GGHS2019W Team7.lst

#Project
h4 Renewable_Energy_and_Environmental_Protection_In_Ganghwa

#Class
Main_Energy circle
Energy
Photovoltaic_energy red box
Tidal_energy blue box
Bio_energy green box

#Relation
is_Included_In 
same_power_source


#Nodes
Renewable_energy Main_Energy Renewable_energy https://ko.wikipedia.org/wiki/%EC%9E%AC%EC%83%9D_%EA%B0%80%EB%8A%A5_%EC%97%90%EB%84%88%EC%A7%80 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Tidal_energy Energy Tidal_energy https://ko.wikipedia.org/wiki/%EC%A1%B0%EB%A0%A5_%EB%B0%9C%EC%A0%84 data:image/svg+xml;base64,<?xml version="1.0" ?><svg height="120" id="svg4254" version="1.1" viewBox="0 0 120 120" width="120" xmlns="http://www.w3.org/2000/svg" xmlns:cc="http://creativecommons.org/ns#" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns:svg="http://www.w3.org/2000/svg"><defs id="defs4256"/><path d="M 112.61328,60.000005 A 52.613281,52.613281 0 0 1 60.000002,112.61329 52.613281,52.613281 0 0 1 7.3867209,60.000005 52.613281,52.613281 0 0 1 60.000002,7.3867239 52.613281,52.613281 0 0 1 112.61328,60.000005 Z" id="circle16348" style="opacity:1;fill:#80deea;fill-opacity:1;stroke:none;stroke-width:6.9000001;stroke-linecap:round;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1"/><path d="m 96.568596,46.117982 0.612827,0 0,8.341746 -0.612827,0 z" id="rect16352" 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Bio_energy Energy Bio_energy https://ko.wikipedia.org/wiki/%EB%B0%94%EC%9D%B4%EC%98%A4%EC%97%90%EB%84%88%EC%A7%80 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Sosa_tree Photovoltaic_energy Sosa_tree http://www.heritage.go.kr/heri/cul/culSelectDetail.do?s_kdcd=16&s_ctcd=23&ccbaKdcd=16&ccbaAsno=05020000&ccbaCtcd=23&ccbaCpno=1362305020000&ccbaLcto=30&culPageNo=1&header=region&returnUrl=%2Fheri%2Fcul%2FculSelectRegionList.do&assetname=16
Trifoliate_Orange_Tree Photovoltaic_energy Trifoliate_Orange_Tree http://www.heritage.go.kr/heri/cul/culSelectDetail.do?s_kdcd=16&s_ctcd=23&ccbaKdcd=16&ccbaAsno=00780000&ccbaCtcd=23&ccbaCpno=1362300780000&ccbaLcto=30&culPageNo=1&header=region&returnUrl=%2Fheri%2Fcul%2FculSelectRegionList.do&assetname=16
Ginkgo_Tree Photovoltaic_energy Ginkgo_Tree http://www.heritage.go.kr/heri/cul/culSelectDetail.do?s_kdcd=16&s_ctcd=23&ccbaKdcd=16&ccbaAsno=03040000&ccbaCtcd=23&ccbaCpno=1362303040000&ccbaLcto=30&culPageNo=1&header=region&returnUrl=%2Fheri%2Fcul%2FculSelectRegionList.do&assetname=16
Chinese_Juniper Photovoltaic_energy Chinese_Juniper http://dh.aks.ac.kr/~heritage/wiki/index.php/%EB%B3%B4%EB%AC%B8%EC%82%AC_%ED%96%A5%EB%82%98%EB%AC%B4
Manila_clam Tidal_energy Manila_clam https://terms.naver.com/entry.nhn?docId=3580181&cid=58945&categoryId=58974
Sand_crab Tidal_energy Sand_crab https://terms.naver.com/entry.nhn?docId=742581&cid=46691&categoryId=46691
Globular_ghost_crab Tidal_energy Globular_ghost_crab https://terms.naver.com/entry.nhn?docId=746068&cid=46691&categoryId=46691
Surf_clam Tidal_energy Surf_clam https://terms.naver.com/entry.nhn?docId=1097877&cid=40942&categoryId=32465
Barnacle Tidal_energy Barnacle https://terms.naver.com/entry.nhn?docId=1086329&cid=40942&categoryId=32494
Black_faced_spoonbill Bio_energy Black_faced_spoonbill http://encykorea.aks.ac.kr/Contents/Item/E0075057
Longbill Bio_energy Longbill https://terms.naver.com/entry.nhn?docId=543693&cid=46639&categoryId=46639
Red_crowned_Crane Bio_energy Red_crowned_Crane https://terms.naver.com/entry.nhn?docId=4368275&cid=42555&categoryId=58720
chinese_egret Bio_energy chinese_egret https://m.terms.naver.com/entry.nhn?docId=1076780&cid=40942&categoryId=33554





#Links
Photovoltaic_energy Renewable_energy is_Included_In
Tidal_energy Renewable_energy is_Included_In
Bio_energy Renewable_energy is_Included_In
Sosa_tree Photovoltaic_energy same_power_source
Trifoliate_Orange_Tree Photovoltaic_energy same_power_source
Ginkgo_Tree Photovoltaic_energy same_power_source
Chinese_Juniper Photovoltaic_energy same_power_source
Manila_clam Tidal_energy same_power_source
Sand_crab Tidal_energy same_power_source
Globular_ghost_crab Tidal_energy same_power_source
Surf_clam Tidal_energy same_power_source
Barnacle Tidal_energy same_power_source
Black_faced_spoonbill Bio_energy same_power_source
Longbill Bio_energy same_power_source
Red_crowned_Crane Bio_energy same_power_source
chinese_egret Bio_energy same_power_source





#End