非現実的な数字が並んでおります。</p>



<p>カワイ・レナードのみ初ファイナルMVPとった時は22歳と一際若く、後の姿の雛型は出来てましたけどスタッツ的にはまだ大人しめ。</p>



<p>後の姿はこうです↓。</p>



<p class="u-mb-ctrl u-mb-0">カワイの2019プレイオフ平均スタッツ。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="73" src="https://nbananai.com/wp-content/uploads/image-6600-800x73.png" alt="" class="wp-image-23442" srcset="https://nbananai.com/wp-content/uploads/image-6600-800x73.png 800w, https://nbananai.com/wp-content/uploads/image-6600-500x46.png 500w, https://nbananai.com/wp-content/uploads/image-6600-768x70.png 768w, https://nbananai.com/wp-content/uploads/image-6600.png 908w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">ちなみにカワイはフォイナルMVPの数とキャリアトリプルダブル数が同じ2回。現チームメイトのラッセル・ウェストブルックを思うとちょっと皮肉な豆知識。</figcaption></figure>







<p>折角なんで初優勝云々関係ないプレイオフWSランキングでも見てみましょうか。</p>



<p class="u-mb-ctrl u-mb-0">現役選手対象、シングルシーズンプレイオフWSランキング。PPG/ＴS％他併記。以下全て2024/6/6時点。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="577" src="https://nbananai.com/wp-content/uploads/image-6601-800x577.png" alt="" class="wp-image-23443" srcset="https://nbananai.com/wp-content/uploads/image-6601-800x577.png 800w, https://nbananai.com/wp-content/uploads/image-6601-500x361.png 500w, https://nbananai.com/wp-content/uploads/image-6601-768x554.png 768w, https://nbananai.com/wp-content/uploads/image-6601.png 1066w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>怒涛のレブロン・ジェームズ。優勝を逃したシーズンでも平気でランクインしてます。30過ぎても平気でランクインしてます。</p>



<p>レブロン、ステフ、ジョーダン、ティム・ダンカン、過去王朝を築いた選手たちは「必ず訪れる“肉体的な衰え”に上手く適応した」とも言えるでしょう。「ディスリスペクト」と受け取られかねないのでオイソレとは言えませんが、皆確実に肉体的に衰えてはいながらもハイパフォーマンスを維持してます。スキル・フィジカル・BBIQ等々、多くの分野で努力研鑽を重ねないと出来ない事でしょう。</p>







<p class="u-mb-ctrl u-mb-0">歴代シングルシーズンプレイオフWSランキング。</p>



<figure class="wp-block-image size-large u-mb-ctrl u-mb-0"><img decoding="async" width="800" height="717" src="https://nbananai.com/wp-content/uploads/image-6603-800x717.png" alt="" class="wp-image-23445" srcset="https://nbananai.com/wp-content/uploads/image-6603-800x717.png 800w, https://nbananai.com/wp-content/uploads/image-6603-500x448.png 500w, https://nbananai.com/wp-content/uploads/image-6603-768x688.png 768w, https://nbananai.com/wp-content/uploads/image-6603.png 856w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">追記：貼る画像を間違えていたので修正。失礼しました。</figcaption></figure>



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" alt=""></p>



<p>こうしてみても26歳前後の選手が多いですね。バスケに限らずフィジカルとスキルと経験のピークが重なりやすい年齢ですから当然っちゃあ当然なんですけども</p>



<p class="u-mb-ctrl u-mb-0">2005以降のシーズンMVPリスト。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="589" src="https://nbananai.com/wp-content/uploads/image-6604-800x589.png" alt="" class="wp-image-23446" srcset="https://nbananai.com/wp-content/uploads/image-6604-800x589.png 800w, https://nbananai.com/wp-content/uploads/image-6604-500x368.png 500w, https://nbananai.com/wp-content/uploads/image-6604-768x566.png 768w, https://nbananai.com/wp-content/uploads/image-6604.png 1097w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">30代のMVPは2006のスティーブ・ナッシュが最後です。</figcaption></figure>



<p>今季ファイナルではカイリー・アービング32歳にも頑張って頂いて、あわよくばファイナルMVPを・・・・・・</p>



<figure class="wp-block-image size-full"><img decoding="async" width="586" height="737" src="https://nbananai.com/wp-content/uploads/image-6605.jpg" alt="" class="wp-image-23447" srcset="https://nbananai.com/wp-content/uploads/image-6605.jpg 586w, https://nbananai.com/wp-content/uploads/image-6605-398x500.jpg 398w" sizes="(max-width: 586px) 100vw, 586px" /></figure>



<p>どっこいアル・ホーフォード38歳？</p>



<figure class="wp-block-image size-large is-resized"><img decoding="async" width="698" height="800" src="https://nbananai.com/wp-content/uploads/image-6605-1-698x800.jpg" alt="" class="wp-image-23448" style="width:573px;height:auto" srcset="https://nbananai.com/wp-content/uploads/image-6605-1-698x800.jpg 698w, https://nbananai.com/wp-content/uploads/image-6605-1-436x500.jpg 436w, https://nbananai.com/wp-content/uploads/image-6605-1-768x881.jpg 768w, https://nbananai.com/wp-content/uploads/image-6605-1.jpg 1024w" sizes="(max-width: 698px) 100vw, 698px" /></figure>



<p>今回はこの辺で。ではまた。</p>



<p>おまけ。</p>



<p class="u-mb-ctrl u-mb-0">歴代レギュラーシーズン、シングルシーズンWSランキング。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="702" src="https://nbananai.com/wp-content/uploads/image-6605-800x702.png" alt="" class="wp-image-23449" srcset="https://nbananai.com/wp-content/uploads/image-6605-800x702.png 800w, https://nbananai.com/wp-content/uploads/image-6605-500x439.png 500w, https://nbananai.com/wp-content/uploads/image-6605-768x674.png 768w, https://nbananai.com/wp-content/uploads/image-6605.png 872w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズンWSランキング。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="681" src="https://nbananai.com/wp-content/uploads/image-6606-800x681.png" alt="" class="wp-image-23450" srcset="https://nbananai.com/wp-content/uploads/image-6606-800x681.png 800w, https://nbananai.com/wp-content/uploads/image-6606-500x426.png 500w, https://nbananai.com/wp-content/uploads/image-6606-768x654.png 768w, https://nbananai.com/wp-content/uploads/image-6606.png 902w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">今季2024プレイオフWSランキング。NBAファイナル開幕前時点</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="692" src="https://nbananai.com/wp-content/uploads/image-6607-800x692.png" alt="" class="wp-image-23451" srcset="https://nbananai.com/wp-content/uploads/image-6607-800x692.png 800w, https://nbananai.com/wp-content/uploads/image-6607-500x433.png 500w, https://nbananai.com/wp-content/uploads/image-6607-768x664.png 768w, https://nbananai.com/wp-content/uploads/image-6607.png 883w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>チェット・ホルムグレンがレギュラーシーズンWSで15位。</p>



<p>WSがどうとかって言うより、前年シーズン全休を経て今季レギュラーシーズン&amp;プレイオフ全試合出場ってのが嬉しい。怪我をした直後にこんな記事を書いたんですけど↓</p>


<div class="swell-block-postLink">			<div class="p-blogCard -internal" data-type="type1" data-onclick="clickLink">
				<div class="p-blogCard__inner">
					<span class="p-blogCard__caption">あわせて読みたい</span>
					<div class="p-blogCard__thumb c-postThumb"><figure class="c-postThumb__figure"><img decoding="async" src="https://nbananai.com/wp-content/uploads/ホルムグレン１-500x333.jpg" alt="" class="c-postThumb__img u-obf-cover" width="320" height="180"></figure></div>					<div class="p-blogCard__body">
						<a class="p-blogCard__title" href="https://nbananai.com/chet1styear/">【チェット・ホルムグレンもきっと大丈夫】ジョエル・エンビード、ベン・シモンズ、ブレイク・グリフィ&#8230;</a>
						<span class="p-blogCard__excerpt">【チェット・ホルムグレンもきっと大丈夫】ジョエル・エンビード、ベン・シモンズ、ブレイク・グリフィン、一年目を棒に振った上位指名選手のデビューイヤー成績。 まず&#8230;</span>					</div>
				</div>
			</div>
		</div>


<p>まったくもって大きなお世話でした。立派。</p>




]]></content:encoded>
					
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		<title>【NBA】創造神ネイスミス教授も予見できなかった“現代NBAの変化”と“手書きのメモの落札額”。可用性GOAT候補ランキング&#038;各スポーツファン人数ランキング他。/レブロン、セルティックス、ステフィン・カリー、テイタム、ハーデン、ヨキッチ、ウォリアーズ</title>
		<link>https://nbananai.com/20245mostpopspo1/</link>
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		<dc:creator><![CDATA[nanai]]></dc:creator>
		<pubDate>Fri, 24 May 2024 23:35:09 +0000</pubDate>
				<category><![CDATA[その他]]></category>
		<category><![CDATA[コラム]]></category>
		<category><![CDATA[選手]]></category>
		<category><![CDATA[ジェームズ・ハーデン]]></category>
		<category><![CDATA[ステフィン・カリー]]></category>
		<category><![CDATA[データで見る]]></category>
		<category><![CDATA[レブロン・ジェームズ]]></category>
		<guid isPermaLink="false">https://nbananai.com/?p=23049</guid>

					<description><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/image-6444-1-800x450.jpg" class="webfeedsFeaturedVisual" /></p>創造神ネイスミス教授も予見できなかった“現代NBAの変化”と“手書きのメモの落札額”。可用性GOAT候補ランキング&#38;各スポーツファン人数ランキング他。 メジャースポーツの中でバスケットボールは歴史の浅い方です。  [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/image-6444-1-800x450.jpg" class="webfeedsFeaturedVisual" /></p>
<h2 class="wp-block-heading">創造神ネイスミス教授も予見できなかった“現代NBAの変化”と“手書きのメモの落札額”。可用性GOAT候補ランキング&amp;各スポーツファン人数ランキング他。</h2>



<p>メジャースポーツの中でバスケットボールは歴史の浅い方です。</p>



<p>ジェームズ・ネイスミス教授によって考案され、1891年12月21日に初の試合が行われました。</p>



<figure class="wp-block-image size-full is-resized"><img decoding="async" width="591" height="322" src="https://nbananai.com/wp-content/uploads/image-615.jpg" alt="" class="wp-image-5368" style="width:780px;height:auto" srcset="https://nbananai.com/wp-content/uploads/image-615.jpg 591w, https://nbananai.com/wp-content/uploads/image-615-500x272.jpg 500w" sizes="(max-width: 591px) 100vw, 591px" /><figcaption class="wp-element-caption">初の試合をプレイした先駆者たち。</figcaption></figure>



<figure class="wp-block-image size-full is-resized"><img decoding="async" width="686" height="385" src="https://nbananai.com/wp-content/uploads/image-6443.jpg" alt="" class="wp-image-23050" style="width:852px;height:auto" srcset="https://nbananai.com/wp-content/uploads/image-6443.jpg 686w, https://nbananai.com/wp-content/uploads/image-6443-500x281.jpg 500w" sizes="(max-width: 686px) 100vw, 686px" /><figcaption class="wp-element-caption">史上初の試合の結果は1-0。BETTMANN/GETTY IMAGES<br></figcaption></figure>



<p>球技、陸上、水泳、格闘技etc.スポーツ競技の中で明確に考案者がわかっているものは珍しいです。二千年前の古代文明にルーツがあったりで不明なものが殆ど。(一応バスケにも古代文明起源説を唱える方はいます)</p>



<p class="u-mb-ctrl u-mb-0">ファン数による人気スポーツランキング。(ファン数の計測方法は不明)</p>



<figure class="wp-block-image size-full"><img decoding="async" width="779" height="645" src="https://nbananai.com/wp-content/uploads/image-6443.png" alt="" class="wp-image-23051" srcset="https://nbananai.com/wp-content/uploads/image-6443.png 779w, https://nbananai.com/wp-content/uploads/image-6443-500x414.png 500w, https://nbananai.com/wp-content/uploads/image-6443-768x636.png 768w" sizes="(max-width: 779px) 100vw, 779px" /><figcaption class="wp-element-caption">2023年12月時点。歴史の長いスポーツが数多くある中で7位は凄い。。引用元：<a href="https://www.worldatlas.com/articles/what-are-the-most-popular-sports-in-the-world.html" data-type="link" data-id="https://www.worldatlas.com/articles/what-are-the-most-popular-sports-in-the-world.html">World Atlas</a></figcaption></figure>



<p>バスケの歴史はたった133年。誕生から僅か45年後の1936年にはオリンピック競技に採用されました。今も市場は拡大し、ルールなど変化が繰り返されています。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="686" height="385" src="https://nbananai.com/wp-content/uploads/image-6444.jpg" alt="" class="wp-image-23052" srcset="https://nbananai.com/wp-content/uploads/image-6444.jpg 686w, https://nbananai.com/wp-content/uploads/image-6444-500x281.jpg 500w" sizes="(max-width: 686px) 100vw, 686px" /><figcaption class="wp-element-caption">ネイスミス教授によって記された初のルールブック(2ページ))。2010年に4.3Mドル(約6億7千万円)で落札。　</figcaption></figure>



