{"help": "http://153.121.43.132:8000/api/package_show?id=www.geospatial.jp__ckan__dataset%3Ayamanashi-pointcloud-2024", "success": true, "result": {"xckan_id": "www.geospatial.jp__ckan__dataset:yamanashi-pointcloud-2024", "xckan_title": "山梨県点群データ（航空LP・MMS）", "xckan_site_name": "Ｇ空間情報センター", "xckan_site_url": "https://www.geospatial.jp/ckan/dataset/yamanashi-pointcloud-2024", "xckan_last_updated": "2025-04-01T01:30:47Z", "xckan_description": "山梨県および一部、国土交通省関東地方整備局富士川砂防事務所ならびに東京都にて取得された航空レーザと山梨県で取得されたMMSの点群データになります。 / 各ダウンロードページより、1/500図郭単位で、LAS等の各種形式をZIP圧縮したファイルのダウンロードができます。データの座標参照系は、日本測地系2011／平面直角座標系第8系です。 / **注意** / ①ひとつのファイルの平均サイズが約200MBあります。最も大きなファイルは約1GBあります。ダウンロードに際しては、帯域によっては時間がかかること、保存先の空き容量にご注意ください。 / ②可能な限りのクリーニングはしていますが、データに外れ値が含まれていることをご了承ください。 / ③MMSの点群データは計測時期の違いにおける整合を処理しておりませんのでご利用の際は予めご承知おきください。 / データは、CC BY 4.0/ODbL のデュアルライセンスです。 / **公開範囲について** / - 旧：航空レーザ：山梨県 MMS：山梨県内（MMS該当業務範囲） / - 新：航空レーザ：山梨県全域 MMS：山梨県管理道路（県取得データ範囲）\r【リソース】索引図 / 点群データ取得範囲を整理した索引図 / - 航空LP：1/500図郭単位 / - MMS：業務単位 / - 3DTiles（航空LP）：6地域に分割 / - 3DTiles（MMS）：業務単位 / オリジナルデータ・グラウンドデータ（航空LP） / 建物・樹木などの地物の高さを含む地表面データと建物・樹木などの地物の高さを含まない地表面データがClass分類されたLas / - Class1：地表面データ / - Class2：グラウンドデータ / - Class9：鉄塔・送電線 / 全域が水部になる図郭は整備外となります。 / **ダウンロードに際してのご確認のお願い** / 本データの利用に関して利用者に生じた損害について、山梨県はいかなる責任も負わず、データの完全性・正確性・有用性・安全性等について、いかなる保証もいたしません。 / 必ずこちらの [** 規約 **](https://gic-yamanashi.s3.ap-northeast-1.amazonaws.com/2024/doc/license.pdf\"規約\") をご確認いただき、同意いただける場合のみデータのダウンロードを行ってください。データのダウンロードをされた場合には、規約を承諾したものとみなします。 / \r / グリッドデータ_DSM1（航空LP 0.50m txt形式） / オリジナルデータ / - Class1：地表面データ / - Class9：鉄塔・送電線を基に作成した0.50m格子状の標高データtxt / 極小範囲でグリッドが存在しない図郭は整備外となります。 / **ダウンロードに際してのご確認のお願い** / 本データの利用に関して利用者に生じた損害について、山梨県はいかなる責任も負わず、データの完全性・正確性・有用性・安全性等について、いかなる保証もいたしません。 / 必ずこちらの [** 規約 **](https://gic-yamanashi.s3.ap-northeast-1.amazonaws.com/2024/doc/license.pdf\"規約\") をご確認いただき、同意いただける場合のみデータのダウンロードを行ってください。データのダウンロードをされた場合には、規約を承諾したものとみなします。 / グリッドデータ_DSM1（航空LP 0.50m GeoTIFF形式） / オリジナルデータ / - Class1：地表面データ / - Class9：鉄塔・送電線を基に作成した0.50m格子状の標高データGeoTIFF / 極小範囲でグリッドが存在しない図郭は整備外となります。 / **ダウンロードに際してのご確認のお願い** / 本データの利用に関して利用者に生じた損害について、山梨県はいかなる責任も負わず、データの完全性・正確性・有用性・安全性等について、いかなる保証もいたしません。 / 必ずこちらの [** 規約 **](https://gic-yamanashi.s3.ap-northeast-1.amazonaws.com/2024/doc/license.pdf\"規約\") をご確認いただき、同意いただける場合のみデータのダウンロードを行ってください。データのダウンロードをされた場合には、規約を承諾したものとみなします。 / グリッドデータ_DSM2（航空LP 0.50m txt形式） / オリジナルデータ / - Class1：地表面データを基に作成した0.50m格子状の標高データtxt / 極小範囲でグリッドが存在しない図郭は整備外となります。 / **ダウンロードに際してのご確認のお願い** / 本データの利用に関して利用者に生じた損害について、山梨県はいかなる責任も負わず、データの完全性・正確性・有用性・安全性等について、いかなる保証もいたしません。 / 必ずこちらの [** 規約 **](https://gic-yamanashi.s3.ap-northeast-1.amazonaws.com/2024/doc/license.pdf\"規約\") をご確認いただき、同意いただける場合のみデータのダウンロードを行ってください。