{"id":701598,"student_id":1443,"content":"{\"html\":\"\u003c!DOCTYPE html\u003e\\n\u003chtml\u003e\\n\u003chead\u003e\\n\\t\u003ctitle\u003eDocument\u003c/title\u003e\\n\u003c/head\u003e\\n\u003cbody\u003e\\n \u003cdiv id=\\\"screenshot\\\"\u003e\\n \u003cp\u003e題目:\u003c/p\u003e\\n \u003cdiv id=\\\"log\\\"\u003eloading...\u003c/div\u003e\\n \u003c/div\u003e\\n\u003c/body\u003e\\n\u003c/html\u003e\",\"css\":\"* {\\n margin: 0;\\n padding: 0;\\n box-sizing: border-box;\\n font-size: 16px;\\n}\\n\\nhtml, body {\\n width: 100%;\\n height: 100%;\\n background-color: #333;\\n padding: 10px;\\n}\\n\\np {\\n color: white;\\n margin-bottom: 10px;\\n}\\n\\n#log {\\n color: #03F501;\\n padding: 10px;\\n border: 1px solid white;\\n border-radius: 5px;\\n}\\n\\n#code {\\n color: #03F501;\\n padding: 10px;\\n border: 1px solid white;\\n border-radius: 5px;\\n overflow-x: scroll;\\n}\\n\\n#question {\\n height: 130px;\\n border: 1px solid white;\\n padding: 20px;\\n margin-bottom: 10px;\\n}\\n\\n#screenshot {\\n border: 1px solid white;\\n padding: 20px;\\n margin-bottom: 10px;\\n}\",\"js\":\"// 最佳優先搜尋演算法\\r\\nfunction bestFirstSearch(graph, start, goal) {\\r\\n const queue = [start]; // 創建一個佇列,起始節點作為初始項目\\r\\n const visited = new Set(); // 創建一個集合,用於記錄已訪問的節點\\r\\n while (queue.length \u003e 0) { // 當佇列不為空時繼續搜索\\r\\n const current = queue.shift(); // 從佇列中取出下一個待處理節點\\r\\n console.log(`Visiting node: ${current}`); // 輸出正在訪問的節點\\r\\n if (current === goal) { // 檢查當前節點是否為目標節點\\r\\n console.log(\\\"Goal node found!\\\"); // 若找到目標節點,輸出訊息並結束搜尋\\r\\n return;\\r\\n }\\r\\n visited.add(current); // 將當前節點標記為已訪問\\r\\n const neighbors = graph[current]; // 取得當前節點的鄰居節點列表\\r\\n neighbors.sort((a, b) =\u003e evaluateNode(a) - evaluateNode(b)); // 根據節點評估函式對鄰居節點進行排序\\r\\n for (const neighbor of neighbors) { // 遍歷當前節點的鄰居\\r\\n if (!visited.has(neighbor) \u0026\u0026 !queue.includes(neighbor)) { // 如果鄰居節點尚未被訪問過且不在佇列中\\r\\n queue.push(neighbor); // 將鄰居節點加入佇列(表示待處理)\\r\\n }\\r\\n }\\r\\n }\\r\\n console.log(\\\"Goal node not found!\\\"); // 在搜尋結束後仍未找到目標節點,輸出訊息\\r\\n}\\r\\n\\r\\n// 節點評估函式\\r\\nfunction evaluateNode(node) {\\r\\n return node; // 在此示例中,節點本身即為評估值\\r\\n}\\r\\n\\r\\n// 定義圖形的鄰接表\\r\\nconst graph = {\\r\\n A: [\\\"B\\\", \\\"C\\\"],\\r\\n B: [\\\"D\\\", \\\"E\\\"],\\r\\n C: [\\\"F\\\"],\\r\\n D: [],\\r\\n E: [],\\r\\n F: [],\\r\\n};\\r\\n\\r\\n// 呼叫最佳優先搜尋函式,從節點 'A' 尋找節點 'D'\\r\\nbestFirstSearch(graph, \\\"A\\\", \\\"D\\\");\"}","created_at":"2024-02-26T15:14:10.502+08:00","updated_at":"2024-02-26T15:14:34.997+08:00","name":"【綜合練習】路徑搜尋:實作 2 - 問題 副本","language":"web","screenshot":{"url":"https://cdn3.koding.school/uploads/project/screenshot/701598/7632fd648cba6e51dac696c658db3805.jpg"},"parent_id":576413,"plugin":"(function () {\n if (!console) {\n console = {};\n }\n var old = console.log;\n var logger = document.getElementById('log');\n logger.innerHTML = \"\"\n console.log = function (message) {\n if (typeof message == 'object') {\n logger.innerHTML += (JSON \u0026\u0026 JSON.stringify ? JSON.stringify(message) : String(message)) + '\u003cbr /\u003e';\n } else {\n logger.innerHTML += message + '\u003cbr /\u003e';\n }\n }\n})();","description":null,"note":null,"status":"public","like_student_ids":[],"is_featured":false,"views":49,"hashid":"9ygs5e6w9","is_content_changed":false,"review_status":"unsubmitted","submitted_at":null,"reviewed_at":null,"advise":null,"is_deleted":false}
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