<p>歴史が浅い分、非常に密度の濃い年月でしたから、語ろうと思うとキリがありません。</p>



<p>なので近年特に<strong>“気になる変化<span class="swl-fz u-fz-l">”</span></strong>についてだけ。</p>



<p><strong>“気になる変化<span class="swl-fz u-fz-l">”</span></strong>とはズバリ<strong>“選手への負担の増加”</strong>です。バスケは以前よりも“疲れる”スポーツになりました。特にNBAでは。</p>



<p>2010年代後半、NBA界隈においてロードマネージメントはあたかも「問題」のように騒がれました。</p>



<p>「ロードマネージメント＝怪我をしていない選手を休ませる事」と捉えられる事が多かったんです。</p>



<p>どの界隈でもそうですが、何らかの用語・言説が流行るとソレは繰り返し流布されます。単純化して多くの人間に伝えられます。(必ずしも悪い事ではありません)</p>



<p>ただ、</p>



<p class="is-style-big_icon_point">本来ロードマネージメントというのは「パフォーマンスを最大化するための作業計画・設計」の事です。</p>



<p>試合中、スプリント(短距離での全力疾走)と跳躍運動とフィジカルコンタクトが頻繁に行われるバスケにおいて、特に試合時間が48分でレギュラーシーズンだけで82試合が行われ、長時間移動・時差・標高差も伴うNBAにおいて、適切なロードマネージメントを組む事は極めて大事です。</p>



<p>バスケは誕生時、前後半15分づつのスポーツでファウルも3回まで、勿論3Pもありませんでしたが、近年はペースが増加しトランジッションも増えました。体重の重いビッグマンも3Pをケアしなきゃいけない場面(守備範囲・走行距離)が増え、軽い選手もスクリーンアクションに伴うフィジカルコンタクトが増えました。</p>



<p>マイク・コンリー曰く</p>



<p class="is-style-dent_box">僕はフィジカルな時代でもプレイしていた。我々(2008～2019グリズリーズ)はフィジカルなチームで、現代とは違う負担があった。痣や打撲を抱えながらプレイしていた。<br><br>現代は48分間全力疾走しなければいけない感じだ。より多くのポゼッション、より多くの非接触型損傷(non-contact injuries)。多くの選手たちがふくらはぎやハムストリングスなどに問題を抱えている。以前はそこまで多くなかった事だ。<br><br>ーFOXスポーツインタビューから一部抜粋翻訳　<a href="https://www.foxsports.com/stories/nba/load-management-draymond-green-warriors-kevon-looney-technology-mike-conley-jerami-grant" data-type="link" data-id="https://www.foxsports.com/stories/nba/load-management-draymond-green-warriors-kevon-looney-technology-mike-conley-jerami-grant">引用元記事へのリンク</a></p>



<p>しかし、その現代バスケのリスクが語られる事は少ないです。選手が語れば「ソフト」と捉えられかねませんし、メディアパーソンやファンがそれを語ろうとすると「無粋」になりかねませんし、いずれにせよ楽しい話題にはなりづらいでしょう。今の私もそれなりに気を使って書いています。</p>



<p>ただ繰り返しますが、NBAにおいてロードマネージメントは非常に重要です。私個人にとって興味深い分野でもあります。「もっと選手を休ませるべき」という意味ではなく、「コート内外で如何に温存とインテンシティのバランスをとるか」はチーム・コーチ・選手の個性が出ているようで面白く感じるんです。不謹慎かもしれませんが。</p>



<p>今季2024プレイオフ開幕前後、各チーム主力選手に怪我が相次ぎました。どのチームも満身創痍・疲労困憊なシーンが少なからず垣間見えます。(追記：本記事執筆後もタイリース・ハリバートンがハムストリングスを負傷。どうかお大事に)</p>



<p>大雑把に言うと怪我は接触型損傷(contact injury)と非接触型損傷(Non-contact injury)に分ける事ができます。</p>



<p>接触型は大体において偶発的で予防の難しいモノです。</p>



<p>非接触型損傷でも、アキレス腱や前十字靭帯など腱・靱帯組織のふとした捻じれによる断裂は極めて予防が困難です。どれだけ対策しても怪我する事はあります。</p>



<p>ただ、そこにはプロアスリートとしての能力差があります。所謂「可用性」とか「怪我への耐性」と言われるものです。どれだけコンディショニングに大金と労力をつぎ込んでも怪我する時はするけれど、少しでもその可能性を減じ、長く多くの時間ハイパフォーマンスを遂行していく為に選手たちは努力を重ねています。チームもその為に多くのトレーナーや人材を確保しています。</p>



<p>以下の選手たちは可用性的に史上屈指のシーズンを過ごした選手と可用性業界(?)GOATのレブロン・ジェームズ。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="450" src="https://nbananai.com/wp-content/uploads/image-6444-1-800x450.jpg" alt="" class="wp-image-23053" srcset="https://nbananai.com/wp-content/uploads/image-6444-1-800x450.jpg 800w, https://nbananai.com/wp-content/uploads/image-6444-1-500x281.jpg 500w, https://nbananai.com/wp-content/uploads/image-6444-1-768x432.jpg 768w, https://nbananai.com/wp-content/uploads/image-6444-1.jpg 1280w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">2019レギュラーシーズン、アイソレーションポゼッション数ランキング。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="545" height="514" src="https://nbananai.com/wp-content/uploads/image-6446.png" alt="" class="wp-image-23057" srcset="https://nbananai.com/wp-content/uploads/image-6446.png 545w, https://nbananai.com/wp-content/uploads/image-6446-500x472.png 500w" sizes="(max-width: 545px) 100vw, 545px" /><figcaption class="wp-element-caption">ジェームズ・ハーデンが2位に3倍以上の差をつけて1位。ちなみに今季2024の1位ルカ・ドンチッチで511回。NBA.com/statsでは2016以降に計測されたスタッツなので対象選手はまだ少ないですが、ハーデン以外に550回以上を記録した選手はいません。PPPも1.10と超高効率。ディフェンシブな選手を集めやすくなり、注力もさせやすくなります。</figcaption></figure>



<p class="u-mb-ctrl u-mb-0">2016レギュラーシーズン、総走行距離ランキング。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="401" src="https://nbananai.com/wp-content/uploads/image-6447-800x401.png" alt="" class="wp-image-23058" srcset="https://nbananai.com/wp-content/uploads/image-6447-800x401.png 800w, https://nbananai.com/wp-content/uploads/image-6447-500x250.png 500w, https://nbananai.com/wp-content/uploads/image-6447-768x385.png 768w, https://nbananai.com/wp-content/uploads/image-6447.png 1172w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">ステフィン・カリーは総走行距離で10位。上記ランキング中オフェンスでのAVG.,SPEED(平均速度)では1位。オフボールスクリーンでの得点数で2位(1位はクレイ・トンプソン)。オンボール・オフボール問わず運動量が常軌を逸してました。</figcaption></figure>



<p class="u-mb-ctrl u-mb-0">歴代レギュラーシーズン、キャリア総出場時間ランキング。PPG他併記。以下全て2024/5/21時点。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="587" src="https://nbananai.com/wp-content/uploads/image-6448-800x587.png" alt="" class="wp-image-23059" srcset="https://nbananai.com/wp-content/uploads/image-6448-800x587.png 800w, https://nbananai.com/wp-content/uploads/image-6448-500x367.png 500w, https://nbananai.com/wp-content/uploads/image-6448-768x564.png 768w, https://nbananai.com/wp-content/uploads/image-6448.png 933w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">歴代プレイオフ、キャリア総出場時間ランキング。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="584" src="https://nbananai.com/wp-content/uploads/image-6449-800x584.png" alt="" class="wp-image-23060" srcset="https://nbananai.com/wp-content/uploads/image-6449-800x584.png 800w, https://nbananai.com/wp-content/uploads/image-6449-500x365.png 500w, https://nbananai.com/wp-content/uploads/image-6449-768x560.png 768w, https://nbananai.com/wp-content/uploads/image-6449.png 943w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>コンディショニングの優秀さやロードマネージメントの重要性を語ろうと思うと、献身を重ねた結果怪我をしてしまった選手へのディスリスペクトにも繋がりかねず、気分を害する方もおられるでしょう。</p>



<p>ただ私は一人のNBAファンとして、例えそれがポジティブな結果でなくとも、多くの試合に出場して喜怒哀楽をもたらしてくれる選手へは称賛を送りたいと思っております。スキルセットと違いハイライト化・視認化しにくい分野で(レブロン以外は)褒められる事が少ないですから尚更です。当ブログで度々取り上げているのはそういう理由もあります。最近ですとミカル・ブリッジズ、デマー・デローザン、ジェイソン・テイタム、ニコラ・ヨキッチらですね。</p>



<p class="u-mb-ctrl u-mb-0">2020以降レギュラーシーズン、キャリア総出場時間ランキング。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="572" src="https://nbananai.com/wp-content/uploads/image-6451-800x572.png" alt="" class="wp-image-23062" srcset="https://nbananai.com/wp-content/uploads/image-6451-800x572.png 800w, https://nbananai.com/wp-content/uploads/image-6451-500x358.png 500w, https://nbananai.com/wp-content/uploads/image-6451-768x549.png 768w, https://nbananai.com/wp-content/uploads/image-6451.png 963w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">2020以降プレイオフ、キャリア総出場時間ランキング。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="584" src="https://nbananai.com/wp-content/uploads/image-6450-800x584.png" alt="" class="wp-image-23061" srcset="https://nbananai.com/wp-content/uploads/image-6450-800x584.png 800w, https://nbananai.com/wp-content/uploads/image-6450-500x365.png 500w, https://nbananai.com/wp-content/uploads/image-6450-768x561.png 768w, https://nbananai.com/wp-content/uploads/image-6450.png 937w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>ここ6シーズンNBAで連覇がないのも、前年6月までのハイパフォーマンス維持の疲労蓄積が一つの要因として挙げられるのではないかと考えております。勿論数多くある内の一要素ですけどね。</p>



<p class="u-mb-ctrl u-mb-0">2017以降優勝チーム・MVP・ROTY一覧。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="669" height="340" src="https://nbananai.com/wp-content/uploads/image-6445.png" alt="" class="wp-image-23055" srcset="https://nbananai.com/wp-content/uploads/image-6445.png 669w, https://nbananai.com/wp-content/uploads/image-6445-500x254.png 500w" sizes="(max-width: 669px) 100vw, 669px" /><figcaption class="wp-element-caption">2019ウォリアーズ以降は優勝の翌年カンファレンスファイナルにも届かず。</figcaption></figure>



<p>主力選手の怪我は疲労が蓄積されるシーズン後半になるほどリスクが高まり、チームやリーグにとっても大打撃。さりとて休ませ過ぎればレギュラーシーズン戦績は悪くなりプレイオフに向けて余裕がなくなる。リーグにとっても目玉選手が少なくなる。</p>



<p>うーん、ジレンマ。</p>



<p>「レギュラーシーズンを82試合よりも少なくする」っていう案もあるんですけど、興行(収入)を少なくすると集まる才能も減ります。選手というよりバスケ以外の才能(組織運営・経営者・トレーナー・ドクター・コンテンツクリエイター等)の流出に繋がります。特にアメリカのスポーツエンターテインメント業界は競合他社が非常に多いです。かけられるお金(収入)や才能が減ればプレイ環境は悪くなります。</p>



<p>やっぱりジレンマ。</p>



<p>・・・・・まぁ、なるようになりますし、これ以上はファンが気にしてもしゃーないですね。</p>



<p>ちなみに以前当ブログで取り上げ、私が尊敬してやまない理学療法士ジュディ・セトさん。</p>



<figure class="wp-block-image size-full is-resized"><img decoding="async" width="840" height="595" src="https://nbananai.com/wp-content/uploads/ダウンロード-1.webp" alt="" class="wp-image-288" style="width:723px;height:auto" srcset="https://nbananai.com/wp-content/uploads/ダウンロード-1.webp 840w, https://nbananai.com/wp-content/uploads/ダウンロード-1-300x213.webp 300w, https://nbananai.com/wp-content/uploads/ダウンロード-1-768x544.webp 768w" sizes="(max-width: 840px) 100vw, 840px" /><figcaption class="wp-element-caption">右側の女性がジュディ・セトさん。コービー・ブライアントから「ハーマイオニー」とも呼ばれ、コービーに向かって「ちゃんと練習してる？」と言えちゃうくらい勉強熱心で向上心に溢れた御方。</figcaption></figure>



<p>レイカーズ退団以降、公的には音沙汰ありませんでしたが、先日大谷翔平のリハビリを手伝う姿が。</p>



<figure class="wp-block-image size-full is-resized"><img decoding="async" width="499" height="322" src="https://nbananai.com/wp-content/uploads/1-244-1.jpg" alt="" class="wp-image-23056" style="width:652px;height:auto"/><figcaption class="wp-element-caption">たまたま日本のTV番組で見かけたんで超ビックリしました。</figcaption></figure>