データのダウンロードをされた場合には、規約を承諾したものとみなします。 / グリッドデータ_DSM2（航空LP 0.50m GeoTIFF形式） / オリジナルデータ / - Class1：地表面データを基に作成した0.50m格子状の標高データGeoTIFF / 極小範囲でグリッドが存在しない図郭は整備外となります。 / **ダウンロードに際してのご確認のお願い** / 本データの利用に関して利用者に生じた損害について、山梨県はいかなる責任も負わず、データの完全性・正確性・有用性・安全性等について、いかなる保証もいたしません。 / 必ずこちらの [** 規約 **](https://gic-yamanashi.s3.ap-northeast-1.amazonaws.com/2024/doc/license.pdf\"規約\") をご確認いただき、同意いただける場合のみデータのダウンロードを行ってください。データのダウンロードをされた場合には、規約を承諾したものとみなします。 / グリッドデータ_DEM（航空LP 0.50m txt形式） / グラウンドデータを基に作成した0.50m格子状の標高データ：txt / 極小範囲でグリッドが存在しない図郭は整備外となります。 / **ダウンロードに際してのご確認のお願い** / 本データの利用に関して利用者に生じた損害について、山梨県はいかなる責任も負わず、データの完全性・正確性・有用性・安全性等について、いかなる保証もいたしません。 / 必ずこちらの [** 規約 **](https://gic-yamanashi.s3.ap-northeast-1.amazonaws.com/2024/doc/license.pdf\"規約\") をご確認いただき、同意いただける場合のみデータのダウンロードを行ってください。データのダウンロードをされた場合には、規約を承諾したものとみなします。 / グリッドデータ_DEM（航空LP 0.50m GeoTIFF形式） / グラウンドデータを基に作成した0.50m格子状の標高データ：GeoTIFF / 極小範囲でグリッドが存在しない図郭は整備外となります。 / **ダウンロードに際してのご確認のお願い** / 本データの利用に関して利用者に生じた損害について、山梨県はいかなる責任も負わず、データの完全性・正確性・有用性・安全性等について、いかなる保証もいたしません。 / 必ずこちらの [** 規約 **](https://gic-yamanashi.s3.ap-northeast-1.amazonaws.com/2024/doc/license.pdf\"規約\")をご確認いただき、同意いただける場合のみデータのダウンロードを行ってください。データのダウンロードをされた場合には、規約を承諾したものとみなします。 / オルソ画像データ（航空LP） / 写真画像に三次元計測データ等を加え正射変換を行った画像データ：GEOTIFF / 地上画素寸法：0.25m / **ダウンロードに際してのご確認のお願い** / 本データの利用に関して利用者に生じた損害について、山梨県はいかなる責任も負わず、データの完全性・正確性・有用性・安全性等について、いかなる保証もいたしません。 / 必ずこちらの [** 規約 **](https://gic-yamanashi.s3.ap-northeast-1.amazonaws.com/2024/doc/license.pdf\"規約\") をご確認いただき、同意いただける場合のみデータのダウンロードを行ってください。データのダウンロードをされた場合には、規約を承諾したものとみなします。 / 微地形表現図（陰陽図） / グラウンドデータの地形特徴を直感的に理解しやすい形で表現した画像データ：GEOTIFF / 特徴：拡大表現しても微地形表現を維持 / 地上画素寸法：0.50m / **ダウンロードに際してのご確認のお願い** / 本データの利用に関して利用者に生じた損害について、山梨県はいかなる責任も負わず、データの完全性・正確性・有用性・安全性等について、いかなる保証もいたしません。 / 必ずこちらの [** 規約 **](https://gic-yamanashi.s3.ap-northeast-1.amazonaws.com/2024/doc/license.pdf\"規約\")をご確認いただき、同意いただける場合のみデータのダウンロードを行ってください。データのダウンロードをされた場合には、規約を承諾したものとみなします。 / 等高線 / グリッドデータから自動生成により作成した1m間隔の等高線データ：DXF / **ダウンロードに際してのご確認のお願い** / 本データの利用に関して利用者に生じた損害について、山梨県はいかなる責任も負わず、データの完全性・正確性・有用性・安全性等について、いかなる保証もいたしません。 / 必ずこちらの [** 規約 **](https://gic-yamanashi.s3.ap-northeast-1.amazonaws.com/2024/doc/license.pdf\"規約\")をご確認いただき、同意いただける場合のみデータのダウンロードを行ってください。データのダウンロードをされた場合には、規約を承諾したものとみなします。 / 水部ポリゴン / 航空レーザデータを用いて水部の範囲を対象とした県内全域のポリゴンデータ：shp / **ダウンロードに際してのご確認のお願い** / 本データの利用に関して利用者に生じた損害について、山梨県はいかなる責任も負わず、データの完全性・正確性・有用性・安全性等について、いかなる保証もいたしません。 / 必ずこちらの [** 規約 **](https://gic-yamanashi.s3.ap-northeast-1.amazonaws.com/2024/doc/license.pdf\"規約\") をご確認いただき、同意いただける場合のみデータのダウンロードを行ってください。データのダウンロードをされた場合には、規約を承諾したものとみなします。 / MMSオリジナルデータ / MMSデータ オリジナルデータのLas / 計測時期の違いにおける整合を処理しておりませんのでご利用の際は予めご承知おきください。 / **ダウンロードに際してのご確認のお願い** / 本データの利用に関して利用者に生じた損害に", "xckan_tags": [], "area": "山梨県", "author": "山梨県 知事政策局 新事業チャレンジ推進グループ", "author_email": "yamadera-akzx@pref.yamanashi.lg.jp", "charge": "無償（有償のときのみ”有償”が表示されます。）", "creator_user_id": "f3c4e8bf-80e5-41e9-ad2b-b79a02898149", "emergency": "無償提供", "fee": "なし", "id": "28acbcff-b514-4147-8bec-265d28de23a7", "isopen": true, "license_agreement": "利用規約及び免責事項による", "license_id": "CC-BY", "license_title": "クリエイティブ・コモンズ 表示", "license_url": "http://www.opendefinition.org/licenses/cc-by/", "maintainer": "山梨県 知事政策局 新事業チャレンジ推進グループ", "maintainer_email": "yamadera-akzx@pref.yamanashi.lg.jp", "metadata_created": "2025-03-26T08:50:49.087013", "metadata_modified": "2025-04-01T01:30:47.319212", "name": "yamanashi-pointcloud-2024", "notes": "山梨県および一部、国土交通省関東地方整備局富士川砂防事務所ならびに東京都にて取得された航空レーザと山梨県で取得されたMMSの点群データになります。\r\n各ダウンロードページより、1/500図郭単位で、LAS等の各種形式をZIP圧縮したファイルのダウンロードができます。データの座標参照系は、日本測地系2011／平面直角座標系第8系です。\r\n\r\n**注意**\r\n\r\n①ひとつのファイルの平均サイズが約200MBあります。最も大きなファイルは約1GBあります。ダウンロードに際しては、帯域によっては時間がかかること、保存先の空き容量にご注意ください。\r\n\r\n②可能な限りのクリーニングはしていますが、データに外れ値が含まれていることをご了承ください。\r\n\r\n③MMSの点群データは計測時期の違いにおける整合を処理しておりませんのでご利用の際は予めご承知おきください。\r\n\r\nデータは、CC BY 4.0/ODbL のデュアルライセンスです。\r\n\r\n**公開範囲について**\r\n\r\n- 旧：航空レーザ：山梨県　MMS：山梨県内（MMS該当業務範囲）\r\n- 新：航空レーザ：山梨県全域　MMS：山梨県管理道路（県取得データ範囲）\r\n", "num_resources": 15, "num_tags": 33, "organization": {"id": "6ebf2a67-bbc0-4653-be60-d70090b96d10", "name": "yamanashi-challenge-g", "title": "新事業チャレンジ推進グループ", "type": "organization", "description": "山梨県　知事政策局　新事業チャレンジ推進グループ", "image_url": "", "created": "2025-03-26T08:34:29.286023", "is_organization": true, "approval_status": "approved", "state": "active"}, "owner_org": "6ebf2a67-bbc0-4653-be60-d70090b96d10", "private": false, "quality": "地図情報レベル500相当", "registerd_date": "", "restriction": "利用規約及び免責事項による", "spatial": "{\"type\":\"Polygon\",\"coordinates\":[[[138.18008859,35.16838444],[138.18008859,35.97170841],[139.13441367,35.97170841],[139.13441367,35.16838444],[138.18008859,35.16838444]]]}", "state": "active", "thumbnail_url": 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", 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"計測時の車両の走行軌跡のデータのshp\r\n\r\n**ダウンロードに際してのご確認のお願い**\r\n\r\n本データの利用に関して利用者に生じた損害について、山梨県はいかなる責任も負わず、データの完全性・正確性・有用性・安全性等について、いかなる保証もいたしません。\r\n\r\n必ずこちらの [** 規約 **](https://gic-yamanashi.s3.ap-northeast-1.amazonaws.com/2024/doc/license.pdf\"規約\")をご確認いただき、同意いただける場合のみデータのダウンロードを行ってください。