[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"$fu7FnzjibNJXTJ2qei6RaIz6_WZEpCyxRouxJn1GeK-o":3,"$frf5E02cvr7PxH6Gwf8oexty6u2vBnndrQjyzOkESEUw":12},{"author":4,"tags":11},{"author_id":5,"author_name":6,"author_name_first_letter":7,"article_count":8,"bio":9,"short_bio":9,"slug":10,"image_url":9},83085,"Richard Heath","R",2,null,"richard-heath",[],{"quotes":13,"pagination":43},[14,31],{"id":15,"quote_text":16,"author_id":5,"source_id":8,"has_image":17,"author":18,"source":19,"quote_tag":20,"commentary":9},605253,"The Golden Mean was considered a fundamental constant by the Egyptians and the fundamental division of the whole into two parts.",false,{"id":5,"author_name":6,"slug":10,"author_name_first_letter":7,"article_count":8,"image_url":9},{},[21,26],{"id":22,"tag":23},3180214,{"id":24,"tag_name":25},43348,"golden-ratio",{"id":27,"tag":28},3180215,{"id":29,"tag_name":30},51456,"history-of-mathematics",{"id":32,"quote_text":33,"author_id":5,"source_id":8,"has_image":17,"author":34,"source":35,"quote_tag":36,"commentary":9},605249,"Schwaller de Lubicz identifies the Golden Mean as \"the fundamental scission,\" or division of one into two, that creates three things - the original whole and two parts, one in golden proportion to the whole and the other in golden proportion to that.",{"id":5,"author_name":6,"slug":10,"author_name_first_letter":7,"article_count":8,"image_url":9},{},[37,40],{"id":38,"tag":39},3180195,{"id":24,"tag_name":25},{"id":41,"tag":42},3180196,{"id":29,"tag_name":30},{"currentPage":44,"totalPages":44,"totalItems":8,"itemsPerPage":45},1,10]