<div class="swell-block-postLink">			<div class="p-blogCard -internal" data-type="type1" data-onclick="clickLink">
				<div class="p-blogCard__inner">
					<span class="p-blogCard__caption">あわせて読みたい</span>
					<div class="p-blogCard__thumb c-postThumb"><figure class="c-postThumb__figure"><img decoding="async" src="https://nbananai.com/wp-content/uploads/ダウンロード-1-300x213.webp" alt="" class="c-postThumb__img u-obf-cover" width="320" height="180"></figure></div>					<div class="p-blogCard__body">
						<a class="p-blogCard__title" href="https://nbananai.com/kobejudy/">長年コービー・ブライアントとレイカーズの“秘密兵器”を務めていたDr.ジュディ・セト、チームを去る。</a>
						<span class="p-blogCard__excerpt">長年コービー・ブライアントとレイカーズの“秘密兵器”を務めていたDr.ジュディ・セト、チームを去る。 今年４月と少し古い話ですが、個人的に昨季レイカーズで一番ショ&#8230;</span>					</div>
				</div>
			</div>
		</div>


<p>NBAにしろMLBにしろ、選手・コーチ以外の尽力もヒシヒシと感じる今日この頃。</p>



<p>今回はこの辺で。ではまた。</p>



<p>余談。</p>



<p>メインではニックス実況を務めるマイク・ブリーンが先日のニックス対ペイサーズ第7戦で分け隔てなく盛り上げてる姿には、試合と同じくらい感動しました。ウォルト“クライド”フレイジャーと一生一緒に実況やって頂きたい。</p>



<figure class="wp-block-embed is-type-rich is-provider-twitter wp-block-embed-twitter"><div class="wp-block-embed__wrapper">
https://twitter.com/ClutchPoints/status/1755028056337498497
</div><figcaption class="wp-element-caption">ブリーンとクライドの25周年をサプライズで祝福するジェイレン・ブランソンとジョシュ・ハート。</figcaption></figure>



<p>私、英語が今よりもずーっと苦手だった頃から各チームの実況解説者たちが大好きでございまして、当ブログでも隙あらば語りたいと思ってるんですけども、割と自重しております。</p>



<p>マイク・ブリーンはニックス戦以外でもESPNの全米放送にで実況を務めますので、大舞台でその御声を拝聴できますが、「ああ、大舞台でその実況解説が聞きたい」って実況解説者も沢山います。</p>



<p>ホーネッツの実況エリック・コリンズとか。</p>



<figure class="wp-block-embed is-type-rich is-provider-twitter wp-block-embed-twitter"><div class="wp-block-embed__wrapper">
<blockquote class="twitter-tweet" data-width="500" data-dnt="true"><p lang="zxx" dir="ltr"><a href="https://t.co/w0xNeduQIC">pic.twitter.com/w0xNeduQIC</a></p>&mdash; Rob Perez (@WorldWideWob) <a href="https://twitter.com/WorldWideWob/status/1460063242181509125?ref_src=twsrc%5Etfw">November 15, 2021</a></blockquote><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
</div><figcaption class="wp-element-caption">基本的に各チ―ム実況解説者は多かれ少なかれホーマー(身内びいき)で、エリック・コリンズもその例に漏れませんが、コリンズは悔しがる時も120%全力投球なのが凄い。ガチ凹みしてテンション下げちゃう実況解説者も多いですからね。↑はほんの一例。</figcaption></figure>



<p>レイカーズの解説ストゥ・ランツとか。</p>



<figure class="wp-block-embed is-type-rich is-provider-twitter wp-block-embed-twitter"><div class="wp-block-embed__wrapper">
<blockquote class="twitter-tweet" data-width="500" data-dnt="true"><p lang="en" dir="ltr">“It was an honor to have my games called by you.”<br><br>Catch the newest Backstage Lakers on <a href="https://twitter.com/SpectrumSN?ref_src=twsrc%5Etfw">@SpectrumSN</a> and Spectrum SportsNet+ after the game. <a href="https://t.co/zl5f0Runs0">pic.twitter.com/zl5f0Runs0</a></p>&mdash; Los Angeles Lakers (@Lakers) <a href="https://twitter.com/Lakers/status/1765511174634831874?ref_src=twsrc%5Etfw">March 6, 2024</a></blockquote><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
</div><figcaption class="wp-element-caption">「あなたで良かった」とコービーからアツい抱擁を贈られるストゥ・ランツ。この映像からは想像しにくいかもしれませんがランツは珍しくホーマー気質の少ない解説者で、レブロンだろうが平気で苦言を呈しますし、相手チームの好プレイも遠慮なく称賛します。だからこそコービーから愛されたって気もしますね。</figcaption></figure>



<p>他の実況解説者についてはまた隙を見て。</p>
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		<title>【NBA】各ポジション毎の試合中最も長い時間ボールを持っている選手ランキング。カナダの選手調子が悪い日ほどクラッチになる説。その他色々。/ステフィン・カリー、ドンチッチ、マブス、キャブス、セルティックス、ヨキッチ、ナゲッツ、ペイサーズ、ブランソン、OKC</title>
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		<dc:creator><![CDATA[nanai]]></dc:creator>
		<pubDate>Sat, 11 May 2024 22:37:10 +0000</pubDate>
				<category><![CDATA[その他]]></category>
		<category><![CDATA[選手]]></category>
		<category><![CDATA[インディアナ・ペイサーズ]]></category>
		<category><![CDATA[ステフィン・カリー]]></category>
		<category><![CDATA[データで見る]]></category>
		<guid isPermaLink="false">https://nbananai.com/?p=22796</guid>

					<description><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/image-6317-3-800x640.jpg" class="webfeedsFeaturedVisual" /></p>各ポジション毎の試合中最も長い時間ボールを持っている選手ランキング。カナダの選手調子が悪い日ほどクラッチになる説。その他色々。 昨日2024/5/11の試合結果。 まずは兎にも角にもアンドリュー・ネムハード。 クレイジー [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/image-6317-3-800x640.jpg" class="webfeedsFeaturedVisual" /></p>
<h2 class="wp-block-heading">各ポジション毎の試合中最も長い時間ボールを持っている選手ランキング。カナダの選手調子が悪い日ほどクラッチになる説。その他色々。</h2>



<p>昨日2024/5/11の試合結果。</p>



<figure class="wp-block-image size-full is-resized"><img decoding="async" width="665" height="394" src="https://nbananai.com/wp-content/uploads/image-6313.png" alt="" class="wp-image-22797" style="width:763px;height:auto" srcset="https://nbananai.com/wp-content/uploads/image-6313.png 665w, https://nbananai.com/wp-content/uploads/image-6313-500x296.png 500w" sizes="(max-width: 665px) 100vw, 665px" /></figure>



<p>まずは兎にも角にも<strong><span class="swl-fz u-fz-l">アンドリュー・ネムハード。</span></strong></p>



<figure class="wp-block-embed is-type-rich is-provider-twitter wp-block-embed-twitter"><div class="wp-block-embed__wrapper">
https://twitter.com/Pacers/status/1789108054954279383
</div></figure>



<p>クレイジーなステップバックディープ３Pクラッチショット。ネムハードは直前までFG1/7だったのも尚更クレイジー。雰囲気的にお客さんも入ると思ってなかったと思います。</p>



<p><strong><span class="swl-fz u-fz-l">私は100%入ると思ってましたけどね！</span></strong></p>



<figure class="wp-block-embed is-type-rich is-provider-twitter wp-block-embed-twitter"><div class="wp-block-embed__wrapper">
https://twitter.com/BlaiseBets/status/1597472529035034624
</div><figcaption class="wp-element-caption">ネムハードが昨季2023シーズンに決めたブザービーター。こっちもクレイジー。</figcaption></figure>



<figure class="wp-block-embed is-type-rich is-provider-twitter wp-block-embed-twitter"><div class="wp-block-embed__wrapper">
<blockquote class="twitter-tweet" data-width="500" data-dnt="true"><p lang="en" dir="ltr">Andrew Nembhard is up to 30 PTS, 13 AST, and 8 REB. He just did to Stephen Curry what Stephen Curry has done to so many players over the years. <a href="https://t.co/sJfwiGrfac">pic.twitter.com/sJfwiGrfac</a></p>&mdash; Jake (@JakeAndBall) <a href="https://twitter.com/JakeAndBall/status/1599996968851320832?ref_src=twsrc%5Etfw">December 6, 2022</a></blockquote><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
</div><figcaption class="wp-element-caption">上記ブザービーターの1週間後にまたしてもクラッチパフォーマンス。</figcaption></figure>



<p>・・・・・勿論ウソです。まさか入るとは思いませんでした。超ビックリしました。カナダ人にはクラッチ遺伝子があるようで、いつ何時も油断なりませんな。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="533" src="https://nbananai.com/wp-content/uploads/image-6320-800x533.jpg" alt="" class="wp-image-22810"/><figcaption class="wp-element-caption">ゲームウィナーもしくはゲームセービングブロックを決めた事のある選手ばかり。</figcaption></figure>



<p>なにはともあれ</p>



<p>因縁浅からぬチームが時を経て再燃するのは何か良いですよね。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="457" src="https://nbananai.com/wp-content/uploads/image-6314-800x457.jpg" alt="" class="wp-image-22798" srcset="https://nbananai.com/wp-content/uploads/image-6314-800x457.jpg 800w, https://nbananai.com/wp-content/uploads/image-6314-500x285.jpg 500w, https://nbananai.com/wp-content/uploads/image-6314-768x438.jpg 768w, https://nbananai.com/wp-content/uploads/image-6314.jpg 1200w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>もう１試合。ナゲッツ対ウルブズ。</p>



<p>・・・・・やっぱりナゲッツは普通に勝てないらしいです。ブロウアウト負け含むホーム2連敗した後にアウェイでブロウアウト勝利。</p>







<p>勝ったのはいずれもアウェイのチームです。第2戦と第3戦のリードトラッカ―がよう似てます。</p>



<p class="u-mb-ctrl u-mb-0">第2戦のリードトラッカ―。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="409" src="https://nbananai.com/wp-content/uploads/image-6315-800x409.png" alt="" class="wp-image-22800" srcset="https://nbananai.com/wp-content/uploads/image-6315-800x409.png 800w, https://nbananai.com/wp-content/uploads/image-6315-500x255.png 500w, https://nbananai.com/wp-content/uploads/image-6315-768x392.png 768w, https://nbananai.com/wp-content/uploads/image-6315.png 1196w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">第3戦のリードトラッカ―。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="411" src="https://nbananai.com/wp-content/uploads/image-6314-800x411.png" alt="" class="wp-image-22799" srcset="https://nbananai.com/wp-content/uploads/image-6314-800x411.png 800w, https://nbananai.com/wp-content/uploads/image-6314-500x257.png 500w, https://nbananai.com/wp-content/uploads/image-6314-768x395.png 768w, https://nbananai.com/wp-content/uploads/image-6314.png 1205w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>・・・・・・・試合を観に来たホームファンは何を思うのか。</p>



<p>次の話題。</p>



<p>↓の画像は2024/2/29ニックス戦ステフィン・カリーのスコアリングポゼッションでの動きを表したもの。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="512" src="https://nbananai.com/wp-content/uploads/image-6316-800x512.jpg" alt="" class="wp-image-22801"/><figcaption class="wp-element-caption">引用元：<a href="https://twitter.com/CrumpledJumper" data-type="link" data-id="https://twitter.com/CrumpledJumper">Todd Whitehead</a><br>緑がオンボール、赤がオフボール。ステフのオフボールでの運動量の豊富さ、オフスクリーンの使い方の上手さの一端とも言えるでしょうか。</figcaption></figure>



<p>オフボールムーブにはカッティング/ポジショニング/ボックスアウト/スクリーン/ロール/ショットコンテスト他色々あって、その内のいくつかはスタッツとして計測もされています。</p>



<p>ただ、オフボールムーブはチームの勝利にとって大事な部分ですが、オンボールのソレと比べまだまだ数値化の難しい分野です。チームの勝利や何らかのスタッツに反映はされますが、直接数値化するのは難しいんです。</p>



<p>ちなみに、最も長くボール持っている選手でも1試合平均8分30秒ほどです。出場時間の内30％にも満たない時間です。残りの70%以上はディフェンスやオフェンス時のオフボールムーブになります。</p>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、1試合平均Time of Poss(ボールを保持している分数)ランキング。以下全て2024/5/11時点。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="543" height="714" src="https://nbananai.com/wp-content/uploads/image-6316.png" alt="" class="wp-image-22802" srcset="https://nbananai.com/wp-content/uploads/image-6316.png 543w, https://nbananai.com/wp-content/uploads/image-6316-380x500.png 380w" sizes="(max-width: 543px) 100vw, 543px" /><figcaption class="wp-element-caption">ルカ・ドンチッチは2021～2023まで1位でしたがカイリー・アービングの加入で若干減りました。というか今季1位と2位はついこの間までチームメイトだったんですよね。・・・・なんかファイナルでの対戦を見たくなってきました。<br>2020以前はトレイ・ヤング、ジェームズ・ハーデン、ラッセル・ウェストブルックらIsoプレイヤーやP&amp;Rボールハンドラーの名前が上位に。</figcaption></figure>



