{"kind":"template","version":2,"metadata":{"templateId":"tmpl-flow-charts-01","displayName":{"en":"Flowcharts","de":"Flussdiagramme","jp":"フローチャート"},"primaryElementId":"flow-chart-page-01","description":{"en":"Flow chart elements with the most important flow chart symbols implemented as database items based on SVG implementations.\nAdd items and connect in the graph mode to create flow charts. Easy.\nThere is also some color scheme functionality implemented where you can add a page item onto the current canvas and use its layout elements to change coloring of all elements on the page. Manual color application remains an option. Custom color schemes can be implemented by modifying text stored in the canvas item.","de":"Flussdiagramm-Elemente mit den wichtigsten Flussdiagramm-Symbolen als Datenbankeinträge auf Basis von SVG-Implementierungen.\nElemente hinzufügen und im Graph-Modus verbinden, um Flussdiagramme zu erstellen. Einfach.\nAußerdem gibt es Farbschema-Funktionen: Legen Sie ein Seitenelement auf die aktuelle Canvas und nutzen Sie dessen Layout-Elemente, um die Farbe aller Elemente auf der Seite zu ändern. Manuelle Farbzuweisung bleibt möglich. Eigene Farbschemas können durch Anpassen des im Canvas-Element gespeicherten Texts umgesetzt werden.","jp":"主要なフローチャート記号をSVG実装に基づくデータベース項目として用意したフローチャート要素です。\n項目を追加し、グラフモードで接続してフローチャートを作成できます。簡単です。\nまた、ページ項目を現在のキャンバスに追加し、そのレイアウト要素でページ上の全要素の色を変更できるカラースキーム機能もあります。手動での色設定も可能です。独自のカラースキームは、キャンバス項目に保存されたテキストを編集して実装できます。"},"author":"Containd","preview":{"kind":"inline","mediaType":"image/jpeg","data":"data:image/jpeg;base64,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"},"previewThumb":{"kind":"inline","mediaType":"image/jpeg","data":"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4gHYSUNDX1BST0ZJTEUAAQEAAAHIAAAAAAQwAABtbnRyUkdCIFhZWiAH4AABAAEAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAACRyWFlaAAABFAAAABRnWFlaAAABKAAAABRiWFlaAAABPAAAABR3dHB0AAABUAAAABRyVFJDAAABZAAAAChnVFJDAAABZAAAAChiVFJDAAABZAAAAChjcHJ0AAABjAAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJYWVogAAAAAAAAb6IAADj1AAADkFhZ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for flow and system charts operator elements.\nUse this element and switch layout to decide which operator should be used.","de":"Für Operator-Elemente in Fluss- und Systemdiagrammen.\nDieses Element verwenden und das Layout umschalten, um den gewünschten Operator festzulegen.","jp":"フロー図やシステム図の演算子要素に使用します。\nこの要素を使い、レイアウトを切り替えて使用する演算子を選びます。"},"defaultShapeSvgs":[{"id":"sum-01","svg":{"kind":"inline","mediaType":"image/svg+xml","data":"<svg xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 64 64\">\n  <circle id=\"flow-sum-c-autobg-autos-autoscol\" fill=\"#c1c1c1\" stroke=\"#000000\" stroke-width=\"4\" cx=\"32\" cy=\"32\" r=\"29\"/>\n  <path id=\"flow-sum-p1-autobg-autos-autoscol\" fill=\"#c1c1c1\" stroke=\"#000000\" stroke-width=\"4\" d=\"M 11,11 C 25,25 39,39 52,52\"/>\n  <path id=\"flow-sum-p2-autobg-autos-autoscol\" fill=\"#c1c1c1\" stroke=\"#000000\" stroke-width=\"4\" d=\"M 52,11 C 39,25 25,39 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element that allows you to put a chart in your chart. Like a plotted curve I mean. Some predefined curve types. Or enter x/y values manually.","de":"Ein Element, mit dem Sie ein Diagramm in Ihr Diagramm setzen können – z. B. eine geplottete Kurve. Einige vordefinierte Kurventypen. 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werden.","jp":"フローチャート用のキャンバスとしてこの要素を使います。\n現在のキャンバスにカラースキーム変更用のUI要素を追加するときにも使います。現在のキャンバスもこの要素である場合にのみ機能します。キャンバス上のすべての要素に適用される想定です。"},"scripts":{"events":[{"id":"binding-conn-m201","event":"onCreated","handler":{"kind":"action","actionId":"action-initial-canvas-pattern"}},{"id":"binding-conn-m249","event":"onFirstMount","handler":{"kind":"script","scriptId":"script-make-dropdown-from-scheme-def"}},{"id":"binding-conn-m164::conn-m170","event":"onEdited","handler":{"kind":"script","scriptId":"script-set-color-scheme-template"},"watchRefs":[{"kind":"categoryProperty","categoryId":"flow-chart-categories-page-01","propertyId":"prop-flow-chart-page-scheme-filling-colo"},{"kind":"categoryProperty","categoryId":"flow-chart-categories-page-01","propertyId":"prop-flow-chart-page-scheme-border-col"},{"kind":"categoryProperty","categoryId":"flow-chart-categories-page-01","propertyId":"prop-flow-chart-page-scheme-frame-thk"},{"kind":"categoryProperty","categoryId":"flow-chart-categories-page-01","propertyId":"prop-flow-chart-page-scheme-text-col"},{"kind":"categoryProperty","categoryId":"flow-chart-categories-page-01","propertyId":"prop-flow-chart-page-scheme-text-size"}]},{"id":"binding-conn-m251::conn-m253","event":"onEdited","handler":{"kind":"script","scriptId":"script-make-dropdown-from-scheme-def"},"watchRefs":[{"kind":"categoryProperty","categoryId":"flow-chart-categories-page-01","propertyId":"prop-col-scheme-list-txt"}]}],"actions":[{"id":"action-initial-canvas-pattern","type":"builtin","builtin":{"kind":"setDotCanvasPattern","dotDiameter":{"kind":"static","value":3},"dotSpacing":{"kind":"static","value":30},"dotColor":{"kind":"static","value":"#aaaaaa"}}},{"id":"action-1783884225174-1","type":"builtin","builtin":{"kind":"setDotCanvasPattern","dotDiameter":{"kind":"static","value":3},"dotSpacing":{"kind":"static","value":30},"dotColor":{"kind":"static","value":"#aaaaaa"}}},{"type":"builtin","builtin":{"kind":"setValue"},"id":"action-1783876337938-2"}]},"preview":{"kind":"inline","mediaType":"image/jpeg","data":"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAoHBwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIfIiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCAH0AfQDASIAAhEBAxEB/8QAHAABAAMAAwEBAAAAAAAAAAAAAAEGBwMEBQgC/8QAURAAAQIDAgUOCwUGBAcBAQAAAAECAwQFBhExQWFx0RIUFhchMjZRVXSRk7HBBxMiNVJTVHOBoaIjQpKU4RVicrLS4iQzNMImY4Kjs/DxJUX/xAAZAQEAAwEBAAAAAAAAAAAAAAAAAQIDBAX/xAApEQEAAgEEAgICAgIDAQAAAAAAAQIDERITMSFRMkEEIjSxYfAFI3Hh/9oADAMBAAIRAxEAPwD2gQAJAAAAAAAAAAAAACSABIAAEEkASCCQAAAAACASQAAJAEEkAAAAAAAAASCCQAAAAAAAAAAAEEgCCSAAAAAAAAAAAAAAAAAAABAgkgEiQAAAAAAAAAAAAAkgASAQBJAAAAAAABIIAAAAAAAAAAAAAAAAAAkgkCCSABJAAAAASCCQBBJAAAAAAAAAAAAAAAAAAAAAABAAAkAgASQSAAAAAAAAAAOnO1aQp3+rmWQ1VL0bhcvwTdERqO4CvPtrSWuuaky9ONIaJ2qRs4pXq5nq00ltlvSN0LEQV3ZxSvVzXVppGzilermurTSNlvRuhYgVzZvSvVzP4E0k7OKV6uZ/AmkbLejdCxElb2b0v1cz+BNJOzel+qmfwJpGy3o3QsZBXNm9L9VM/gTSNm9L9XM/gTSNlvRuhYySubN6X6uZ/AmkbN6V6uZ/AmkbLejdCxgrmzilermvwJpGzilermurTSNlvRuhYwVzZvSvVzPVppGzilermurTSNlvRuhYwVzZxSvVzX4E0jZvSvVzPVppGy3o3QsYK5s4pXq5rq00jZxSvVzX4E0jZb0boWMFc2cUr1U1+BNI2cUv1c1+BNI2W9G6FjBXNm9K9XM9WmkbOKV6uZ6tNI2W9G6FjBXNnFK9XNdWmkbOKV6uZ6tNI2W9G6FjBXNnFK9XM9WmklttqUqpe2ZanGsNNz5jZb0boWIHFKzUCcl2TEvEbEhPTyXIcpVISQAJIJIAAAAAAAAAEAkAAAABAAAASACBAAJEgAAAAAAAAAAAEwgV+09oFpcNJWVVNdREv1WHxbePOuIoUSI+NEV8Rznveu65VvVynYqs46fqszMqu/iLqciJuInQhpfgwsxLQ6Y2uzcFsSZjOXW+qS9ITEW7VJlVUXdxIdHjHXVl8pUCBZO0UzCSLBok69i4F8SqX9J+9hlp+Qp3q/1N9UXJxGfNPpfZDAthdp+QZ3q/1Gwy0/IM71f6m+3ILk4hzSbIYFsMtPyFO9WNhdpuQp3qzfbk4hcg5p9GyGB7C7TchTvV/qNhlpuQp3q/1N8uQXZBzT6NkMD2GWn5Cner/UbDLTchTvV/qb5cguQc0+kbIYHsLtNyFO9X+o2F2n5Cner/AFN8uTiFyDmlOyGBbDLT8gzvVjYZabkKd6v9TfbkFyDmn0bIYFsMtNyFO9WNhlpuQp3qzfbkFycQ5pRshgWwy03IU71f6jYZabkKd6v9TfbkFw5pTshgewu0/IU71f6kbDLTchTvV/qb7cguTiHNJshgWwy03IU71f6jYZafkKd6v9Tfbk4hcOaTZDAthlpuQp3qxsMtNyFO9Wb7cguQc0+jZDAthlpuQp3qxsMtNyFO9Wb7cgHNPo2QwPYXafkKd6s8aJDfCiOhRGq17HK1zVwoqbiofSzd83Oh85VZLqzP86i/zqaY7zZW1dHaoVdjUaYxvl3r9pCv+aZTRpWZgzksyYl4iRIT0va5P/cJmEekTsvS5WpxIS60m9UkOKm6mqaqorV4l3L8qHaoFfi0WYuVFiS0RftIfemXtF6bvMFZ07aUDjl5iDNy7JiBESJCiJe1yYzkOdoAAAAAAAAAAAAABBIAgkgkAAAAAAgkAAAAAAAAAAAABC4FzEhcC5gMgXfLnN8sYl1i6Rd7K3vMCXfrnN9sZwLo/NGd5vm6Z07e0ADmagAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJbv250PnOr+e5/nUX+dT6Mbv250PnKreep/nUX+dTfD3LO7XbEyErVfBxKyM5BbFl4vjUc1feO3U4lTEpm9rbJTNlp9GKro0nFVfER7sP7ruJyfPCah4OOA0h/FF/nce7UqbKVeQiyM9BSLAipc5q4UXEqLiVMSlYvNbSnTWGE0CvxqPMal18SViL9pDxp+8mXtNGgTEKagMjwIiRIcRL2uTAqFAtZZWbsvUPFvviykVVWBHu3ycS8Tkxp8Ths9X4tHmNQ++JKxF8tiYWr6SZe00tWLRrCsTp4lpBJ+IMaFMQGRoL0iQ3pe1zcCofswaIAAAAAAAAAAAAAAAAAIAkEAAAAJBBIAAAAQAJBAABcC5gSuBcwGPrvlzm+2M4GUfmjO8wJ2/XOb7YzgXR+aM7zfN1DOnb2gAczUAJAgAkCAAAAAAHHHjwZWA+PMRWQYUNL3ve5GtamVVKVVPCtR5R7ochLxp9yff/y4fSu6vQTFZnpEzELyDKneF+oK5dTR5RExIsV6qRtv1LkiT6x5fisjdDVgZTtv1LkmT6x4236lyRJ9Y8cVjfDVgZTtvVLkiT6x423qlyRJ9Y8cVjdDVgZTtv1LkmT6x423qlyTJ9Y8cVjfDVgZTtvVLkmT6x423anyTJ9Y8cVjdDVgZdL+F6a1f+Jo8BzP+VGci/NFLVQbf0OuxWy7YrpOZduJCmbk1S8TXYF+SkTS0fRFolZw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String(_v[0]) : ''; return String(_v); })(); var _d=(function(){ var _d=String(';');if(_d==='\\\\n')return '\\n';if(_d==='\\\\r')return '\\r';if(_d==='\\\\t')return '\\t';if(_d==='\\\\\\\\')return '\\\\';var _o='',_i=0;while(_i<_d.length){if(_d.charAt(_i)==='\\\\'&&_i+1<_d.length){var _n=_d.charAt(_i+1);if(_n==='n'){_o+='\\n';_i+=2;continue;}if(_n==='r'){_o+='\\r';_i+=2;continue;}if(_n==='t'){_o+='\\t';_i+=2;continue;}if(_n==='\\\\'){_o+='\\\\';_i+=2;continue;}}_o+=_d.charAt(_i);_i++;}return _o;})(); return _t.length===0?