データのダウンロードをされた場合には、規約を承諾したものとみなします。", "format": "ZIP", "hash": "", "id": "8b50b00c-c8f9-484f-9a72-ea846ac686c8", "last_modified": null, "metadata_modified": "2025-03-27T03:26:20.696886", "metadata_type": "", "mimetype": null, "mimetype_inner": null, "name": "MMS走行軌跡データ", "package_id": "28acbcff-b514-4147-8bec-265d28de23a7", "position": 13, "resource_type": null, "selection_type": "", "size": null, "standard_price": "", "state": "active", "tos": "", "url": "https://gic-yamanashi.s3.ap-northeast-1.amazonaws.com/2024/mmstrj/mmstrj.zip", "url_type": null}, {"acknowledgement": "", "cache_last_updated": null, "cache_url": null, "created": "2025-03-27T03:55:29.553539", "data_crs": "", "description": "3DTilesは保管されているURLと東京都デジタルツインビューワに連携された2種類をご利用いただけます。東京都デジタルツインビューワのURLをクリックすると3DTilesデータが搭載された東京都デジタルツインビューワが起動します。\r\n\r\n**保管URL**\r\n\r\n- 3DTiles（航空LP）：6地域に分割\r\n    - 峡中：https://yamanashi-tile.geospatial.jp/tile/2024/01_kyouchu/tileset.json\r\n    - 峡北：https://yamanashi-tile.geospatial.jp/tile/2024/02_kyohoku/tileset.json\r\n    - 峡東・：https://yamanashi-tile.geospatial.jp/tile/2024/03_kyoto/tileset.json\r\n    - 東部：https://yamanashi-tile.geospatial.jp/tile/2024/04_tobu/tileset.json\r\n    - 富士北麓：https://yamanashi-tile.geospatial.jp/tile/2024/05_fujihokuroku/tileset.json\r\n    - 峡南：https://yamanashi-tile.geospatial.jp/tile/2024/06_kyonan/tileset.json\r\n- 3DTiles（MMS）：業務単位\r\n    - 01：https://yamanashi-tile.geospatial.jp/tile/2024/01/tileset.json\r\n    - 02：https://yamanashi-tile.geospatial.jp/tile/2024/02/tileset.json\r\n    - 03：https://yamanashi-tile.geospatial.jp/tile/2024/03/tileset.json\r\n    - 04：https://yamanashi-tile.geospatial.jp/tile/2024/04/tileset.json\r\n    - 05：https://yamanashi-tile.geospatial.jp/tile/2024/05/tileset.json\r\n    - 06：https://yamanashi-tile.geospatial.jp/tile/2024/06/tileset.json\r\n    - 07：https://yamanashi-tile.geospatial.jp/tile/2024/07/tileset.json\r\n    - 08：https://yamanashi-tile.geospatial.jp/tile/2024/08/tileset.json\r\n\r\n**東京都デジタルツインビューワ連携URL**\r\n\r\n- 3DTiles（航空LP）：6地域に分割\r\n    - 峡中：[ビューワリンク](https://3dview.tokyo-digitaltwin.metro.tokyo.lg.jp/#share=s-fR23McYCe6UZE7cF)\r\n    - 峡北：[ビューワリンク](https://3dview.tokyo-digitaltwin.metro.tokyo.lg.jp/#share=s-tBSjWIFFXXGcJoLJ)\r\n    - 峡東：[ビューワリンク](https://3dview.tokyo-digitaltwin.metro.tokyo.lg.jp/#share=s-b0bIS4K7Yjac6Fiq)\r\n    - 東部：[ビューワリンク](https://3dview.tokyo-digitaltwin.metro.tokyo.lg.jp/#share=s-vrYEV1qnV8B58KWq)\r\n    - 富士北麓：[ビューワリンク](https://3dview.tokyo-digitaltwin.metro.tokyo.lg.jp/#share=s-6BnucgeeXeU87O92)\r\n    - 峡南：[ビューワリンク](https://3dview.tokyo-digitaltwin.metro.tokyo.lg.jp/#share=s-n9lT95uMI17LoSbc)\r\n- 3DTiles（MMS）：業務単位\r\n    - 01：[ビューワリンク](https://3dview.tokyo-digitaltwin.metro.tokyo.lg.jp/#share=s-wqG9geBDCXtEnYJj)\r\n    - 02：[ビューワリンク](https://3dview.tokyo-digitaltwin.metro.tokyo.lg.jp/#share=s-s7NIyKzzWdcQ9QTa)\r\n    - 03：[ビューワリンク](https://3dview.tokyo-digitaltwin.metro.tokyo.lg.jp/#share=s-t34jEQsV9g2m89KP)\r\n    - 