<p>30%に満たない時間で超有能でも、残り70%の時間が重要じゃなくなるわけではありません。</p>



<p>選手やチームを公平に評価したい時は、その70%以上の時間の動き・貢献も考慮しなければなりません。(念のため書いておきますと、上記ランキング内の選手たちが「オフボールではサボってる」とかそういう事が言いたいんじゃないです)</p>



<p>数値化が難しい以上アイテスト(実際に試合を観て評価する事)に頼る部分が大きくなるんですけども、人間の記憶力には限度があって、特にスポーツでは“Recency bias”(適切なスパンで評価するのではなく直近の出来事だけに評価が歪まされてしまうバイアス)も強くなりがちです。</p>







<p>私も試合を観ている時、特に初見の試合では「よし、公平に評価しよう」なんて心持ちで観ません。感情の赴くままに観ます。それが一番楽しいので。</p>



<p>そんなわけで、NBAからバスケについて学ばせてもらいながら、スポーツ統計学者様たちにも感謝と期待をしている今日この頃。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="427" src="https://nbananai.com/wp-content/uploads/image-6317-800x427.jpg" alt="" class="wp-image-22803" srcset="https://nbananai.com/wp-content/uploads/image-6317-800x427.jpg 800w, https://nbananai.com/wp-content/uploads/image-6317-500x267.jpg 500w, https://nbananai.com/wp-content/uploads/image-6317-768x410.jpg 768w, https://nbananai.com/wp-content/uploads/image-6317.jpg 1133w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">バスケにおけるスポーツアナリティクスの大貢献者の一人ディーン・オリバーさん。OffRtgやDefRtgには複数種類があって、算出方法・計算式も複数ありますが、その内のいくつかはディーン・オリバーさんが考案したもので、その計算式のおかげでNBA以外の小さなリーグでも各種Rtgが手軽に計れるようになりました。<br>ハッキリ言ってスポーツ統計学は大抵のスポーツファンにとって退屈だったり無粋なモノに簡単になり得ますが、ディーン・オリバーさんは著作・講演・上記動画などでそのスポーツへの情熱を持つ事の重要性を説きながら振興に努め、後進への道を拓いております。<a href="https://www.youtube.com/watch?v=yeJIJ5SJtvI&amp;t=112s" data-type="link" data-id="https://www.youtube.com/watch?v=yeJIJ5SJtvI&amp;t=112s">上記動画へのリンク</a></figcaption></figure>



<p>今回はこの辺で。ではまた。</p>



<p>おまけ。</p>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、1試合平均タッチ数ランキング。</p>



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" alt=""></p>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、センター登録対象1試合平均Time of Possランキング。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="689" height="790" src="https://nbananai.com/wp-content/uploads/image-6317.png" alt="" class="wp-image-22807" srcset="https://nbananai.com/wp-content/uploads/image-6317.png 689w, https://nbananai.com/wp-content/uploads/image-6317-436x500.png 436w" sizes="(max-width: 689px) 100vw, 689px" /><figcaption class="wp-element-caption">以下含めポジションに違和感あるかと思いますが、引用元NBA.com/statsがどういう基準で区分してるかは不明です。</figcaption></figure>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、フォワード登録対象1試合平均Time of Possランキング。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="687" height="778" src="https://nbananai.com/wp-content/uploads/image-6318.png" alt="" class="wp-image-22808" srcset="https://nbananai.com/wp-content/uploads/image-6318.png 687w, https://nbananai.com/wp-content/uploads/image-6318-442x500.png 442w" sizes="(max-width: 687px) 100vw, 687px" /></figure>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、ガード登録対象1試合平均Time of Possランキング。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="686" height="783" src="https://nbananai.com/wp-content/uploads/image-6319.png" alt="" class="wp-image-22809" srcset="https://nbananai.com/wp-content/uploads/image-6319.png 686w, https://nbananai.com/wp-content/uploads/image-6319-438x500.png 438w" sizes="(max-width: 686px) 100vw, 686px" /></figure>



<p>余談。</p>



<p>スポーツアナリティクス・スポーツ統計学の偉人はディーン・オリバーさん以外にも沢山おります。</p>



<p>最近は知りませんが、昔はスタッツの話を好む人間は「試合を観ていない」だの言われがちでした。しかし私の知る限り、スポーツ統計学者の皆様はスポーツへの情熱が凄まじいです。ディーン・オリバーさんも著書の中でジョー・デュマースやダグ・クリスティのディフェンスの素晴らしさを上手く数値化できない事を嘆いておられました。</p>



<p>ただ、前述の通りスポーツアナリティクスやスタッツの話は容易に無粋になり得ます。他人の楽しみに水を差せます。</p>



<p>素人ながら当ブログではそうならないよう努めているわけですが、これが結構難しいです。持ち上げてばかりだとウソ臭くなりそうですし、褒めるにしても活字媒体でバスケの魅了を伝えるには限度があります。</p>



<p>まぁ何が言いたいかと言うと、世の中には当ブログよりも100倍魅力的なスポーツ統計学者に溢れております故、是非皆様にとってのお気に入りのスポーツ統計学者やアナリストやライターを見つけるが吉です。</p>



<p>私の近年のお気に入りは<strong><span class="swl-fz u-fz-l">Ben Taylorベン・テイラーとTodd Whiteheadトッド・ホワイトヘッド。</span></strong></p>



<p>私がベン・テイラーを知った時は「面白い記事を書くし面白い指標を考案する方だなぁ」くらいの印象でしたが、近年は動画制作や話術も巧みでNBA公式とコラボもしてます。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="388" src="https://nbananai.com/wp-content/uploads/image-6317-1-800x388.jpg" alt="" class="wp-image-22804"/><figcaption class="wp-element-caption">NBA公式チャンネルでJJ・バレアと2011ファイナルを再観戦するベン・テイラー。<a href="https://www.youtube.com/watch?v=F8IjmiVSAkk&amp;t=161s" data-type="link" data-id="https://www.youtube.com/watch?v=F8IjmiVSAkk&amp;t=161s">動画へのリンク</a>　<br><a href="https://www.youtube.com/@ThinkingBasketball" data-type="link" data-id="https://www.youtube.com/@ThinkingBasketball">ベン・テイラーのチャンネルThinking Basketballへのリンク</a><br>ポッドキャストを聞いていても「ホントNBA好きだな、この人」というのが伝わり、嫌味のない話し方をします。</figcaption></figure>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="386" src="https://nbananai.com/wp-content/uploads/image-2653-2-800x386.jpg" alt="" class="wp-image-13492" srcset="https://nbananai.com/wp-content/uploads/image-2653-2-800x386.jpg 800w, https://nbananai.com/wp-content/uploads/image-2653-2-500x241.jpg 500w, https://nbananai.com/wp-content/uploads/image-2653-2-768x371.jpg 768w, https://nbananai.com/wp-content/uploads/image-2653-2.jpg 1440w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">こちらはベン・テイラーとマイク・ダントーニの対談。たまにコーチやトレーナーなど話を聞ける機会の少ない方をゲストに招いてくれるのもありがたいです。<a href="https://www.youtube.com/watch?v=6lgQfav761g&amp;t=16s" data-type="URL" data-id="https://www.youtube.com/watch?v=6lgQfav761g&amp;t=16s" target="_blank" rel="noreferrer noopener">リンク</a></figcaption></figure>



<p>Todd Whiteheadは当ブログをご愛顧いただいてる方にはお馴染みですね。しばしば引用さてもらっています。</p>



<p>データアナリストとしてのTodd Whiteheadはとても私には計り知れませんが、SNS上でのTodd Whiteheadは兎に角「情報を一枚の画像にまとめる」のがお上手です。数字の羅列をより魅力的に、よりわかりやすく一枚の画像にまとめてくれます。こーいう画像↓に惹かれる方はXをフォローすると良いかと。<a href="https://twitter.com/CrumpledJumper" data-type="link" data-id="https://twitter.com/CrumpledJumper">リンク</a></p>



<p class="u-mb-ctrl u-mb-0">2023シーズン、リムから1インチごとの得点リーダーたち。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="430" src="https://nbananai.com/wp-content/uploads/image-1768-800x430.jpg" alt="" class="wp-image-9729" srcset="https://nbananai.com/wp-content/uploads/image-1768-800x430.jpg 800w, https://nbananai.com/wp-content/uploads/image-1768-500x269.jpg 500w, https://nbananai.com/wp-content/uploads/image-1768-768x413.jpg 768w, https://nbananai.com/wp-content/uploads/image-1768.jpg 1415w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<figure class="wp-block-image size-full"><img decoding="async" width="691" height="432" src="https://nbananai.com/wp-content/uploads/image-1768-2.jpg" alt="" class="wp-image-9731" srcset="https://nbananai.com/wp-content/uploads/image-1768-2.jpg 691w, https://nbananai.com/wp-content/uploads/image-1768-2-500x313.jpg 500w" sizes="(max-width: 691px) 100vw, 691px" /></figure>



<figure class="wp-block-image size-full"><img decoding="async" width="691" height="440" src="https://nbananai.com/wp-content/uploads/image-1768-3.jpg" alt="" class="wp-image-9732" srcset="https://nbananai.com/wp-content/uploads/image-1768-3.jpg 691w, https://nbananai.com/wp-content/uploads/image-1768-3-500x318.jpg 500w" sizes="(max-width: 691px) 100vw, 691px" /><figcaption class="wp-element-caption">過去含む毎年のバージョン作って欲しい。</figcaption></figure>







<p class="u-mb-ctrl u-mb-0">各選手のドライブ&amp;キックをする位置。2023シーズン3月時点。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="600" height="800" src="https://nbananai.com/wp-content/uploads/image-6317-2-600x800.jpg" alt="" class="wp-image-22805"/></figure>



<p>2012以降各チームのショットクオリティ推移。</p>



<figure class="wp-block-image size-large is-resized"><img decoding="async" width="800" height="640" src="https://nbananai.com/wp-content/uploads/image-6317-3-800x640.jpg" alt="" class="wp-image-22806" style="width:852px;height:auto"/><figcaption class="wp-element-caption">差が小さくなってきております。どのチームもより期待値の高いシュートを打つようになってきました。</figcaption></figure>



<p>両者英語が苦手でも手軽に楽しめると思いますんで、どなたにもオススメです。</p>








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		<title>【NBA】各勝敗数毎のプレイオフシリーズ勝利確率まとめ。平均3P試投距離ランキング。NBAにおける「統計的確率」と「数学的確率」他。/マクシー、シクサーズ、ウォリアーズ、マーベリックス、クリッパーズ、セルティックス、ヒート、ドンチッチ、ヨキッチ、リラード</title>
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		<dc:creator><![CDATA[nanai]]></dc:creator>
		<pubDate>Wed, 01 May 2024 22:58:41 +0000</pubDate>
				<category><![CDATA[その他]]></category>
		<category><![CDATA[チーム]]></category>
		<category><![CDATA[選手]]></category>
		<category><![CDATA[ゴールデンステイト・ウォリアーズ]]></category>
		<category><![CDATA[ステフィン・カリー]]></category>
		<category><![CDATA[タイリース・マクシー]]></category>
		<category><![CDATA[ディアンドレ・ジョーダン]]></category>
		<category><![CDATA[デンバー・ナゲッツ]]></category>
		<category><![CDATA[データで見る]]></category>
		<category><![CDATA[フィラデルフィア・セブンティシクサーズ]]></category>
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					<description><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/1-240.png" class="webfeedsFeaturedVisual" /></p>各勝敗数毎のプレイオフシリーズ勝利確率まとめ。平均3P試投距離ランキング。NBAにおける「統計的確率」と「数学的確率」他。 昨日2024/5/1の試合結果。 まずは兎にも角にもタイリース・マクシー！ 第2戦のお返しとばか [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/1-240.png" class="webfeedsFeaturedVisual" /></p>
<h2 class="wp-block-heading">各勝敗数毎のプレイオフシリーズ勝利確率まとめ。平均3P試投距離ランキング。NBAにおける「統計的確率」と「数学的確率」他。</h2>



<p>昨日2024/5/1の試合結果。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="532" src="https://nbananai.com/wp-content/uploads/image-6217-1-800x532.jpg" alt="" class="wp-image-22611" srcset="https://nbananai.com/wp-content/uploads/image-6217-1-800x532.jpg 800w, https://nbananai.com/wp-content/uploads/image-6217-1-500x332.jpg 500w, https://nbananai.com/wp-content/uploads/image-6217-1-768x511.jpg 768w, https://nbananai.com/wp-content/uploads/image-6217-1.jpg 907w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p><strong><span class="swl-fz u-fz-l">まずは兎にも角にもタイリース・マクシー！</span></strong></p>



<p>第2戦のお返しとばかりに<strong><span class="swl-fz u-fz-l">“7 points in 17 seconds”</span></strong></p>