[]:_t.split(_d); })())[0];\n  if (selected_str == 'Default') {\n    bg = __readCategoryPropertyOnItem(\"flow-chart-categories-page-01\", \"prop-flow-chart-page-scheme-filling-colo\", __resolveItemId(parent_ref));\n    fc = __readCategoryPropertyOnItem(\"flow-chart-categories-page-01\", \"prop-flow-chart-page-scheme-border-col\", __resolveItemId(parent_ref));\n    tc = __readCategoryPropertyOnItem(\"flow-chart-categories-page-01\", \"prop-flow-chart-page-scheme-text-col\", __resolveItemId(parent_ref));\n    ft = __readCategoryPropertyOnItem(\"flow-chart-categories-page-01\", \"prop-flow-chart-page-scheme-frame-thk\", __resolveItemId(parent_ref));\n    fz = __readCategoryPropertyOnItem(\"flow-chart-categories-page-01\", \"prop-flow-chart-page-scheme-text-size\", __resolveItemId(parent_ref));\n  } else {\n    for (var schemes_line_idx = 0, schemes_line_list = (function(){ var _l=(function(){ var _t=(function(){ var _v=schemes_string; if (_v == null) return ''; if (Array.isArray(_v)) return _v.length > 0 ? String(_v[0]) : ''; return String(_v); })(); var _d=(function(){ var _d=String('\\\\n');if(_d==='\\\\n')return '\\n';if(_d==='\\\\r')return '\\r';if(_d==='\\\\t')return '\\t';if(_d==='\\\\\\\\')return '\\\\';var _o='',_i=0;while(_i<_d.length){if(_d.charAt(_i)==='\\\\'&&_i+1<_d.length){var _n=_d.charAt(_i+1);if(_n==='n'){_o+='\\n';_i+=2;continue;}if(_n==='r'){_o+='\\r';_i+=2;continue;}if(_n==='t'){_o+='\\t';_i+=2;continue;}if(_n==='\\\\'){_o+='\\\\';_i+=2;continue;}}_o+=_d.charAt(_i);_i++;}return _o;})(); return _t.length===0?[]:_t.split(_d); })(); if (Array.isArray(_l)) return _l; if (_l == null) return []; return [String(_l)]; })(); schemes_line_idx < schemes_line_list.length; schemes_line_idx++) {\n      var schemes_line = schemes_line_list[schemes_line_idx];\n      scheme_list = ((function(){ var _t=(function(){ var _v=schemes_line; if (_v == null) return ''; if (Array.isArray(_v)) return _v.length > 0 ? String(_v[0]) : ''; return String(_v); })(); var _d=(function(){ var _d=String(';');if(_d==='\\\\n')return '\\n';if(_d==='\\\\r')return '\\r';if(_d==='\\\\t')return '\\t';if(_d==='\\\\\\\\')return '\\\\';var _o='',_i=0;while(_i<_d.length){if(_d.charAt(_i)==='\\\\'&&_i+1<_d.length){var _n=_d.charAt(_i+1);if(_n==='n'){_o+='\\n';_i+=2;continue;}if(_n==='r'){_o+='\\r';_i+=2;continue;}if(_n==='t'){_o+='\\t';_i+=2;continue;}if(_n==='\\\\'){_o+='\\\\';_i+=2;continue;}}_o+=_d.charAt(_i);_i++;}return _o;})(); return _t.length===0?[]:_t.split(_d); })());\n      if (scheme_list[0] == selected_str) {\n        bg = scheme_list[1];\n        fc = scheme_list[2];\n        tc = scheme_list[3];\n        ft = scheme_list[4];\n        fz = scheme_list[5];\n      }\n    }\n  }\n}\nfor (var sibling_idx = 0, sibling_list = (function(){ var _l=__toItemIdList((function(){ var _r=callHost(\"listSiblingItemRefs\", { itemId: __resolveItemId((function(){ var _r=callHost('getItemData', { ref: { kind: 'itemField', field: 'id' } }); return _r.ok ? Number(_r.value.value) : 0; })()) }); return _r.ok ? (_r.value.refs || []) : []; })()); if (Array.isArray(_l)) return _l; if (_l == null) return []; return [String(_l)]; })(); sibling_idx < sibling_list.length; sibling_idx++) {\n  var sibling = sibling_list[sibling_idx];\n  __setItemFieldOnItem(\"backgroundColor\", bg, __resolveItemId(sibling));\n  __setItemFieldOnItem(\"borderColor\", fc, __resolveItemId(sibling));\n  __setItemFieldOnItem(\"textColor\", tc, __resolveItemId(sibling));\n  __setItemFieldOnItem(\"frameThickness\", ft, __resolveItemId(sibling));\n  __setItemFieldOnItem(\"fontSize\", fz, __resolveItemId(sibling));\n}\n","displayName":"Color scheme dropdown, Apply"},{"id":"script-cp-color-scheme-template","language":"blockly-js","permissions":[{"capability":"diagnostics.log"},{"capability":"read.item"},{"capability":"read.relatives"},{"capability":"write.item"},{"capability":"write.relatives"}],"code":"var parent_ref;\n\n\nparent_ref = (function(){ var _r=(function(){ var _r=callHost(\"getParentItemRef\", { itemId: __resolveItemId((function(){ var _r=callHost('getItemData', { ref: { kind: 'itemField', field: 'id' } }); return _r.ok ? Number(_r.value.value) : 0; })()) }); return _r.ok ? _r.value.ref : null; })(); if (typeof _r === 'number' && isFinite(_r)) return _r; return (_r && _r.itemId != null) ? Number(_r.itemId) : 0; })();\nif (!