[ NMPC-L64 | PAL8-CNV | M243-11Y ]
PAL8-CNV ~ぱるはちこんぶ~
マップ画像のパレットを変換&ヒストグラムを表示(NMPC-L64準拠・A9V5対応)(初版公開:2019年10月11日、最終更新:2020年1月8日)
- このツールおよび関連ツールの位置づけと使い分けについての説明はこちら
- 「サテライト」のキャプチャとトリミングの正しい「やり方」
- 「片栗粉R」のやりかた
- 「ベクトル円海山」のやりかた
- 「ボロノイ図」の描きかた
![R](https://www.r-project.org/logo/Rlogo.png) | 統計数理研究所のミラーサイトから「R」を入手しよう |
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マップを分析して楽しみを拡げよう
サンプル1 | サンプル2 | あなたのマップ画像を使用 |
![](./map_region9.png)
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![](./map_region4.png)
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平地の面積はどちらが広いかな? |
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![Click to Download This Image](data:image/png;base64,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) 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) 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color | pixels | |
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#585757 | 1512 | 2.3% | #878787 | 1199 | 1.8% | #b4b4b4 | 835 | 1.3% | #dbdcdc | 34868 | 53.2% | #1bacfa | 14772 | 22.5% | #1293f9 | 12350 | 18.8% |
| XYZ Coordinates (Tab-separated)Download TSV File |
256x256 Height Matrix (Tab-separated) for 片栗粉R Download TSV File |
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