<figure class="wp-block-embed is-type-rich is-provider-twitter wp-block-embed-twitter"><div class="wp-block-embed__wrapper">
<blockquote class="twitter-tweet" data-width="500" data-dnt="true"><p lang="en" dir="ltr">LOGO MAXEY<br>7 points in 17 seconds<a href="https://t.co/LtZq1h7JrL">pic.twitter.com/LtZq1h7JrL</a></p>&mdash; Underdog NBA (@Underdog__NBA) <a href="https://twitter.com/Underdog__NBA/status/1785482823421567453?ref_src=twsrc%5Etfw">May 1, 2024</a></blockquote><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
</div></figure>



<p>ニックスにとっては払拭したはずの悪夢“レジー・ミラーの8points in 9 seconds”の再現となってしまいました。</p>



<figure class="wp-block-image size-large is-resized"><img decoding="async" width="800" height="800" src="https://nbananai.com/wp-content/uploads/image-6207-800x800.jpg" alt="" class="wp-image-22592" style="width:732px;height:auto" srcset="https://nbananai.com/wp-content/uploads/image-6207-800x800.jpg 800w, https://nbananai.com/wp-content/uploads/image-6207-500x500.jpg 500w, https://nbananai.com/wp-content/uploads/image-6207-150x150.jpg 150w, https://nbananai.com/wp-content/uploads/image-6207-768x768.jpg 768w, https://nbananai.com/wp-content/uploads/image-6207.jpg 1080w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">試合終了までそのクイックネスを維持できるスタミナも頼もしすぎます。</figcaption></figure>



<p>4ptsプレイ後のゲームタイ3Pはまさかのプルアップロゴ3です。残り8秒あった状況で。つくづく恐ろしい時代です。</p>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、平均3P試投距離ランキング。ATB3P(コーナー以外の3P)試投数50以上選手対象。以下全て2024/5/1時点。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="552" height="800" src="https://nbananai.com/wp-content/uploads/image-6206-552x800.png" alt="" class="wp-image-22591" srcset="https://nbananai.com/wp-content/uploads/image-6206-552x800.png 552w, https://nbananai.com/wp-content/uploads/image-6206-345x500.png 345w, https://nbananai.com/wp-content/uploads/image-6206.png 562w" sizes="(max-width: 552px) 100vw, 552px" /><figcaption class="wp-element-caption">マクシーは9位。意外に低く感じますが、上位陣を見ると納得です。<br>トレイ・ヤングやデイミアン・リラードはこのランキングの常連です。<br>ルカ・ドンチッチは打つ3Pの半数以上がステップバックなのでこうもなります(今季3PA744本中421本)。そして決めます。<br>クリスタプス・ポルジンギスやブルック・ロペスもハイピックからのポップで躊躇わず打ち、そして決めます。<br>ニコラ・ヨキッチが2位なのはヒーブ等ショットクロック・ゲームクロック切れ間際に放つ3Pが多い事によるものですね。そしてやっぱり決めます(たまに)。</figcaption></figure>



<p>まぁしかし熱戦を繰り返してくれるのはありがたいですが、まだ1st Roundですよ？大きなお世話ですけど両チーム次シリーズ大丈夫でしょうか？いや大丈夫なわけない。頑張れ。それでいて無理もしないで。いずれにせよ超応援します。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="450" src="https://nbananai.com/wp-content/uploads/1-240-800x450.jpg" alt="" class="wp-image-22595" srcset="https://nbananai.com/wp-content/uploads/1-240-800x450.jpg 800w, https://nbananai.com/wp-content/uploads/1-240-500x281.jpg 500w, https://nbananai.com/wp-content/uploads/1-240-768x432.jpg 768w, https://nbananai.com/wp-content/uploads/1-240.jpg 1300w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">画像は今年2月ホークス戦ハーフタイムショーにて、夢のパフォーマンスを披露した箕面自由学園 チアリーダー部GOLDEN BEARSの皆様。すっごい楽しそうでなんかめっちゃ嬉しかったです。<a href="https://www.youtube.com/watch?v=oXgoTx4yU1A" data-type="link" data-id="https://www.youtube.com/watch?v=oXgoTx4yU1A">ショートドキュメンタリーへのリンク</a></figcaption></figure>



<p>で、その相手が決まるペイサーズ対バックスシリーズ。バックスが勝利し3勝2敗に。こちらも両チーム満身創痍で必死なチームです。やっぱり皆頑張れ。</p>



<p>マジック対キャバリアーズシリーズもキャブス勝利で3勝2敗に。キャブスもジャレット・アレン欠場のピンチを跳ね返しての勝利。</p>



<p>昨日行われたシリーズは全て3勝2敗となりました。</p>



<p>３勝2敗時のシリーズ勝利確率は以下。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="760" height="800" src="https://nbananai.com/wp-content/uploads/image-6207-760x800.png" alt="" class="wp-image-22599" srcset="https://nbananai.com/wp-content/uploads/image-6207-760x800.png 760w, https://nbananai.com/wp-content/uploads/image-6207-475x500.png 475w, https://nbananai.com/wp-content/uploads/image-6207-768x808.png 768w, https://nbananai.com/wp-content/uploads/image-6207.png 789w" sizes="(max-width: 760px) 100vw, 760px" /></figure>



<p>3勝側が84.0%でシリーズ勝利。1st roundに限定すると86.7%。2敗側は連勝しなきゃいけないわけですから当然厳しいです。</p>



<p>で、ここ数日間当ブログでは各戦績毎のシリーズ勝利確率を紹介してきました。</p>



<p>以下まとめ。</p>



<p class="u-mb-ctrl u-mb-0"><strong><span class="swl-fz u-fz-l">1勝0敗。</span></strong></p>



<figure class="wp-block-image size-large"><img decoding="async" width="775" height="800" src="https://nbananai.com/wp-content/uploads/image-6208-775x800.png" alt="" class="wp-image-22600" srcset="https://nbananai.com/wp-content/uploads/image-6208-775x800.png 775w, https://nbananai.com/wp-content/uploads/image-6208-484x500.png 484w, https://nbananai.com/wp-content/uploads/image-6208-768x793.png 768w, https://nbananai.com/wp-content/uploads/image-6208.png 796w" sizes="(max-width: 775px) 100vw, 775px" /></figure>



<p class="u-mb-ctrl u-mb-0"><strong><span class="swl-fz u-fz-l">2勝0敗。</span></strong></p>



<figure class="wp-block-image size-full"><img decoding="async" width="705" height="733" src="https://nbananai.com/wp-content/uploads/image-6209.png" alt="" class="wp-image-22601" srcset="https://nbananai.com/wp-content/uploads/image-6209.png 705w, https://nbananai.com/wp-content/uploads/image-6209-481x500.png 481w" sizes="(max-width: 705px) 100vw, 705px" /></figure>



<p class="u-mb-ctrl u-mb-0"><strong><span class="swl-fz u-fz-l">2勝1敗。</span></strong></p>



<figure class="wp-block-image size-full"><img decoding="async" width="703" height="741" src="https://nbananai.com/wp-content/uploads/image-6210.png" alt="" class="wp-image-22602" srcset="https://nbananai.com/wp-content/uploads/image-6210.png 703w, https://nbananai.com/wp-content/uploads/image-6210-474x500.png 474w" sizes="(max-width: 703px) 100vw, 703px" /></figure>



<p class="u-mb-ctrl u-mb-0"><strong><span class="swl-fz u-fz-l">３勝0敗。</span></strong></p>



<figure class="wp-block-image size-full"><img decoding="async" width="704" height="737" src="https://nbananai.com/wp-content/uploads/image-6211.png" alt="" class="wp-image-22603" srcset="https://nbananai.com/wp-content/uploads/image-6211.png 704w, https://nbananai.com/wp-content/uploads/image-6211-478x500.png 478w" sizes="(max-width: 704px) 100vw, 704px" /></figure>



<p class="u-mb-ctrl u-mb-0"><strong><span class="swl-fz u-fz-l">3勝1敗。</span></strong></p>



<figure class="wp-block-image size-full"><img decoding="async" width="704" height="726" src="https://nbananai.com/wp-content/uploads/image-6212.png" alt="" class="wp-image-22604" srcset="https://nbananai.com/wp-content/uploads/image-6212.png 704w, https://nbananai.com/wp-content/uploads/image-6212-485x500.png 485w" sizes="(max-width: 704px) 100vw, 704px" /></figure>



<p class="u-mb-ctrl u-mb-0"><strong><span class="swl-fz u-fz-l">3勝2敗。</span></strong></p>



<figure class="wp-block-image size-large"><img decoding="async" width="760" height="800" src="https://nbananai.com/wp-content/uploads/image-6207-760x800.png" alt="" class="wp-image-22599" srcset="https://nbananai.com/wp-content/uploads/image-6207-760x800.png 760w, https://nbananai.com/wp-content/uploads/image-6207-475x500.png 475w, https://nbananai.com/wp-content/uploads/image-6207-768x808.png 768w, https://nbananai.com/wp-content/uploads/image-6207.png 789w" sizes="(max-width: 760px) 100vw, 760px" /></figure>



<p>とりあえず以上。そんで是非忘れて下され。所詮「過去の記録」です。</p>



<p>今まで「<strong><span class="swl-fz u-fz-l">シリーズ勝利確率</span></strong>」と称して上記データを紹介してきました。以前説明しましたがもう一度軽く補足。</p>



<p class="is-style-big_icon_point"><strong>所謂「確率」には大雑把に分けて二種類、<strong><span class="swl-fz u-fz-l">「統計的確率」と</span><strong><span class="swl-fz u-fz-l">「数学的確率」</span></strong></strong>があります。</strong></p>



<p>上記「シリーズ勝利確率」や「選手のFG%・その他%系スタッツ」「野球選手の打率」等は「<strong>統計的確率</strong>」になります。これらは「過去の蓄積」です。数学的根拠によって今後も同確率が保証されているわけではありません。</p>



<p>今まで3勝0敗チームがシリーズを100％勝利してますが、その100%は今後も100%とは限りません。ステフィン・カリーのキャリア3P%は42.6%あって、ディアンドレジョーダンのキャリアFG%は67.4%ありますが、これらは本人のスキル・努力・衰え・相手のディフェンスその他諸々によって今後いくらでも変動します。</p>



<div class="wp-block-columns">
<div class="wp-block-column">
<p>キャリア3P%ランキング。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="390" height="785" src="https://nbananai.com/wp-content/uploads/image-6213.png" alt="" class="wp-image-22605" srcset="https://nbananai.com/wp-content/uploads/image-6213.png 390w, https://nbananai.com/wp-content/uploads/image-6213-248x500.png 248w" sizes="(max-width: 390px) 100vw, 390px" /></figure>
</div>



<div class="wp-block-column">
<p>キャリアFG%ランキング。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="360" height="786" src="https://nbananai.com/wp-content/uploads/image-6214.png" alt="" class="wp-image-22606" srcset="https://nbananai.com/wp-content/uploads/image-6214.png 360w, https://nbananai.com/wp-content/uploads/image-6214-229x500.png 229w" sizes="(max-width: 360px) 100vw, 360px" /></figure>
</div>
</div>



<p>たまにシュートの好不調を「上振れor下振れ」「確率の収束・回帰」と表現しているのを見かけます。それが「間違い」とまでは言いません。</p>



<p>しかし実際は「本人もしくは相手・第三者の技術介入」があっての事なので、個人的にはあまりしっくりこないです。選手・チームの努力・アジャストメント他を無視するようで勿体無い気がしちゃいます。</p>







<p>もう片方の「数学的確率」とは「サイコロの出目」や「コインの裏表」等があたります。</p>



<p>統計学は奥が深く私自身ペーペーなので詳しくは省略しますが、いずれにせよ「本来の確率への収束・回帰」とは非常に長いスパン・多くの試行回数を経てなされるものなので、「こいつのシュート好調はこれ以上続かないはず」なんて舐めてかかると、こーいうことになりかねません↓。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="653" height="723" src="https://nbananai.com/wp-content/uploads/image-6215.jpg" alt="" class="wp-image-22607" srcset="https://nbananai.com/wp-content/uploads/image-6215.jpg 653w, https://nbananai.com/wp-content/uploads/image-6215-452x500.jpg 452w" sizes="(max-width: 653px) 100vw, 653px" /></figure>



<p class="u-mb-ctrl u-mb-0">歴代3P100%での1試合最多3P成功数ランキング。プレイオフ含む。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="793" height="763" src="https://nbananai.com/wp-content/uploads/image-6215.png" alt="" class="wp-image-22608" srcset="https://nbananai.com/wp-content/uploads/image-6215.png 793w, https://nbananai.com/wp-content/uploads/image-6215-500x481.png 500w, https://nbananai.com/wp-content/uploads/image-6215-768x739.png 768w" sizes="(max-width: 793px) 100vw, 793px" /></figure>



