{"help": "http://153.121.43.132:8000/api/package_show?id=www.geospatial.jp__ckan__dataset%3Afire-0437", "success": true, "result": {"xckan_id": "www.geospatial.jp__ckan__dataset:fire-0437", "xckan_title": "「地震時等の電気火災の発生・延焼等の危険解消に取り組むべき地域」の指定の参考となる不燃領域率及び戸建て住宅密度、木防建ぺい率の推計値に係るデータ_37_香川県", "xckan_site_name": "Ｇ空間情報センター", "xckan_site_url": "https://www.geospatial.jp/ckan/dataset/fire-0437", "xckan_last_updated": "2018-04-03T23:39:13Z", "xckan_description": "####「大規模地震時の電気火災発生抑制に関する検討会」の検討において提言された「地震時等の電気火災の発生・延焼等の危険解消に取り組むべき地域」の指定の際に、地方自治体が活用するためのデータである。 / ####【提供データ】 / #####・不燃領域率推計値 / #####・戸建て住宅密度 / #####・木防建ぺい率推計値【リソース】不燃領域率推計値 / ####不燃領域率は、国土地理院基盤地図情報※の建物外周線データ等をもとに内閣府が推計したものであり、次の計算式〔不燃領域率＝空地率＋(1－空地率)×不燃化率〕により求められる。ここで、空地率は幅員6m以上の道路面積及び100㎡以上の空地面積を町丁目面積で割ったもの、不燃化率は（耐火造建築面積＋0.8×準耐火造建築面積）を町丁目面積で割ったものである。 / ####なお、集計に利用した町丁・字境界は平成22年国勢調査（総務省）のものを用いている。データ列「funen」を参照のこと。 / ####※この地図の作成に当たっては、国土地理院長の承認を得て、同院発行の基盤地図情報を使用した。（承認番号 平29情使、 第1478号） / 戸建て住宅密度 / ####ここで取り扱う戸建て住宅密度は、平成22年国勢調査（総務省）の小地域統計に示されている戸建住宅世帯数を、同調査のGISデータに含まれる小地域のデータから読み取った町丁目ごとの面積で割ることにより求められる値である。 / ####なお、集計に利用した町丁・字境界も平成22年国勢調査（総務省）のものを用いている。データ列「kodate」を参照のこと。 / ####※この地図の作成に当たっては、国土地理院長の承認を得て、同院発行の基盤地図情報を使用した。（承認番号 平29情使、 第1478号） / 木防建ぺい率推計値 / ####木防建ぺい率は、国土地理院基盤地図情報※の建物建物外周線データからGISを用いて計算される木造建物建築面積及び防火木造建物建築面積の和を町丁目面積で割ることにより求められる推計値である（内閣府推計）。 / ####なお、集計に利用した町丁・字境界は平成22年国勢調査（総務省）のものを用いている。データ列「mokubo」を参照のこと。 / ####※この地図の作成に当たっては、国土地理院長の承認を得て、同院発行の基盤地図情報を使用した。（承認番号 平29情使、 第1478号）", "xckan_tags": [], "area": "香川県", "author": "内閣府（防災担当）", "author_email": "ryohei.ueda.w6w@cao.go.jp", "charge": "無償", "creator_user_id": "d9e0a4c6-3bd3-4960-bef7-8ef5841a8741", "emergency": "", "fee": "", "id": "5b90d992-ec0f-496e-91b7-9508dba02aac", "isopen": true, "license_agreement": "", "license_id": "ol", "license_title": "独自利用規約", "maintainer": "内閣府（防災担当）", "maintainer_email": "ryohei.ueda.w6w@cao.go.jp", "metadata_created": "2018-03-15T10:19:05.139041", "metadata_modified": "2018-04-03T23:39:13.290728", "name": "fire-0437", "notes": "####「大規模地震時の電気火災発生抑制に関する検討会」の検討において提言された「地震時等の電気火災の発生・延焼等の危険解消に取り組むべき地域」の指定の際に、地方自治体が活用するためのデータである。\r\n####【提供データ】\r\n#####・不燃領域率推計値\r\n#####・戸建て住宅密度\r\n#####・木防建ぺい率推計値", "num_resources": 3, "num_tags": 0, "organization": {"id": "99568914-a4e0-4855-b0ee-f10a616d1015", "name": "naikakufu-04", "title": "内閣府　大規模地震時の電気火災の発生・抑制に関する検討会", "type": "organization", "description": "####全国の市町村の不燃領域率、木防建ぺい率、戸建て住宅密度などの指標を整理したＧＩＳデータです。\r\n####【不燃領域率及び木防建ぺい率】\r\n#####国土地理院基盤地図情報（首都直下地震緊急対策区域及び南海トラフ地震防災対策推進地域は主として2016年度現在、その他の地域は2017年度現在）を基に内閣府で推計\r\n####【戸建て住宅世帯数密度】\r\n#####国勢調査（平成22年）を基に内閣府で推計\r\n", "image_url": "", "created": "2018-03-13T03:05:40.461878", "is_organization": true, "approval_status": "approved", "state": "active"}, "owner_org": "99568914-a4e0-4855-b0ee-f10a616d1015", "private": false, "quality": "", "registerd_date": "2018/3/15", "restriction": "内閣府コンテンツ利用規約による", "spatial": "", "state": "active", "thumbnail_url": 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", "title": "「地震時等の電気火災の発生・延焼等の危険解消に取り組むべき地域」の指定の参考となる不燃領域率及び戸建て住宅密度、木防建ぺい率の推計値に係るデータ_37_香川県", "type": "dataset", "url": "", "version": "", "extras": [{"key": "ダウンロード", "value": "ログイン"}], "resources": [{"cache_last_updated": null, "cache_url": null, "created": "2018-03-16T04:34:15.152270", "datastore_active": false, "description": "####不燃領域率は、国土地理院基盤地図情報※の建物外周線データ等をもとに内閣府が推計したものであり、次の計算式〔不燃領域率＝空地率＋(1－空地率)×不燃化率〕により求められる。