04：[ビューワリンク](https://3dview.tokyo-digitaltwin.metro.tokyo.lg.jp/#share=s-gAQY4F2mzfZC9RGo)\r\n    - 05：[ビューワリンク](https://3dview.tokyo-digitaltwin.metro.tokyo.lg.jp/#share=s-hLykxm7eRna6nEd4)\r\n    - 06：[ビューワリンク](https://3dview.tokyo-digitaltwin.metro.tokyo.lg.jp/#share=s-p7y1KehmZPNwwvCK)\r\n    - 07：[ビューワリンク](https://3dview.tokyo-digitaltwin.metro.tokyo.lg.jp/#share=s-jSKHjzbfo3AFkqiH)\r\n    - 08：[ビューワリンク](https://3dview.tokyo-digitaltwin.metro.tokyo.lg.jp/#share=s-yGWeoxOVjfQP2GZP)\r\n\r\n\r\n\r\nMMSの点群データは計測時期の違いにおける整合を処理しておりませんのでご利用の際は予めご承知おきください。\r\n", "format": "3d tiles", "hash": "", "id": "1a1b57ee-51af-4982-80f2-4ab5e2830eba", "last_modified": null, "metadata_modified": "2025-04-01T01:30:47.326127", "metadata_type": "", "mimetype": null, "mimetype_inner": null, "name": "3DTiles(航空LP・MMS)", "package_id": "28acbcff-b514-4147-8bec-265d28de23a7", "position": 14, "resource_type": null, "selection_type": "", "size": null, "standard_price": "", "state": "active", "tos": "", "url": "", "url_type": null}], "tags": [{"display_name": "3次元点群データ", "id": "34aa4eb8-ee3a-4f7f-8ef6-650718723297", "name": "3次元点群データ", "state": "active", "vocabulary_id": null}, {"display_name": "LAS", "id": "926b2975-9202-417e-a847-77864ac4ea77", "name": "LAS", "state": "active", "vocabulary_id": null}, {"display_name": "MMS", "id": "9745e7ee-1f94-41c8-bb02-ed294f5bfc84", "name": "MMS", "state": "active", "vocabulary_id": null}, {"display_name": "Vポート", "id": "b6064c21-87bd-4d9e-8272-b347b107df9e", "name": "Vポート", "state": "active", "vocabulary_id": null}, {"display_name": "オルソ画像", "id": "332336b3-aeee-4733-af8b-9aa12fc68952", "name": "オルソ画像", "state": "active", "vocabulary_id": null}, {"display_name": "グリッドデータ", "id": "c0bb0307-c8ab-447b-96c0-e5cd2d2c4777", "name": "グリッドデータ", "state": "active", "vocabulary_id": null}, {"display_name": "シミュレーション", "id": "dfe88a02-e190-44be-8a63-400ce2f967b5", "name": "シミュレーション", "state": "active", "vocabulary_id": null}, {"display_name": "デジタル", "id": "ce291df2-f38e-4bd7-8572-9359b2fc9036", "name": "デジタル", "state": "active", "vocabulary_id": null}, {"display_name": "デジタルツイン", "id": "0b55e968-4136-47ee-acd5-debeb258dea5", "name": "デジタルツイン", "state": "active", "vocabulary_id": null}, {"display_name": "三次元", "id": "066d634c-d26a-47f0-8771-b20da246cc06", "name": "三次元", "state": "active", "vocabulary_id": null}, {"display_name": "台風", "id": "08fb7e81-ba72-4edd-9a26-13779a43fc6b", "name": "台風", "state": "active", "vocabulary_id": null}, {"display_name": "噴火", "id": "9f8d60dc-b1e3-4c08-a727-8b0ab45fd9b5", "name": "噴火", "state": "active", "vocabulary_id": null}, {"display_name": "土木", "id": "2d137949-0bd8-4b51-9254-bcbbd37250c0", "name": 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