<p class="u-mb-ctrl u-mb-0">歴代優勝チーム中でのシングルプレイオフ3P%ランキング。20以上成功選手対象。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="686" height="763" src="https://nbananai.com/wp-content/uploads/image-6216.png" alt="" class="wp-image-22609" srcset="https://nbananai.com/wp-content/uploads/image-6216.png 686w, https://nbananai.com/wp-content/uploads/image-6216-450x500.png 450w" sizes="(max-width: 686px) 100vw, 686px" /><figcaption class="wp-element-caption">上含め必ずしもキャリア3P%の高い選手たちではございません。</figcaption></figure>



<p>まぁ近年のNBAは特に変化が著しいので、落ち込んだりネガティブになるくらいだったら「統計的確率」「過去の記録」なんざぁぶん投げましょう。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="432" height="578" src="https://nbananai.com/wp-content/uploads/image-6217.jpg" alt="" class="wp-image-22610" srcset="https://nbananai.com/wp-content/uploads/image-6217.jpg 432w, https://nbananai.com/wp-content/uploads/image-6217-374x500.jpg 374w" sizes="(max-width: 432px) 100vw, 432px" /><figcaption class="wp-element-caption">ぶん投げるティム・ハーダウェイ。<a href="https://www.youtube.com/watch?v=7MBimkiPwxY" data-type="link" data-id="https://www.youtube.com/watch?v=7MBimkiPwxY">動画へのリンク</a></figcaption></figure>



<p>結局好きに楽しむが吉です。</p>



<p>今回はこの辺で。ではまた。</p>
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		<title>【NBA】「プレイオフ2勝1敗となったチームのシリーズ勝利確率」と「今季クラッチでの攻守最強チーム」と「カッティングとアシスト数グラフ」他。/ブルズ、ナゲッツ、ウォリアーズ、ペイサーズ、クリッパーズ、マーベリックス、ニックス、ウルブズ、サンズ、バックス</title>
		<link>https://nbananai.com/2024427cuttingasclu1/</link>
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		<dc:creator><![CDATA[nanai]]></dc:creator>
		<pubDate>Fri, 26 Apr 2024 22:41:57 +0000</pubDate>
				<category><![CDATA[その他]]></category>
		<category><![CDATA[チーム]]></category>
		<category><![CDATA[インディアナ・ペイサーズ]]></category>
		<category><![CDATA[ゴールデンステイト・ウォリアーズ]]></category>
		<category><![CDATA[ステフィン・カリー]]></category>
		<category><![CDATA[ダラス・マーベリックス]]></category>
		<category><![CDATA[デンバー・ナゲッツ]]></category>
		<category><![CDATA[データで見る]]></category>
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					<description><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/image-6127-800x599.png" class="webfeedsFeaturedVisual" /></p>「プレイオフ2勝1敗となったチームのシリーズ勝利確率」と「今季クラッチでの攻守最強チーム」と「カッティングとアシスト数グラフ」他。 昨日2024/4/26の試合結果。 キャバリアーズ対マジック、ニックス対シクサーズは2勝 [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/image-6127-800x599.png" class="webfeedsFeaturedVisual" /></p>
<h2 class="wp-block-heading">「プレイオフ2勝1敗となったチームのシリーズ勝利確率」と「今季クラッチでの攻守最強チーム」と「カッティングとアシスト数グラフ」他。</h2>



<p>昨日2024/4/26の試合結果。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="665" height="608" src="https://nbananai.com/wp-content/uploads/image-6125.png" alt="" class="wp-image-22431" srcset="https://nbananai.com/wp-content/uploads/image-6125.png 665w, https://nbananai.com/wp-content/uploads/image-6125-500x457.png 500w" sizes="(max-width: 665px) 100vw, 665px" /></figure>



<p>キャバリアーズ対マジック、ニックス対シクサーズは2勝1敗に。ナゲッツ対レイカーズは3勝0敗に。</p>



<p>2勝1敗となったチームのシリーズ勝利確率は79.9%。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="769" height="800" src="https://nbananai.com/wp-content/uploads/image-6126-769x800.png" alt="" class="wp-image-22432" srcset="https://nbananai.com/wp-content/uploads/image-6126-769x800.png 769w, https://nbananai.com/wp-content/uploads/image-6126-481x500.png 481w, https://nbananai.com/wp-content/uploads/image-6126-768x799.png 768w, https://nbananai.com/wp-content/uploads/image-6126.png 792w" sizes="(max-width: 769px) 100vw, 769px" /></figure>



<p>1勝をもぎ取ったマジックとキャバリアーズにとってまだまだタフな戦いが続きます。</p>



<p>一方、0勝3敗となったレイカーズ。ここから逆転したチームは今まで存在しません。歴史を作るチャンスですね。</p>



<figure class="wp-block-image size-full is-resized"><img decoding="async" width="343" height="286" src="https://nbananai.com/wp-content/uploads/1-49.png" alt="" class="wp-image-8912" style="width:433px;height:auto"/></figure>



<p>それにしても、ナゲッツの後半の強さは不思議です。「勝負強い/クラッチ」だとか「精神的にタフ」だとか大雑把に理由を見つける事は出来ます。</p>



<p>ただこうも同一試合内でムラがあって尚且つ強いチームは珍しいと思います。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="494" height="224" src="https://nbananai.com/wp-content/uploads/image-6138.png" alt="" class="wp-image-22451"/><figcaption class="wp-element-caption">昨日の試合前マイケル・マローンHCも「歴史を見ればわかるように、我々は大きなリードを得るとリラックスし過ぎて手放す傾向にある。それでもリードは欲しいが、大きすぎない方が良い」とのこと。けどやっぱり昨日の試合前半二桁リードされました。(終了間際リラックスもしました)</figcaption></figure>







<p>特にプレイオフでのカムバックの多さは不思議です。対レイカーズシリーズに限らず、2020プレイオフの対クリッパーズシリーズも同様でした。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="465" height="532" src="https://nbananai.com/wp-content/uploads/image-6127.jpg" alt="" class="wp-image-22433" srcset="https://nbananai.com/wp-content/uploads/image-6127.jpg 465w, https://nbananai.com/wp-content/uploads/image-6127-437x500.jpg 437w" sizes="(max-width: 465px) 100vw, 465px" /><figcaption class="wp-element-caption">クリッパーズとのシリーズは1勝3敗の崖っぷち以降毎試合10点差以上つけられながらのカムバックでした。他にも対ジャズシリーズだったり枚挙に暇がありません。</figcaption></figure>



<p>リード&amp;リアクトやインゲームアジャストメントに長けているのは大前提として、具体的に何なんでしょうね？「カッティングの多さが相手のスタミナ切れを誘発しやすい」とかも一因でしょうか？</p>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、100ポゼッショあたりでのアシスト数と75ポゼッショあたりでのカッティング数グラフ。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="599" src="https://nbananai.com/wp-content/uploads/image-6127-800x599.png" alt="" class="wp-image-22434" srcset="https://nbananai.com/wp-content/uploads/image-6127-800x599.png 800w, https://nbananai.com/wp-content/uploads/image-6127-500x374.png 500w, https://nbananai.com/wp-content/uploads/image-6127-768x575.png 768w, https://nbananai.com/wp-content/uploads/image-6127.png 891w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>ヨキッチの強さ・重さ・パスの多さも関係してそうです。</p>



<p>今季2024体重ランキング。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="441" height="585" src="https://nbananai.com/wp-content/uploads/image-6136.png" alt="" class="wp-image-22445" srcset="https://nbananai.com/wp-content/uploads/image-6136.png 441w, https://nbananai.com/wp-content/uploads/image-6136-377x500.png 377w" sizes="(max-width: 441px) 100vw, 441px" /></figure>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、1試合平均パス成功数ランキング。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="598" height="601" src="https://nbananai.com/wp-content/uploads/image-6137.png" alt="" class="wp-image-22446" srcset="https://nbananai.com/wp-content/uploads/image-6137.png 598w, https://nbananai.com/wp-content/uploads/image-6137-498x500.png 498w, https://nbananai.com/wp-content/uploads/image-6137-150x150.png 150w" sizes="(max-width: 598px) 100vw, 598px" /><figcaption class="wp-element-caption">スコアラー、パサー、さらにスクリーナー、リバウンダーとしても長けていて、隙あらばギブ＆ゴー他カッターにもなるので守っている選手はオンボール・オフボール問わず休む間がありません。</figcaption></figure>



<p class="u-mb-ctrl u-mb-0">ただ、そうなると攻めてる側のヨキッチ/ナゲッツだって終盤バテそうなもんですけどね。普通なら。</p>







<p class="u-mb-ctrl u-mb-0">ペースが遅めなのはスタミナ温存の意図的なモノですかね？(リーグ26位)</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="154" src="https://nbananai.com/wp-content/uploads/image-6134-800x154.png" alt="" class="wp-image-22443" srcset="https://nbananai.com/wp-content/uploads/image-6134-800x154.png 800w, https://nbananai.com/wp-content/uploads/image-6134-500x96.png 500w, https://nbananai.com/wp-content/uploads/image-6134-768x148.png 768w, https://nbananai.com/wp-content/uploads/image-6134.png 1360w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>うーん・・・・<br><br><br></p>



<figure class="wp-block-image size-large"><img decoding="async" width="511" height="800" src="https://nbananai.com/wp-content/uploads/1-35-6-511x800.jpg" alt="" class="wp-image-6992"/></figure>



<p>はい。次の話題。</p>



<p>ステフィン・カリーが今季クラッチプレイヤー・オブ・ザ・イヤーを受賞。おめでとうございます。</p>



<p class="u-mb-ctrl u-mb-0">投票結果。</p>



<figure class="wp-block-image size-large is-resized"><img decoding="async" width="640" height="800" src="https://nbananai.com/wp-content/uploads/image-6128-640x800.jpg" alt="" class="wp-image-22435" style="width:544px;height:auto"/></figure>



<p>クラッチスタッツ(残り5分5点差以内状況下でのスタッツ)は各チーム・各選手間でサンプルサイズに違いが出やすくノイズも出やすい等色々と要注意なスタッツですがソレはソレ。細かな話は抜きに各チームのクラッチスタッツを見てみましょう。</p>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、クラッチでのNetRtgランキング。</p>



<figure class="wp-block-image size-full u-mb-ctrl u-mb-0"><img decoding="async" width="669" height="675" src="https://nbananai.com/wp-content/uploads/image-6128.png" alt="" class="wp-image-22436" srcset="https://nbananai.com/wp-content/uploads/image-6128.png 669w, https://nbananai.com/wp-content/uploads/image-6128-496x500.png 496w, https://nbananai.com/wp-content/uploads/image-6128-150x150.png 150w" sizes="(max-width: 669px) 100vw, 669px" /></figure>



<figure class="wp-block-image size-full"><img decoding="async" width="669" height="611" src="https://nbananai.com/wp-content/uploads/image-6129.png" alt="" class="wp-image-22437" srcset="https://nbananai.com/wp-content/uploads/image-6129.png 669w, https://nbananai.com/wp-content/uploads/image-6129-500x457.png 500w" sizes="(max-width: 669px) 100vw, 669px" /></figure>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、クラッチでのOffRtgランキング。</p>



<figure class="wp-block-image size-full u-mb-ctrl u-mb-0"><img decoding="async" width="664" height="679" src="https://nbananai.com/wp-content/uploads/image-6130.png" alt="" class="wp-image-22438" srcset="https://nbananai.com/wp-content/uploads/image-6130.png 664w, https://nbananai.com/wp-content/uploads/image-6130-489x500.png 489w" sizes="(max-width: 664px) 100vw, 664px" /></figure>



<figure class="wp-block-image size-full"><img decoding="async" width="668" height="611" src="https://nbananai.com/wp-content/uploads/image-6131.png" alt="" class="wp-image-22439" srcset="https://nbananai.com/wp-content/uploads/image-6131.png 668w, https://nbananai.com/wp-content/uploads/image-6131-500x457.png 500w" sizes="(max-width: 668px) 100vw, 668px" /></figure>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、クラッチでのDefRtgランキング。</p>



<figure class="wp-block-image size-full u-mb-ctrl u-mb-0"><img decoding="async" width="662" height="679" src="https://nbananai.com/wp-content/uploads/image-6132.png" alt="" class="wp-image-22440" srcset="https://nbananai.com/wp-content/uploads/image-6132.png 662w, https://nbananai.com/wp-content/uploads/image-6132-487x500.png 487w" sizes="(max-width: 662px) 100vw, 662px" /></figure>



<figure class="wp-block-image size-full"><img decoding="async" width="661" height="614" src="https://nbananai.com/wp-content/uploads/image-6133.png" alt="" class="wp-image-22441" srcset="https://nbananai.com/wp-content/uploads/image-6133.png 661w, https://nbananai.com/wp-content/uploads/image-6133-500x464.png 500w" sizes="(max-width: 661px) 100vw, 661px" /></figure>



<p>基本的にクラッチシチュエーションでは各チーム「本気度」と言うか、インテンシティだったりラインナップがプレイオフに近くなりますから、「プレイオフを占う判断材料」になり得るかもしれませんね。</p>