ここで、空地率は幅員6m以上の道路面積及び100㎡以上の空地面積を町丁目面積で割ったもの、不燃化率は（耐火造建築面積＋0.8×準耐火造建築面積）を町丁目面積で割ったものである。\n####なお、集計に利用した町丁・字境界は平成22年国勢調査（総務省）のものを用いている。データ列「funen」を参照のこと。\n####※この地図の作成に当たっては、国土地理院長の承認を得て、同院発行の基盤地図情報を使用した。（承認番号　平29情使、 第1478号）", "format": "SHP", "hash": "", "id": "b3ea41fe-2015-4cdb-836c-d806db049c79", "last_modified": null, "metadata_modified": "2018-03-16T04:34:15.152270", "mimetype": null, "mimetype_inner": null, "name": "不燃領域率推計値", "package_id": "5b90d992-ec0f-496e-91b7-9508dba02aac", "position": 0, "resource_type": null, "size": null, "state": "active", "url": "https://www.geospatial.jp/ckan/dataset/5b90d992-ec0f-496e-91b7-9508dba02aac/resource/b3ea41fe-2015-4cdb-836c-d806db049c79/download/37funen.zip", "url_type": "upload"}, {"cache_last_updated": null, "cache_url": null, "created": "2018-03-16T04:34:16.816006", "datastore_active": false, "description": "####ここで取り扱う戸建て住宅密度は、平成22年国勢調査（総務省）の小地域統計に示されている戸建住宅世帯数を、同調査のGISデータに含まれる小地域のデータから読み取った町丁目ごとの面積で割ることにより求められる値である。\n####なお、集計に利用した町丁・字境界も平成22年国勢調査（総務省）のものを用いている。データ列「kodate」を参照のこと。\n####※この地図の作成に当たっては、国土地理院長の承認を得て、同院発行の基盤地図情報を使用した。（承認番号　平29情使、 第1478号）", "format": "SHP", "hash": "", "id": "c1e715b8-02ab-47fa-8fb8-6034d564cb38", "last_modified": null, "metadata_modified": "2018-03-16T04:34:16.816006", "mimetype": null, "mimetype_inner": null, "name": "戸建て住宅密度", "package_id": "5b90d992-ec0f-496e-91b7-9508dba02aac", "position": 1, "resource_type": null, "size": null, "state": "active", "url": "https://www.geospatial.jp/ckan/dataset/5b90d992-ec0f-496e-91b7-9508dba02aac/resource/c1e715b8-02ab-47fa-8fb8-6034d564cb38/download/37kodate.zip", "url_type": "upload"}, {"cache_last_updated": null, "cache_url": null, "created": "2018-03-16T04:34:18.376763", "description": "####木防建ぺい率は、国土地理院基盤地図情報※の建物建物外周線データからGISを用いて計算される木造建物建築面積及び防火木造建物建築面積の和を町丁目面積で割ることにより求められる推計値である（内閣府推計）。\n####なお、集計に利用した町丁・字境界は平成22年国勢調査（総務省）のものを用いている。データ列「mokubo」を参照のこと。\n####※この地図の作成に当たっては、国土地理院長の承認を得て、同院発行の基盤地図情報を使用した。（承認番号　平29情使、 第1478号）", "format": "SHP", "hash": "", "id": "0a76ecf0-0d11-48ad-b916-0c5d1a81c2a5", "last_modified": null, "metadata_modified": "2018-03-16T04:34:18.376763", "mimetype": null, "mimetype_inner": null, "name": "木防建ぺい率推計値", "package_id": "5b90d992-ec0f-496e-91b7-9508dba02aac", "position": 2, "resource_type": null, "size": null, "state": "active", "url": "https://www.geospatial.jp/ckan/dataset/5b90d992-ec0f-496e-91b7-9508dba02aac/resource/0a76ecf0-0d11-48ad-b916-0c5d1a81c2a5/download/37mokubo.zip", "url_type": "upload"}], "tags": [], "groups": [], "relationships_as_subject": [], "relationships_as_object": []}}