(parent_ref == null)) {\n  if ((function(){ var _cats=(function(){ var _r=callHost('getItemData', { ref: { kind: 'itemField', field: 'categories' }, itemId: __resolveItemId(parent_ref) }); return _r.ok ? _r.value.value : null; })(); return Array.isArray(_cats) && _cats.indexOf(\"flow-chart-categories-page-01\") >= 0; })()) {\n    if ((function(){ var _v=(function(){ var _r=callHost('getItemData', { ref: { kind: 'categoryProperty', categoryId: \"flow-chart-categories-page-01\", propertyId: \"prop-flow-chart-page-scheme-filling-colo\" }, itemId: __resolveItemId(parent_ref) }); return _r.ok ? _r.value.value : null; })(); return _v != null; })()) {\n      __setItemField(\"backgroundColor\", __readCategoryPropertyOnItem(\"flow-chart-categories-page-01\", \"prop-flow-chart-page-scheme-filling-colo\", __resolveItemId(parent_ref)));\n    }\n    if ((function(){ var _v=(function(){ var _r=callHost('getItemData', { ref: { kind: 'categoryProperty', categoryId: \"flow-chart-categories-page-01\", propertyId: \"prop-flow-chart-page-scheme-border-col\" }, itemId: __resolveItemId(parent_ref) }); return _r.ok ? _r.value.value : null; })(); return _v != null; })()) {\n      __setItemField(\"borderColor\", __readCategoryPropertyOnItem(\"flow-chart-categories-page-01\", \"prop-flow-chart-page-scheme-border-col\", __resolveItemId(parent_ref)));\n    }\n    if ((function(){ var _v=(function(){ var _r=callHost('getItemData', { ref: { kind: 'categoryProperty', categoryId: \"flow-chart-categories-page-01\", propertyId: \"prop-flow-chart-page-scheme-frame-thk\" }, itemId: __resolveItemId(parent_ref) }); return _r.ok ? _r.value.value : null; })(); return _v != null; })()) {\n      __setItemField(\"frameThickness\", __readCategoryPropertyOnItem(\"flow-chart-categories-page-01\", \"prop-flow-chart-page-scheme-frame-thk\", __resolveItemId(parent_ref)));\n    }\n    if ((function(){ var _v=(function(){ var _r=callHost('getItemData', { ref: { kind: 'categoryProperty', categoryId: \"flow-chart-categories-page-01\", propertyId: \"prop-flow-chart-page-scheme-text-col\" }, itemId: __resolveItemId(parent_ref) }); return _r.ok ? _r.value.value : null; })(); return _v != null; })()) {\n      __setItemField(\"textColor\", __readCategoryPropertyOnItem(\"flow-chart-categories-page-01\", \"prop-flow-chart-page-scheme-text-col\", __resolveItemId(parent_ref)));\n    }\n    if ((function(){ var _v=(function(){ var _r=callHost('getItemData', { ref: { kind: 'categoryProperty', categoryId: \"flow-chart-categories-page-01\", propertyId: \"prop-flow-chart-page-scheme-text-size\" }, itemId: __resolveItemId(parent_ref) }); return _r.ok ? _r.value.value : null; })(); return _v != null; })()) {\n      __setItemField(\"fontSize\", __readCategoryPropertyOnItem(\"flow-chart-categories-page-01\", \"prop-flow-chart-page-scheme-text-size\", __resolveItemId(parent_ref)));\n    }\n  }\n}\n","displayName":"Copy parent color scheme"},{"id":"script-init-chart-data","language":"blockly-js","permissions":[{"capability":"scripts.invoke"},{"capability":"write.item"}],"code":"var res;\n\n\ncallHost(\"setItemVariable\", { key: String('graphTypeStringSelect'), type: \"string\", value: 'Line;Line;Parabola;Exponential;PT1;PT2;Random;Manual' });\nres = (function(){ var _r=callHost('runItemScript', { scriptId: String('script-update-chart-data') }); return _r.ok ? !!_r.value.ran : false; })();\n","displayName":"Chart: Init data"},{"id":"script-make-dropdown-from-scheme-def","language":"blockly-js","permissions":[{"capability":"diagnostics.log"},{"capability":"read.item"},{"capability":"read.relatives"},{"capability":"write.item"}],"code":"var new_list, source_ref, old_selected, old_exists, scheme_lines, scheme_line, scheme_name, selected, encoded_list;\n\n\nnew_list = [];\nsource_ref = (function(){ var _r=(function(){ var _r=callHost(\"getParentItemRef\", { itemId: __resolveItemId((function(){ var _r=callHost('getItemData', { ref: { kind: 'itemField', field: 'id' } }); return _r.ok ? Number(_r.value.value) : 0; })()) }); return _r.ok ? _r.value.ref : null; })(); if (typeof _r === 'number' && isFinite(_r)) return _r; return (_r && _r.itemId != null) ? Number(_r.itemId) : 0; })();\nif (!