<p>今回はこの辺で。ではまた。</p>
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		<title>【NBA】NBA2024各距離毎の最強スコアラーランキングとディフェンススタッツをいくつかとキーオン・エリス&#038;クレイ・トンプソンの行く末と色々。/キングス、ウォリアーズ、ヤニス、ヨキッチ、デローザン、KD、ステフィン・カリー、レブロン、ハリバートン、ブランソン</title>
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		<dc:creator><![CDATA[nanai]]></dc:creator>
		<pubDate>Wed, 17 Apr 2024 21:55:47 +0000</pubDate>
				<category><![CDATA[その他]]></category>
		<category><![CDATA[選手]]></category>
		<category><![CDATA[キーオン・エリス]]></category>
		<category><![CDATA[ケビン・デュラント]]></category>
		<category><![CDATA[ゴールデンステイト・ウォリアーズ]]></category>
		<category><![CDATA[サクラメント・キングス]]></category>
		<category><![CDATA[ジェイレン・ブランソン]]></category>
		<category><![CDATA[ステフィン・カリー]]></category>
		<category><![CDATA[タイリース・ハリバートン]]></category>
		<category><![CDATA[デマー・デローザン]]></category>
		<category><![CDATA[データで見る]]></category>
		<category><![CDATA[ニコラ・ヨキッチ]]></category>
		<category><![CDATA[ヤニス・アデトクンボ]]></category>
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					<description><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/image-5937-800x434.png" class="webfeedsFeaturedVisual" /></p>【NBA】NBA2024各距離毎の最強スコアラーランキングとディフェンススタッツをいくつかとキーオン・エリス&#38;クレイ・トンプソンの行く末と色々。/ NBAを長く見てますと当然選手に愛着が湧きます。その選手がべテラ [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img src="https://nbananai.com/wp-content/uploads/image-5937-800x434.png" class="webfeedsFeaturedVisual" /></p>
<h2 class="wp-block-heading">【NBA】NBA2024各距離毎の最強スコアラーランキングとディフェンススタッツをいくつかとキーオン・エリス&amp;クレイ・トンプソンの行く末と色々。/</h2>



<p>NBAを長く見てますと当然選手に愛着が湧きます。その選手がべテランになるほどソレは深くもなります。</p>



<p>昨日2024/4/17のプレイインゲーム、ウォリアーズ対キングス戦。キングスが勝利しウォリアーズはポストシーズン敗退が決定。</p>



<figure class="wp-block-image size-full is-resized"><img decoding="async" width="408" height="223" src="https://nbananai.com/wp-content/uploads/image-5943.png" alt="" class="wp-image-22151" style="width:523px;height:auto"/></figure>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="416" src="https://nbananai.com/wp-content/uploads/image-5942-800x416.png" alt="" class="wp-image-22150" srcset="https://nbananai.com/wp-content/uploads/image-5942-800x416.png 800w, https://nbananai.com/wp-content/uploads/image-5942-500x260.png 500w, https://nbananai.com/wp-content/uploads/image-5942-768x400.png 768w, https://nbananai.com/wp-content/uploads/image-5942.png 1295w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>その試合展開、放送局のTNTが試合終盤にこんな画像↓を流すもんだから余計に切なくなりました。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="461" height="501" src="https://nbananai.com/wp-content/uploads/1-233.jpg" alt="" class="wp-image-22139"/><figcaption class="wp-element-caption">クレイ・トンプソンは今オフFAになるので、早くもステフ・クレイ・ドレイモンド時代が終わるのか否かが注目されております。</figcaption></figure>



<p>クレイのアキレス腱&amp;ACL断裂からのカムバックは近年最も感動させられた事の一つですし、勝手ながら「ウォリアーズ以外では見たくない」って感情は間違いなくあります。</p>



<figure class="wp-block-image size-large is-resized"><img decoding="async" width="640" height="800" src="https://nbananai.com/wp-content/uploads/image-5944-640x800.jpg" alt="" class="wp-image-22152" style="width:536px;height:auto"/></figure>



<p>今後どうなるにせよ、末永いキャリアと健康を願っております。</p>



<p>で、</p>



<p>そんな切なさを直ぐに打ち消してくれるのもまたNBAです。<strong><span class="swl-fz u-fz-l">キーオン・エリスです。</span></strong></p>



<figure class="wp-block-image size-large is-resized"><img decoding="async" width="640" height="800" src="https://nbananai.com/wp-content/uploads/image-5942-640x800.jpg" alt="" class="wp-image-22149" style="width:568px;height:auto"/></figure>



<p>同試合で32得点したキーガン・マレーと同じく2年目、同じく多大な存在感を放っておりました。</p>



<figure class="wp-block-image size-large is-resized"><img decoding="async" width="800" height="800" src="https://nbananai.com/wp-content/uploads/image-5945-800x800.png" alt="" class="wp-image-22154" style="width:623px;height:auto" srcset="https://nbananai.com/wp-content/uploads/image-5945-800x800.png 800w, https://nbananai.com/wp-content/uploads/image-5945-500x500.png 500w, https://nbananai.com/wp-content/uploads/image-5945-150x150.png 150w, https://nbananai.com/wp-content/uploads/image-5945-768x768.png 768w, https://nbananai.com/wp-content/uploads/image-5945.png 1080w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<figure class="wp-block-image size-large is-resized"><img decoding="async" width="800" height="800" src="https://nbananai.com/wp-content/uploads/image-5944-800x800.png" alt="" class="wp-image-22153" style="width:584px;height:auto"/></figure>



<p>キーオン・エリスは3本の3P含む15pts,4reb,5astに加え3stl,3blk、見事な2wayプレイヤーっぷりを披露。</p>



<p>マリク・モンクやケビン・ハーターら離脱のキングスにとって数字以上に有難い存在でしょう。</p>



<p>キーオン・エリスはシーズン後半まで出場時間が安定しなかったのでPer Gameスタッツこそ目立ちませんが、その試合内容や36分あたりでの数字を見ると、そのディフェンシブインパクトは容易に窺えます。</p>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、36分あたりでのデフレクション数ランキング。50試合以上出場選手対象。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="539" height="569" src="https://nbananai.com/wp-content/uploads/image-5934.png" alt="" class="wp-image-22140" srcset="https://nbananai.com/wp-content/uploads/image-5934.png 539w, https://nbananai.com/wp-content/uploads/image-5934-474x500.png 474w" sizes="(max-width: 539px) 100vw, 539px" /></figure>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、36分あたりでのスティール数ランキング。50試合以上出場選手対象。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="655" height="759" src="https://nbananai.com/wp-content/uploads/image-5935.png" alt="" class="wp-image-22141" srcset="https://nbananai.com/wp-content/uploads/image-5935.png 655w, https://nbananai.com/wp-content/uploads/image-5935-431x500.png 431w" sizes="(max-width: 655px) 100vw, 655px" /></figure>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、36分あたりでのブロック数ランキング。ガード登録かつ50試合以上出場選手対象。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="658" height="765" src="https://nbananai.com/wp-content/uploads/image-5936.png" alt="" class="wp-image-22142" srcset="https://nbananai.com/wp-content/uploads/image-5936.png 658w, https://nbananai.com/wp-content/uploads/image-5936-430x500.png 430w" sizes="(max-width: 658px) 100vw, 658px" /></figure>



<p>5.4PPGとボリュームは控えめながら3P41.7%、TS62.7%とオフェンス面でも非常に効率的です。</p>



<p>面白いと言うか珍しいのが、リーグで最も効率的とされるゴール下とコーナー3では平均以下の効率でありながら上記数字を記録したところ。</p>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、キーオン・エリスのトゥルーシューティングチャート。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="434" src="https://nbananai.com/wp-content/uploads/image-5937-800x434.png" alt="" class="wp-image-22143" srcset="https://nbananai.com/wp-content/uploads/image-5937-800x434.png 800w, https://nbananai.com/wp-content/uploads/image-5937-500x271.png 500w, https://nbananai.com/wp-content/uploads/image-5937-768x416.png 768w, https://nbananai.com/wp-content/uploads/image-5937.png 1319w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">キーオン・エリスのエリア毎のFG%他。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="793" height="284" src="https://nbananai.com/wp-content/uploads/image-5941.png" alt="" class="wp-image-22147" srcset="https://nbananai.com/wp-content/uploads/image-5941.png 793w, https://nbananai.com/wp-content/uploads/image-5941-500x179.png 500w, https://nbananai.com/wp-content/uploads/image-5941-768x275.png 768w" sizes="(max-width: 793px) 100vw, 793px" /><figcaption class="wp-element-caption">ATB(コーナー以外の3P)で44.7%と超高数値。今季3P%１位のグレイソン・アレンとほぼ同数値です。</figcaption></figure>



<p class="u-mb-ctrl u-mb-0">グレイソン・アレンのエリア毎のFG%他。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="794" height="297" src="https://nbananai.com/wp-content/uploads/image-5940.png" alt="" class="wp-image-22146" srcset="https://nbananai.com/wp-content/uploads/image-5940.png 794w, https://nbananai.com/wp-content/uploads/image-5940-500x187.png 500w, https://nbananai.com/wp-content/uploads/image-5940-768x287.png 768w" sizes="(max-width: 794px) 100vw, 794px" /><figcaption class="wp-element-caption">グレイソン・アレンはグレイソン・アレンで左コーナーと右コーナーで20%以上の差がつく面白い事に。</figcaption></figure>



<p>出場時間を増やしながらタフなディフェンスや高効率スコアリングを維持するのはまた別の高い壁ですが、まだ24歳の2年目。これからもそのアクティブハンドと成長を楽しみにしましょう。</p>



<p>で、エリア毎のFG%を紹介したついでに似たようなデータも紹介。</p>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、距離毎(1feet毎)で最も効率的だった選手と非効率的だった選手の一覧表。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="800" src="https://nbananai.com/wp-content/uploads/image-5934-800x800.jpg" alt="" class="wp-image-22137"/><figcaption class="wp-element-caption">右端の数字は対象となる最低FG試投数条件。<br>引用元：<a href="https://twitter.com/automaticnba" data-type="link" data-id="https://twitter.com/automaticnba">@automaticnba</a></figcaption></figure>



<p>1feet毎な分サンプルサイズは小さめですが、大体はイメージ通りな感じがしますね。</p>



<p>便乗してランキング形式でも見てみましょう。1feet毎は長くなり過ぎるので、ある程度区切って。</p>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、0～3feet(リム近辺)でのFG%ランキング。試合数/試投数/%Ast&#8217;d(FG中アシストされたFGの割合)他併記。試投数100以上選手対象。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="601" src="https://nbananai.com/wp-content/uploads/image-5946-800x601.png" alt="" class="wp-image-22155" srcset="https://nbananai.com/wp-content/uploads/image-5946-800x601.png 800w, https://nbananai.com/wp-content/uploads/image-5946-500x376.png 500w, https://nbananai.com/wp-content/uploads/image-5946-768x577.png 768w, https://nbananai.com/wp-content/uploads/image-5946.png 1021w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">右端の数字が%Ast&#8217;d。ダイブカットやロブキャッチの上手い選手はリム近辺での%Ast&#8217;dが高くなる傾向にあります。逆にドリブルペネトレイト等セルフクリエイトからのレイアップに長けた選手は低くなる傾向にあります。<br>我らが八村塁は8位。よく走り、レブロンやボールハンドラーが引いた注意を上手く利用しています。</figcaption></figure>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、0～3feet(リム近辺)でのFG%ワーストランキング。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="598" src="https://nbananai.com/wp-content/uploads/image-5947-800x598.png" alt="" class="wp-image-22156" srcset="https://nbananai.com/wp-content/uploads/image-5947-800x598.png 800w, https://nbananai.com/wp-content/uploads/image-5947-500x374.png 500w, https://nbananai.com/wp-content/uploads/image-5947-768x574.png 768w, https://nbananai.com/wp-content/uploads/image-5947.png 1026w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">3～7feetでのFG%ランキング。試投数100以上選手対象。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="601" src="https://nbananai.com/wp-content/uploads/image-5948-800x601.png" alt="" class="wp-image-22157" srcset="https://nbananai.com/wp-content/uploads/image-5948-800x601.png 800w, https://nbananai.com/wp-content/uploads/image-5948-500x376.png 500w, https://nbananai.com/wp-content/uploads/image-5948-768x577.png 768w, https://nbananai.com/wp-content/uploads/image-5948.png 1023w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">１位ニコラ・ヨキッチは試投数でも1位。2位ザイオン・ウィリアムソンの試投数340(42.6%)に対し403(61.8%)。%Ast&#8217;dも58.6%なのでセルフクリエイトでもショートロールでも何でもござれ状態です。</figcaption></figure>



