-
Notifications
You must be signed in to change notification settings - Fork 0
/
Copy pathindex.html
205 lines (205 loc) · 93.3 KB
/
index.html
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
100
101
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119
120
121
122
123
124
125
126
127
128
129
130
131
132
133
134
135
136
137
138
139
140
141
142
143
144
145
146
147
148
149
150
151
152
153
154
155
156
157
158
159
160
161
162
163
164
165
166
167
168
169
170
171
172
173
174
175
176
177
178
179
180
181
182
183
184
185
186
187
188
189
190
191
192
193
194
195
196
197
198
199
200
201
202
203
204
205
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<meta name="viewport" content="width=device-width, initial-scale=1.0">
<title>Document</title>
<link rel="stylesheet" href="./css/styleHome.css">
<link href="https://cdn.jsdelivr.net/npm/[email protected]/dist/css/bootstrap.min.css" rel="stylesheet" integrity="sha384-T3c6CoIi6uLrA9TneNEoa7RxnatzjcDSCmG1MXxSR1GAsXEV/Dwwykc2MPK8M2HN" crossorigin="anonymous">
<script src="https://cdn.jsdelivr.net/npm/[email protected]/dist/js/bootstrap.bundle.min.js" integrity="sha384-C6RzsynM9kWDrMNeT87bh95OGNyZPhcTNXj1NW7RuBCsyN/o0jlpcV8Qyq46cDfL" crossorigin="anonymous"></script>
</head>
<body id="iq2q">
<div id="i1ni" class="navbar">
<div data-gjs="navbar" id="i209" class="navbar-container">
<a href="/" id="io98" class="navbar-brand"></a>
<div id="iwqm" class="navbar-burger">
<div class="navbar-burger-line">
</div>
<div class="navbar-burger-line">
</div>
<div class="navbar-burger-line">
</div>
</div>
<div data-gjs="navbar-items" class="navbar-items-c">
<nav class="navbar-menu">
<a class="navbar-menu-link">Home</a>
<a class="navbar-menu-link" href="./About/index.html">About</a>
<a id="ihz4e" class="navbar-menu-link" href="./Apps/index.html">Apps</a>
</nav>
</div>
</div>
</div>
<div id="itfi" class="gjs-row">
<div id="ih9j" class="gjs-cell">
<iframe allowfullscreen="allowfullscreen" id="itz0i" src="https://www.youtube.com/embed/0mvwoxMdFkM?&autoplay=1&mute=1&controls=0&showinfo=0&loop=1&playlist=0mvwoxMdFkM&rel=0"></iframe>
<div id="i2kqk">Solving N-Queen Problem
<br/>Using Backtracing Algorithm
</div>
<button type="button" id="i6kk3">Start solve</button>
</div>
</div>
<div class="gjs-row" id="icrih">
<div class="gjs-cell" id="if8hd">
<div class="gjs-row" id="i59ee">
<div class="gjs-cell" id="ikd8x">
<img id="i6atz" src="data:image/png;base64,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" alt="n-queen "/>
</div>
</div>
</div>
<div class="gjs-cell" id="inivz">
<div class="gjs-row" id="i2ipq">
<div class="gjs-cell" id="i38q8">
<div id="iu5jv">What Is N-Queen Problem ?
</div>
</div>
</div>
<div class="gjs-row" id="ighou">
<div class="gjs-cell" id="iknux">
<div id="iu9eg">N-Queen Problem adalah sebuah permasalahan dalam bidang papan catur di mana tujuan utamanya adalah menempatkan sejumlah ratu sebanyak N di papan catur berukuran N x N sedemikian rupa sehingga tidak ada dua ratu yang saling menyerang satu sama lain. Artinya, tidak ada dua ratu yang berada pada baris, kolom, atau diagonal yang sama.
</div>
</div>
</div>
<div class="gjs-row" id="i5t66">
<div class="gjs-cell" id="id9nj">
<div id="i7kji">Solusi dari N-Queen Problem melibatkan penempatan ratu-ratu tersebut sedemikian rupa sehingga aturan non-attack terpenuhi. Ini merupakan salah satu permasalahan klasik dalam ilmu komputer dan kecerdasan buatan yang sering digunakan untuk menguji dan mengembangkan algoritma pencarian dan pemecahan masalah.
</div>
</div>
</div>
</div>
</div>
<div class="gjs-row" id="i0j9h">
</div>
<div class="gjs-row" id="iaxig">
<div class="gjs-cell" id="i1eoj">
<div id="ig1kh">The Algoritm We Use ?
</div>
<div class="gjs-row" id="ijteh">
<div class="gjs-cell" id="is6or">
<div id="iwrxn">Backtracking adalah suatu metode pencarian solusi sistematik untuk menemukan solusi dari suatu permasalahan yang dapat dipecahkan dengan cara mencoba setiap opsi secara berurutan dan mundur (backtrack) jika suatu opsi tidak membuahkan solusi yang valid.
</div>
</div>
</div>
<div class="gjs-row" id="ieyy3">
<div class="gjs-cell" id="igq9n">
<div id="ih0z8">Prosesnya melibatkan langkah-langkah sebagai berikut:
<br/>
<br/>1. Pilih Keputusan: Pilih satu opsi dari sejumlah opsi yang tersedia pada suatu langkah tertentu.
<br/>2. Pengecekan Kevalidan: Evaluasi apakah opsi yang dipilih memenuhi kriteria dan memunculkan solusi yang diinginkan.