(__readCategoryPropertyValue(\"flow-chart-categories-page-01\", \"prop-1784028312518-kprg\"))) {\n  source_ref = (function(){ var _r=callHost('getItemData', { ref: { kind: 'itemField', field: 'id' } }); return _r.ok ? Number(_r.value.value) : 0; })();\n}\nold_selected = ((function(){ var _t=(function(){ var _v=__readCategoryPropertyValue(\"flow-chart-categories-page-01\", \"prop-col-scheme-dropdown-select\"); if (_v == null) return ''; if (Array.isArray(_v)) return _v.length > 0 ? String(_v[0]) : ''; return String(_v); })(); var _d=(function(){ var _d=String(';');if(_d==='\\\\n')return '\\n';if(_d==='\\\\r')return '\\r';if(_d==='\\\\t')return '\\t';if(_d==='\\\\\\\\')return '\\\\';var _o='',_i=0;while(_i<_d.length){if(_d.charAt(_i)==='\\\\'&&_i+1<_d.length){var _n=_d.charAt(_i+1);if(_n==='n'){_o+='\\n';_i+=2;continue;}if(_n==='r'){_o+='\\r';_i+=2;continue;}if(_n==='t'){_o+='\\t';_i+=2;continue;}if(_n==='\\\\'){_o+='\\\\';_i+=2;continue;}}_o+=_d.charAt(_i);_i++;}return _o;})(); return _t.length===0?[]:_t.split(_d); })())[0];\nold_exists = false;\nif (old_selected == 'Default') {\n  old_exists = true;\n}\nscheme_lines = ((function(){ var _t=(function(){ var _v=__readCategoryPropertyOnItem(\"flow-chart-categories-page-01\", \"prop-col-scheme-list-txt\", __resolveItemId(source_ref)); if (_v == null) return ''; if (Array.isArray(_v)) return _v.length > 0 ? String(_v[0]) : ''; return String(_v); })(); var _d=(function(){ var _d=String('\\\\n');if(_d==='\\\\n')return '\\n';if(_d==='\\\\r')return '\\r';if(_d==='\\\\t')return '\\t';if(_d==='\\\\\\\\')return '\\\\';var _o='',_i=0;while(_i<_d.length){if(_d.charAt(_i)==='\\\\'&&_i+1<_d.length){var _n=_d.charAt(_i+1);if(_n==='n'){_o+='\\n';_i+=2;continue;}if(_n==='r'){_o+='\\r';_i+=2;continue;}if(_n==='t'){_o+='\\t';_i+=2;continue;}if(_n==='\\\\'){_o+='\\\\';_i+=2;continue;}}_o+=_d.charAt(_i);_i++;}return _o;})(); return _t.length===0?[]:_t.split(_d); })());\nfor (var scheme_line_idx = 0, scheme_line_list = (function(){ var _l=scheme_lines; if (Array.isArray(_l)) return _l; if (_l == null) return []; return [String(_l)]; })(); scheme_line_idx < scheme_line_list.length; scheme_line_idx++) {\n  var scheme_line = scheme_line_list[scheme_line_idx];\n  scheme_name = ((function(){ var _t=(function(){ var _v=scheme_line; if (_v == null) return ''; if (Array.isArray(_v)) return _v.length > 0 ? String(_v[0]) : ''; return String(_v); })(); var _d=(function(){ var _d=String(';');if(_d==='\\\\n')return '\\n';if(_d==='\\\\r')return '\\r';if(_d==='\\\\t')return '\\t';if(_d==='\\\\\\\\')return '\\\\';var _o='',_i=0;while(_i<_d.length){if(_d.charAt(_i)==='\\\\'&&_i+1<_d.length){var _n=_d.charAt(_i+1);if(_n==='n'){_o+='\\n';_i+=2;continue;}if(_n==='r'){_o+='\\r';_i+=2;continue;}if(_n==='t'){_o+='\\t';_i+=2;continue;}if(_n==='\\\\'){_o+='\\\\';_i+=2;continue;}}_o+=_d.charAt(_i);_i++;}return _o;})(); return _t.length===0?[]:_t.split(_d); })())[0];\n  if (scheme_name == old_selected) {\n    old_exists = true;\n  }\n  new_list.push(scheme_name);\n}\nnew_list.unshift('Default');\nselected = 'Default';\nif (old_exists) {\n  selected = old_selected;\n}\nencoded_list = ((function(){ var _s=String(selected); var _o=new_list; var _opts=Array.isArray(_o)?_o.map(function(x){return String(x);}):[]; return _opts.length===0?_s:[_s].concat(_opts).join(\";\"); })());\n__setCategoryProperty(\"flow-chart-categories-page-01\", \"prop-col-scheme-dropdown-select\", encoded_list);\n","displayName":"Text 2 color scheme dropdown"},{"id":"script-set-box-layout","language":"blockly-js","permissions":[{"capability":"read.item"},{"capability":"write.item"}],"code":"__setItemField(\"borderRadius\", 0);\n(function(_patch){ if(!_patch||typeof _patch!=='object'||Object.keys(_patch).length===0)return; var _itemId=null; var _getArgs=function(){ var _a={ ref:{ kind:'itemField', field:'defaultTitleStyle' } }; if(_itemId!=null&&_itemId!