<p class="u-mb-ctrl u-mb-0">3～7feetでのFG%ワーストランキング。試投数100以上選手対象。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="601" src="https://nbananai.com/wp-content/uploads/image-5949-800x601.png" alt="" class="wp-image-22158" srcset="https://nbananai.com/wp-content/uploads/image-5949-800x601.png 800w, https://nbananai.com/wp-content/uploads/image-5949-500x375.png 500w, https://nbananai.com/wp-content/uploads/image-5949-768x577.png 768w, https://nbananai.com/wp-content/uploads/image-5949.png 1020w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">7～10feetでのFG%ランキング。試投数60以上選手対象。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="609" src="https://nbananai.com/wp-content/uploads/image-5951-800x609.png" alt="" class="wp-image-22160" srcset="https://nbananai.com/wp-content/uploads/image-5951-800x609.png 800w, https://nbananai.com/wp-content/uploads/image-5951-500x380.png 500w, https://nbananai.com/wp-content/uploads/image-5951-768x584.png 768w, https://nbananai.com/wp-content/uploads/image-5951.png 1008w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">7～10feetでの試投数はリーグ全体でグッと少なくなります。60本上打ったのは72名いて最多はジェイレン・ブランソンで215。ブランソンのハイアーチミッドレンジジャンパーは芸術。・・・・また長くなりそうなので以下は極力簡潔に。</figcaption></figure>



<p class="u-mb-ctrl u-mb-0">7～10feetでのFG%ワーストランキング。試投数60以上選手対象。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="604" src="https://nbananai.com/wp-content/uploads/image-5952-800x604.png" alt="" class="wp-image-22161" srcset="https://nbananai.com/wp-content/uploads/image-5952-800x604.png 800w, https://nbananai.com/wp-content/uploads/image-5952-500x378.png 500w, https://nbananai.com/wp-content/uploads/image-5952-768x580.png 768w, https://nbananai.com/wp-content/uploads/image-5952.png 1014w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">10～16feetでのFG%ランキング。試投数90以上選手対象。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="603" src="https://nbananai.com/wp-content/uploads/image-5971-800x603.png" alt="" class="wp-image-22181" srcset="https://nbananai.com/wp-content/uploads/image-5971-800x603.png 800w, https://nbananai.com/wp-content/uploads/image-5971-500x377.png 500w, https://nbananai.com/wp-content/uploads/image-5971-768x579.png 768w, https://nbananai.com/wp-content/uploads/image-5971.png 1012w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">10～16feetでのFG%ワーストランキング。試投数90以上選手対象。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="601" src="https://nbananai.com/wp-content/uploads/image-5972-800x601.png" alt="" class="wp-image-22182" srcset="https://nbananai.com/wp-content/uploads/image-5972-800x601.png 800w, https://nbananai.com/wp-content/uploads/image-5972-500x376.png 500w, https://nbananai.com/wp-content/uploads/image-5972-768x577.png 768w, https://nbananai.com/wp-content/uploads/image-5972.png 1011w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">レブロンがワースト1位なのは意外でした。3P%はキャリアハイの41.0%なので、そこらへんの微調整的なモノはやはり難しいのでしょう。基本ターンアラウンドジャンパーだったりタフショットですしね。</figcaption></figure>



<p class="u-mb-ctrl u-mb-0">16～22feetでのFG%ランキング。試投数90以上選手対象。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="603" src="https://nbananai.com/wp-content/uploads/image-5974-800x603.png" alt="" class="wp-image-22184" srcset="https://nbananai.com/wp-content/uploads/image-5974-800x603.png 800w, https://nbananai.com/wp-content/uploads/image-5974-500x377.png 500w, https://nbananai.com/wp-content/uploads/image-5974-768x579.png 768w, https://nbananai.com/wp-content/uploads/image-5974.png 1012w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">16～22feetでのFG%ワーストランキング。試投数90以上選手対象。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="605" src="https://nbananai.com/wp-content/uploads/image-5973-800x605.png" alt="" class="wp-image-22183" srcset="https://nbananai.com/wp-content/uploads/image-5973-800x605.png 800w, https://nbananai.com/wp-content/uploads/image-5973-500x378.png 500w, https://nbananai.com/wp-content/uploads/image-5973-768x581.png 768w, https://nbananai.com/wp-content/uploads/image-5973.png 1013w" sizes="(max-width: 800px) 100vw, 800px" /></figure>







<p class="u-mb-ctrl u-mb-0">22～26feet(おおよそ通常の3P)でのFG%ランキング。試投数100以上選手対象。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="622" src="https://nbananai.com/wp-content/uploads/image-5964-800x622.png" alt="" class="wp-image-22173" srcset="https://nbananai.com/wp-content/uploads/image-5964-800x622.png 800w, https://nbananai.com/wp-content/uploads/image-5964-500x389.png 500w, https://nbananai.com/wp-content/uploads/image-5964-768x597.png 768w, https://nbananai.com/wp-content/uploads/image-5964.png 986w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">22～26feetでのFG%ワーストランキング。試投数100以上選手対象。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="596" src="https://nbananai.com/wp-content/uploads/image-5965-800x596.png" alt="" class="wp-image-22174" srcset="https://nbananai.com/wp-content/uploads/image-5965-800x596.png 800w, https://nbananai.com/wp-content/uploads/image-5965-500x373.png 500w, https://nbananai.com/wp-content/uploads/image-5965-768x572.png 768w, https://nbananai.com/wp-content/uploads/image-5965.png 1024w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">26～29feet(ステップバックやディープ3P)でのFG%ランキング。試投数100以上選手対象。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="615" src="https://nbananai.com/wp-content/uploads/image-5966-800x615.png" alt="" class="wp-image-22175" srcset="https://nbananai.com/wp-content/uploads/image-5966-800x615.png 800w, https://nbananai.com/wp-content/uploads/image-5966-500x384.png 500w, https://nbananai.com/wp-content/uploads/image-5966-768x590.png 768w, https://nbananai.com/wp-content/uploads/image-5966.png 993w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">26～29feetでのFG%ワーストランキング。試投数100以上選手対象。</p>



<p><img decoding="async" 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" alt=""></p>



<p class="u-mb-ctrl u-mb-0">2９＋feet(超ディープ、ロゴ3、ヒーブ)でのFG%ランキング。試投数20以上選手対f象。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="633" src="https://nbananai.com/wp-content/uploads/image-5967-800x633.png" alt="" class="wp-image-22176" srcset="https://nbananai.com/wp-content/uploads/image-5967-800x633.png 800w, https://nbananai.com/wp-content/uploads/image-5967-500x395.png 500w, https://nbananai.com/wp-content/uploads/image-5967-768x607.png 768w, https://nbananai.com/wp-content/uploads/image-5967.png 966w" sizes="(max-width: 800px) 100vw, 800px" /><figcaption class="wp-element-caption">ヒーブとはショットクロックやゲームクロックぎりぎり時にたまに見られるバックコートからのダメ元シュートの事です。</figcaption></figure>



<p class="u-mb-ctrl u-mb-0">2９＋feetでのFG%ワーストランキング。試投数20以上選手対f象。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="637" src="https://nbananai.com/wp-content/uploads/image-5968-800x637.png" alt="" class="wp-image-22177" srcset="https://nbananai.com/wp-content/uploads/image-5968-800x637.png 800w, https://nbananai.com/wp-content/uploads/image-5968-500x398.png 500w, https://nbananai.com/wp-content/uploads/image-5968-768x612.png 768w, https://nbananai.com/wp-content/uploads/image-5968.png 962w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>以上。</p>



<p>スタミナの消耗を嫌ってか3P%が低くなるのをイヤがってか、打てるヒーブを打たない選手もいる中で僅かでも可能性に賭ける彼らは偉い↓。</p>



<p class="u-mb-ctrl u-mb-0">今季2024レギュラーシーズン、ヒーブ試投数ランキング。</p>



<figure class="wp-block-image size-full"><img decoding="async" width="501" height="646" src="https://nbananai.com/wp-content/uploads/1-233.png" alt="" class="wp-image-22179" srcset="https://nbananai.com/wp-content/uploads/1-233.png 501w, https://nbananai.com/wp-content/uploads/1-233-388x500.png 388w" sizes="(max-width: 501px) 100vw, 501px" /><figcaption class="wp-element-caption">ランキング中成功は３本のみ。「体力の無駄遣い」と思われても仕方がない気もします。</figcaption></figure>



<p>今回はこの辺で。ではまた。</p>



<p>おまけ。余談。</p>



<p>この手のランキング・スタッツは区切り方で印象も違ってくるんで書き方に結構悩みました。「対象を試投数何本以上にするか」とか「距離の区切り方をどうするか」とか。ワーストランキングも載せてるので尚更です。</p>



<p>より詳細に知りたい方は<a href="https://stathead.com/basketball/" data-type="link" data-id="https://stathead.com/basketball/">Stathead</a>(要有料サブスク)に赴くが吉です。メンドイって方はコチラ↓で我慢してくださいませ。</p>



<p>各距離毎の試投数ランキング。</p>



<p class="u-mb-ctrl u-mb-0">0～3feet。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="602" src="https://nbananai.com/wp-content/uploads/image-5975-800x602.png" alt="" class="wp-image-22185" srcset="https://nbananai.com/wp-content/uploads/image-5975-800x602.png 800w, https://nbananai.com/wp-content/uploads/image-5975-500x376.png 500w, https://nbananai.com/wp-content/uploads/image-5975-768x578.png 768w, https://nbananai.com/wp-content/uploads/image-5975.png 1021w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">3～7feet。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="598" src="https://nbananai.com/wp-content/uploads/image-5976-800x598.png" alt="" class="wp-image-22186" srcset="https://nbananai.com/wp-content/uploads/image-5976-800x598.png 800w, https://nbananai.com/wp-content/uploads/image-5976-500x374.png 500w, https://nbananai.com/wp-content/uploads/image-5976-768x574.png 768w, https://nbananai.com/wp-content/uploads/image-5976.png 1025w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">7～10feet。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="602" src="https://nbananai.com/wp-content/uploads/image-5977-800x602.png" alt="" class="wp-image-22187" srcset="https://nbananai.com/wp-content/uploads/image-5977-800x602.png 800w, https://nbananai.com/wp-content/uploads/image-5977-500x376.png 500w, https://nbananai.com/wp-content/uploads/image-5977-768x578.png 768w, https://nbananai.com/wp-content/uploads/image-5977.png 1016w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">10～16feet。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="599" src="https://nbananai.com/wp-content/uploads/image-5978-800x599.png" alt="" class="wp-image-22188" srcset="https://nbananai.com/wp-content/uploads/image-5978-800x599.png 800w, https://nbananai.com/wp-content/uploads/image-5978-500x374.png 500w, https://nbananai.com/wp-content/uploads/image-5978-768x575.png 768w, https://nbananai.com/wp-content/uploads/image-5978.png 1018w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">16～22feet。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="593" src="https://nbananai.com/wp-content/uploads/image-5979-800x593.png" alt="" class="wp-image-22189" srcset="https://nbananai.com/wp-content/uploads/image-5979-800x593.png 800w, https://nbananai.com/wp-content/uploads/image-5979-500x370.png 500w, https://nbananai.com/wp-content/uploads/image-5979-768x569.png 768w, https://nbananai.com/wp-content/uploads/image-5979.png 1030w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">22～26feet。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="586" src="https://nbananai.com/wp-content/uploads/image-5980-800x586.png" alt="" class="wp-image-22190" srcset="https://nbananai.com/wp-content/uploads/image-5980-800x586.png 800w, https://nbananai.com/wp-content/uploads/image-5980-500x366.png 500w, https://nbananai.com/wp-content/uploads/image-5980-768x563.png 768w, https://nbananai.com/wp-content/uploads/image-5980.png 1036w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">26～29feet。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="612" src="https://nbananai.com/wp-content/uploads/image-5981-800x612.png" alt="" class="wp-image-22191" srcset="https://nbananai.com/wp-content/uploads/image-5981-800x612.png 800w, https://nbananai.com/wp-content/uploads/image-5981-500x382.png 500w, https://nbananai.com/wp-content/uploads/image-5981-768x587.png 768w, https://nbananai.com/wp-content/uploads/image-5981.png 995w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p class="u-mb-ctrl u-mb-0">29＋feet。</p>



<figure class="wp-block-image size-large"><img decoding="async" width="800" height="606" src="https://nbananai.com/wp-content/uploads/image-5982-800x606.png" alt="" class="wp-image-22192" srcset="https://nbananai.com/wp-content/uploads/image-5982-800x606.png 800w, https://nbananai.com/wp-content/uploads/image-5982-500x379.png 500w, https://nbananai.com/wp-content/uploads/image-5982-768x582.png 768w, https://nbananai.com/wp-content/uploads/image-5982.png 1007w" sizes="(max-width: 800px) 100vw, 800px" /></figure>



<p>当ブログは私の備忘録も兼ねてますんで基本的にPCでの閲覧を前提に書いてるんですけども、先日確認してみたらスマホやタブレットで閲覧下さってる方のほうが多いんですよね。見辛くて申し訳ありません。</p>



<p>お詫び代わりにとっても見やすいデリック・ホワイトのドアップをどうぞ。</p>



<figure class="wp-block-image size-full is-resized"><img decoding="async" width="458" height="527" src="https://nbananai.com/wp-content/uploads/1-75.jpg" alt="" class="wp-image-11668" style="width:521px;height:auto" srcset="https://nbananai.com/wp-content/uploads/1-75.jpg 458w, https://nbananai.com/wp-content/uploads/1-75-435x500.jpg 435w" sizes="(max-width: 458px) 100vw, 458px" /></figure>



<p>いや本当にごめんなさい。</p>
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