<br/>3. Rekursif atau Mundur (Backtrack): Jika opsi tidak memenuhi kriteria, kembalilah ke langkah sebelumnya dan pilih opsi lain.
<br/>4. Berhenti atau Melanjutkan: Ulangi proses ini sampai solusi ditemukan atau semua opsi telah dicoba.
</div>
<div class="gjs-row" id="i4syi">
<div class="gjs-cell">
<div id="ik80i">Algoritma ini memanfaatkan rekursi untuk mencoba semua kemungkinan secara sistematis dan efisien memotong cabang pencarian yang tidak mengarah ke solusi yang valid.
</div>
</div>
</div>
</div>
</div>
</div>
<div class="gjs-cell" id="ijpy2">
<div class="gjs-row" id="ile9v">
<div class="gjs-cell">
<img id="iqy0m" src="data:image/png;base64,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"/>
</div>
</div>
</div>
</div>
<div class="gjs-row" id="ii7ql">
<div class="gjs-cell" id="ipr57">
</div>
</div>
<div class="gjs-row" id="igzzs">
<div class="gjs-cell" id="iknw9">
<div class="gjs-row" id="il3ci">
<div class="gjs-cell" id="i7m8j">
<img id="iewez" src="data:image/png;base64,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"/>
</div>
</div>
</div>
<div class="gjs-cell" id="i16aq">
<div class="gjs-row" id="i8hk8">
<div class="gjs-cell" id="ilpuw">
<div id="i42vg">Programing language We Used
</div>
</div>
</div>
<div class="gjs-row" id="isduj">
<div class="gjs-cell" id="iwtrn">
<div id="isiea">JavaScript adalah bahasa pemrograman yang sering digunakan untuk pengembangan web. Ini adalah bahasa pemrograman tingkat tinggi yang dijalankan di sisi klien (client-side), artinya dieksekusi oleh browser pada perangkat pengguna akhir. JavaScript memungkinkan interaksi dinamis dengan elemen-elemen HTML, memanipulasi data, dan merespon peristiwa-peristiwa pada halaman web.
</div>
</div>
</div>
<div class="gjs-row" id="il2vh">
<div class="gjs-cell" id="ij83a">
<div id="imdrf6">JavaScript telah menjadi bahasa yang sangat penting dalam pengembangan web modern dan merupakan bagian integral dari teknologi web stack bersama dengan HTML dan CSS. Banyak framework dan perpustakaan JavaScript, seperti React, Angular, dan Vue.js, membantu memudahkan pengembangan aplikasi web yang kompleks.
</div>
</div>
</div>
</div>
</div>
<!-- Footer -->
<div id="footerspace">
<div class="p-3 row footerspace">
<div class="col-lg-3">
<img src="./Apps/img/FTII (1).png" alt="">
</div>
<div class="col-lg-3">
<h3>Back-Tracking</h3>
</div>
<div class="col-lg-3">
<h2>Our Group</h2>
<ul class="list-group list-group-flush ">
<a href="#" class="list-group-item list-group-item-action ">Home</a>
<a href="#untuk-menampilkan-solusi" class="list-group-item list-group-item-action">Apps</a>
<a href="https://wa.me/6287879525752/?text=Halo ada yang ingin saya tanyakan" class="list-group-item list-group-item-action ">Kontak</a>
</ul>
</div>
<div class="col-lg-3">
<h2>Random Quote</h2>
<h6>"Service to others is the rent<br>
you pay for your room here<br>
on earth"</h6>
<h5>-Muhammad Ali</h5>
</div>
</div>
<footer class="bg-dark">
<p>© Copyright - Kelompok 2</p>
</footer>
</div>
<!-- Footer end-->
</body>
<script>var items = document.querySelectorAll('#iwqm');
for (var i = 0, len = items.length; i < len; i++) {
(function(){
var n,t=this,e='gjs-collapse',a='max-height',o=0,i=function(){
var n=document.createElement('void'),t={
transition:'transitionend',OTransition:'oTransitionEnd',MozTransition:'transitionend',WebkitTransition:'webkitTransitionEnd'};
for(var e in t)if(void 0!==n.style[e])return t[e]}
(),r=function(n){
o=1;
var t=function(n){
var t=window.getComputedStyle(n),e=t.display,o=parseInt(t[a]);
if('none'!==e&&0!==o)return n.offsetHeight;
n.style.height='auto',n.style.display='block',n.style.position='absolute',n.style.visibility='hidden';
var i=n.offsetHeight;
return n.style.height='',n.style.display='',n.style.position='',n.style.visibility='',i}
(n),e=n.style;
e.display='block',e.transition="".concat(a," 0.25s ease-in-out"),e.overflowY='hidden',''==e[a]&&(e[a]=0),0==parseInt(e[a])?(e[a]='0',setTimeout((function(){
e[a]=t+'px'}
),10)):e[a]='0'};
e in t||t.addEventListener('click',(function(e){
if(e.preventDefault(),!o){
var l=t.closest("[data-gjs=navbar]"),c=null==l?void 0:l.querySelector("[data-gjs=navbar-items]");
c&&r(c),n||(null==c||c.addEventListener(i,(function(){
o=0;
var n=c.style;
0==parseInt(n[a])&&(n.display='',n[a]='')}
)),n=1)}
}
)),t[e]=1
}
.bind(items[i]))();
}
</script>
</html>