==0)_a.itemId=_itemId; return _a; }; var _raw=(callHost('getItemData', _getArgs())).value.value; var _style={}; if(_raw&&String(_raw).length>0){ try{ var _p=JSON.parse(String(_raw)); if(_p&&typeof _p==='object'&&!Array.isArray(_p))_style=_p; }catch(_e){} } for(var _k in _patch){ if(Object.prototype.hasOwnProperty.call(_patch,_k))_style[_k]=_patch[_k]; } var _out=''; if(Object.keys(_style).length>0)_out=JSON.stringify(_style); var _setArgs=_getArgs(); _setArgs.value=_out; callHost('setItemData', _setArgs); })({ horizontalAlign: \"left\", verticalAlign: \"top\" });\n__setItemField(\"fontSize\", 14);\n","displayName":"Set box"},{"id":"script-set-color-scheme-template","language":"blockly-js","permissions":[{"capability":"diagnostics.log"},{"capability":"read.item"},{"capability":"read.relatives"},{"capability":"write.item"},{"capability":"write.relatives"}],"code":"var child_item_refs, child;\n\n\nchild_item_refs = __toItemIdList((function(){ var _r=callHost(\"listChildItemRefs\", { itemId: __resolveItemId((function(){ var _r=callHost('getItemData', { ref: { kind: 'itemField', field: 'id' } }); return _r.ok ? Number(_r.value.value) : 0; })()) }); return _r.ok ? (_r.value.refs || []) : []; })());\nfor (var child_idx = 0, child_list = (function(){ var _l=child_item_refs; if (Array.isArray(_l)) return _l; if (_l == null) return []; return [String(_l)]; })(); child_idx < child_list.length; child_idx++) {\n  var child = child_list[child_idx];\n  if (!(child == null)) {\n    if ((function(){ var _cats=(function(){ var _r=callHost('getItemData', { ref: { kind: 'itemField', field: 'categories' }, itemId: __resolveItemId(child) }); return _r.ok ? _r.value.value : null; })(); return Array.isArray(_cats) && _cats.indexOf(\"flow-chart-categories-element-01\") >= 0; })() && (function(){ var _v=(function(){ var _r=callHost('getItemData', { ref: { kind: 'categoryProperty', categoryId: \"flow-chart-categories-page-01\", propertyId: \"prop-flow-chart-page-scheme-filling-colo\" } }); return _r.ok ? _r.value.value : null; })(); return _v != null; })()) {\n      __setItemFieldOnItem(\"backgroundColor\", __readCategoryPropertyValue(\"flow-chart-categories-page-01\", \"prop-flow-chart-page-scheme-filling-colo\"), __resolveItemId(child));\n    }\n    if ((function(){ var _cats=(function(){ var _r=callHost('getItemData', { ref: { kind: 'itemField', field: 'categories' }, itemId: __resolveItemId(child) }); return _r.ok ? _r.value.value : null; })(); return Array.isArray(_cats) && _cats.indexOf(\"flow-chart-categories-element-01\") >= 0; })() && (function(){ var _v=(function(){ var _r=callHost('getItemData', { ref: { kind: 'categoryProperty', categoryId: \"flow-chart-categories-page-01\", propertyId: \"prop-flow-chart-page-scheme-border-col\" } }); return _r.ok ? _r.value.value : null; })(); return _v != null; })()) {\n      __setItemFieldOnItem(\"borderColor\", __readCategoryPropertyValue(\"flow-chart-categories-page-01\", \"prop-flow-chart-page-scheme-border-col\"), __resolveItemId(child));\n    }\n    if ((function(){ var _cats=(function(){ var _r=callHost('getItemData', { ref: { kind: 'itemField', field: 'categories' }, itemId: __resolveItemId(child) }); return _r.ok ? _r.value.value : null; })(); return Array.isArray(_cats) && _cats.indexOf(\"flow-chart-categories-element-01\") >= 0; })() && (function(){ var _v=(function(){ var _r=callHost('getItemData', { ref: { kind: 'categoryProperty', categoryId: \"flow-chart-categories-page-01\", propertyId: \"prop-flow-chart-page-scheme-frame-thk\" } }); return _r.ok ? _r.value.value : null; })(); return _v != null; })()) {\n      __setItemFieldOnItem(\"frameThickness\", __readCategoryPropertyValue(\"flow-chart-categories-page-01\", \"prop-flow-chart-page-scheme-frame-thk\"), __resolveItemId(child));\n    }\n    if ((function(){ var _cats=(function(){ var _r=callHost('getItemData', { ref: { kind: 'itemField', field: 'categories' }, itemId: __resolveItemId(child) }); return _r.ok ? _r.value.value : null; })(); return Array.isArray(_cats) && _cats.indexOf(\"flow-chart-categories-element-01\") >= 0; })() && (function(){ var _v=(function(){ var _r=callHost('getItemData', { ref: { kind: 'categoryProperty', categoryId: \"flow-chart-categories-page-01\", propertyId: \"prop-flow-chart-page-scheme-text-col\" } }); return _r.ok ? _r.value.value : null; })(); return _v != null; })()) {\n      __setItemFieldOnItem(\"textColor\", __readCategoryPropertyValue(\"flow-chart-categories-page-01\", \"prop-flow-chart-page-scheme-text-col\"), __resolveItemId(child));\n    }\n    if ((function(){ var _cats=(function(){ var _r=callHost('getItemData', { ref: { kind: 'itemField', field: 'categories' }, itemId: __resolveItemId(child) }); return _r.ok ? _r.value.value : null; })(); return Array.isArray(_cats) && _cats.indexOf(\"flow-chart-categories-element-01\") >= 0; })() && (function(){ var _v=(function(){ var _r=callHost('getItemData', { ref: { kind: 'categoryProperty', categoryId: \"flow-chart-categories-page-01\", propertyId: \"prop-flow-chart-page-scheme-text-size\" } }); return _r.ok ? _r.value.value : null; })(); return _v != null; })()) {\n      __setItemFieldOnItem(\"fontSize\", __readCategoryPropertyValue(\"flow-chart-categories-page-01\", \"prop-flow-chart-page-scheme-text-size\"), __resolveItemId(child));\n    }\n  }\n}\n","displayName":"Set color scheme to children"},{"id":"script-set-pill-layout","language":"blockly-js","permissions":[{"capability":"diagnostics.log"},{"capability":"read.item"},{"capability":"write.item"}],"code":"__setItemField(\"borderRadius\", __readItemFieldValue(\"height\") / 2);\n(function(_patch){ if(!_patch||typeof _patch!=='object'||Object.keys(_patch).length===0)return; var _itemId=null; var _getArgs=function(){ var _a={ ref:{ kind:'itemField', field:'defaultTitleStyle' } }; if(_itemId!=null&&_itemId!==0)_a.itemId=_itemId; return _a; }; var _raw=(callHost('getItemData', _getArgs())).value.value; var _style={}; if(_raw&&String(_raw).length>0){ try{ var _p=JSON.parse(String(_raw)); if(_p&&typeof _p==='object'&&!Array.isArray(_p))_style=_p; }catch(_e){} } for(var _k in _patch){ if(Object.prototype.hasOwnProperty.call(_patch,_k))_style[_k]=_patch[_k]; } var _out=''; if(Object.keys(_style).length>0)_out=JSON.stringify(_style); var _setArgs=_getArgs(); _setArgs.value=_out; callHost('setItemData', _setArgs); })({ horizontalAlign: \"center\", verticalAlign: \"center\" });\n__setItemField(\"fontSize\", 16);\n","displayName":"Set Pill"},{"id":"script-tumnail-to-layout-01","language":"blockly-js","permissions":[{"capability":"read.item"},{"capability":"write.item"}],"code":"var layoutNo;\n\n\nlayoutNo = __readItemFieldValue(\"layoutInUse\");\nif (layoutNo <= (function(){ var _r=callHost(\"getItemMetric\", { metric: \"imageCount\" }); return _r.ok ? _r.value.value : null; })()) {\n  __setItemField(\"defaultThumbnailIndex\", layoutNo);\n}\n","displayName":"Couple Shape and layout change"},{"id":"script-update-chart-data","language":"blockly-js","permissions":[{"capability":"diagnostics.log"},{"capability":"read.item"},{"capability":"read.relatives"},{"capability":"statistics.compute"},{"capability":"write.item"},{"capability":"write.relatives"}],"code":"var type, x, cnt, y, t_x, sel, t_y;\n\n// Describe this function...\nfunction set_line() {\n  x = [0, 0.5, 1];\n  y = [0, 0.5, 1];\n}\n\n// Describe this function...\nfunction calc_function(type) {\n  cnt = 0;\n  t_x = 0;\n  for (var count = 0; count < 25; count++) {\n    if (type == 0) {\n      t_y = t_x * t_x;\n    } else if (type == 1) {\n      t_y = Math.exp(t_x);\n    } else if (type == 2) {\n      t_y = ((function(){ var _a=Number(0); var _b=Number(1); if (!isFinite(_a) || !isFinite(_b)) return 0; if (_a > _b) { var _t=_a; _a=_b; _b=_t; } return _a + Math.random() * (_b - _a); })());\n    } else if (type == 3) {\n      t_x = cnt;\n      cnt = (typeof cnt === 'number' ? cnt : 0) + 1;\n      t_y = 0;\n    }\n    x.push(t_x);\n    y.push(t_y);\n    t_x = (typeof t_x === 'number' ? t_x : 0) + 0.04;\n  }\n}\n\n\nx = [];\ny = [];\nsel = ((function(){ var _t=(function(){ var _v=(callHost(\"getItemVariable\", { key: String('graphTypeStringSelect') })).value.value; if (_v == null) return ''; if (Array.isArray(_v)) return _v.length > 0 ? String(_v[0]) : ''; return String(_v); })(); var _d=(function(){ var _d=String(';');if(_d==='\\\\n')return '\\n';if(_d==='\\\\r')return '\\r';if(_d==='\\\\t')return '\\t';if(_d==='\\\\\\\\')return '\\\\';var _o='',_i=0;while(_i<_d.length){if(_d.charAt(_i)==='\\\\'&&_i+1<_d.length){var _n=_d.charAt(_i+1);if(_n==='n'){_o+='\\n';_i+=2;continue;}if(_n==='r'){_o+='\\r';_i+=2;continue;}if(_n==='t'){_o+='\\t';_i+=2;continue;}if(_n==='\\\\'){_o+='\\\\';_i+=2;continue;}}_o+=_d.charAt(_i);_i++;}return _o;})(); return _t.length===0?[]:_t.split(_d); })())[0];\nif (sel == 'Line') {\n  set_line();\n} else if (sel == 'Parabola') {\n  calc_function(0);\n} else if (sel == 'Exponential') {\n  calc_function(1);\n} else if (sel == 'PT1') {\n  x = ((function(){ var _t=(function(){ var _v='0;0.25;0.5;0.75;1;1.25;1.5;1.75;2;2.25;2.5;2.75;3;3.25;3.5;3.75;4;4.25;4.5;4.75;5;5.25;5.5;5.75;6;6.25;6.5;6.75;7;7.25;7.5;7.75;8;8.25;8.5;8.75;9;9.25;9.5;9.75;10'; if (_v == null) return ''; if (Array.isArray(_v)) return _v.length > 0 ? String(_v[0]) : ''; return String(_v); })(); var _d=(function(){ var _d=String(';');if(_d==='\\\\n')return '\\n';if(_d==='\\\\r')return '\\r';if(_d==='\\\\t')return '\\t';if(_d==='\\\\\\\\')return '\\\\';var _o='',_i=0;while(_i<_d.length){if(_d.charAt(_i)==='\\\\'&&_i+1<_d.length){var _n=_d.charAt(_i+1);if(_n==='n'){_o+='\\n';_i+=2;continue;}if(_n==='r'){_o+='\\r';_i+=2;continue;}if(_n==='t'){_o+='\\t';_i+=2;continue;}if(_n==='\\\\'){_o+='\\\\';_i+=2;continue;}}_o+=_d.charAt(_i);_i++;}return _o;})(); return _t.length===0?[]:_t.split(_d); })());\n  y = ((function(){ var _t=(function(){ var _v='0;0.221;0.393;0.528;0.632;0.713;0.777;0.826;0.865;0.895;0.918;0.936;0.950;0.961;0.970;0.977;0.982;0.986;0.989;0.991;0.993;0.995;0.996;0.997;0.998;0.998;0.999;0.999;0.999;0.999;0.999;1.000;1.000;1.000;1.000;1.000;1.000;1.000;1.000;1.000;1.000'; if (_v == null) return ''; if (Array.isArray(_v)) return _v.length > 0 ? String(_v[0]) : ''; return String(_v); })(); var _d=(function(){ var _d=String(';');if(_d==='\\\\n')return '\\n';if(_d==='\\\\r')return '\\r';if(_d==='\\\\t')return '\\t';if(_d==='\\\\\\\\')return '\\\\';var _o='',_i=0;while(_i<_d.length){if(_d.charAt(_i)==='\\\\'&&_i+1<_d.length){var _n=_d.charAt(_i+1);if(_n==='n'){_o+='\\n';_i+=2;continue;}if(_n==='r'){_o+='\\r';_i+=2;continue;}if(_n==='t'){_o+='\\t';_i+=2;continue;}if(_n==='\\\\'){_o+='\\\\';_i+=2;continue;}}_o+=_d.charAt(_i);_i++;}return _o;})(); return _t.length===0?[]:_t.split(_d); })());\n} else if (sel == 'PT2') {\n  x = ((function(){ var _t=(function(){ var _v='0;0.25;0.5;0.75;1;1.25;1.5;1.75;2;2.25;2.5;2.75;3;3.25;3.5;3.75;4;4.25;4.5;4.75;5;5.25;5.5;5.75;6;6.25;6.5;6.75;7;7.25;7.5;7.75;8;8.25;8.5;8.75;9;9.25;9.5;9.75;10'; if (_v == null) return ''; if (Array.isArray(_v)) return _v.length > 0 ? String(_v[0]) : ''; return String(_v); })(); var _d=(function(){ var _d=String(';');if(_d==='\\\\n')return '\\n';if(_d==='\\\\r')return '\\r';if(_d==='\\\\t')return '\\t';if(_d==='\\\\\\\\')return '\\\\';var _o='',_i=0;while(_i<_d.length){if(_d.charAt(_i)==='\\\\'&&_i+1<_d.length){var _n=_d.charAt(_i+1);if(_n==='n'){_o+='\\n';_i+=2;continue;}if(_n==='r'){_o+='\\r';_i+=2;continue;}if(_n==='t'){_o+='\\t';_i+=2;continue;}if(_n==='\\\\'){_o+='\\\\';_i+=2;continue;}}_o+=_d.charAt(_i);_i++;}return _o;})(); return _t.length===0?[]:_t.split(_d); })());\n  y = ((function(){ var _t=(function(){ var _v='0;0.029;0.106;0.217;0.350;0.492;0.634;0.767;0.887;0.989;1.070;1.132;1.174;1.197;1.205;1.200;1.185;1.163;1.136;1.106;1.077;1.050;1.025;1.004;0.987;0.974;0.965;0.960;0.958;0.959;0.962;0.966;0.972;0.978;0.984;0.989;0.995;0.999;1.003;1.005;1.007'; if (_v == null) return ''; if (Array.isArray(_v)) return _v.length > 0 ? String(_v[0]) : ''; return String(_v); })(); var _d=(function(){ var _d=String(';');if(_d==='\\\\n')return '\\n';if(_d==='\\\\r')return '\\r';if(_d==='\\\\t')return '\\t';if(_d==='\\\\\\\\')return '\\\\';var _o='',_i=0;while(_i<_d.length){if(_d.charAt(_i)==='\\\\'&&_i+1<_d.length){var _n=_d.charAt(_i+1);if(_n==='n'){_o+='\\n';_i+=2;continue;}if(_n==='r'){_o+='\\r';_i+=2;continue;}if(_n==='t'){_o+='\\t';_i+=2;continue;}if(_n==='\\\\'){_o+='\\\\';_i+=2;continue;}}_o+=_d.charAt(_i);_i++;}return _o;})(); return _t.length===0?[]:_t.split(_d); })());\n} else if (sel == 'Random') {\n  calc_function(2);\n} else {\n  calc_function(3);\n}\ncallHost(\"setTableRows\", { ref: { kind: 'categoryProperty', categoryId: \"flow-chart-categories-linechart-01\", propertyId: \"prop-flow-chart-chart-data\" }, rows: (callHost(\"listTranspose\", { values: [x, y] })).value });\n","displayName":"Chart: Update data"}],"expressions":[{"id":"expr-bg-bit-darker-01","displayName":"expr-bg-bit-darker-01","language":"containd-ir","outputType":"string","root":{"kind":"callPure","function":"colorMerge","args":[{"kind":"callPure","function":"colorSplit","args":[{"kind":"ref","ref":{"kind":"itemField","field":"backgroundColor"}},{"kind":"literal","value":"hsl"},{"kind":"literal","value":"h"}]},{"kind":"callPure","function":"colorSplit","args":[{"kind":"ref","ref":{"kind":"itemField","field":"backgroundColor"}},{"kind":"literal","value":"hsl"},{"kind":"literal","value":"s"}]},{"kind":"binary","op":"mul","left":{"kind":"callPure","function":"colorSplit","args":[{"kind":"ref","ref":{"kind":"itemField","field":"backgroundColor"}},{"kind":"literal","value":"hsl"},{"kind":"literal","value":"l"}]},"right":{"kind":"literal","value":0.75}},{"kind":"literal","value":"hsl"}]}}]}}