From 053dee37d7675e85399fe41b9e338fcb2cbed7d7 Mon Sep 17 00:00:00 2001
From: Boyana <boyana@o.nl>
Date: Tue, 21 Mar 2023 12:05:56 +0100
Subject: [PATCH] web edits

---
 web/spin-wheel/crystals.svg |  1 +
 web/spin-wheel/index.html   | 12 ++++--
 web/spin-wheel/style.css    | 25 ++++++++++---
 web/spin-wheel/wheel.svg    | 74 +++++++++++++++++++++++++++++++++++++
 4 files changed, 102 insertions(+), 10 deletions(-)
 create mode 100644 web/spin-wheel/crystals.svg
 create mode 100644 web/spin-wheel/wheel.svg

diff --git a/web/spin-wheel/crystals.svg b/web/spin-wheel/crystals.svg
new file mode 100644
index 0000000..29ac346
--- /dev/null
+++ b/web/spin-wheel/crystals.svg
@@ -0,0 +1 @@
+<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 274.93 343.57"><defs><style>.cls-1{fill:none;}.cls-1,.cls-2{stroke:#000;stroke-miterlimit:10;}</style></defs><g id="Layer_2" data-name="Layer 2"><g id="Layer_1-2" data-name="Layer 1"><line class="cls-1" x1="87.21" y1="0.44" x2="30.34" y2="65.23"/><line class="cls-1" x1="51.15" y1="281.26" x2="30.34" y2="65.23"/><line class="cls-1" x1="87.21" y1="0.44" x2="169.73" y2="43.38"/><line class="cls-1" x1="187.76" y1="273.78" x2="169.73" y2="43.38"/><line class="cls-1" x1="51.15" y1="281.26" x2="128.47" y2="341.74"/><line class="cls-1" x1="187.76" y1="273.78" x2="128.47" y2="341.74"/><line class="cls-1" x1="30.34" y1="65.23" x2="71.26" y2="78.06"/><line class="cls-1" x1="87.21" y1="0.44" x2="71.26" y2="78.06"/><line class="cls-1" x1="125.35" y1="66.69" x2="169.73" y2="43.38"/><line class="cls-1" x1="87.21" y1="0.44" x2="125.35" y2="66.69"/><line class="cls-1" x1="71.26" y1="78.06" x2="125.35" y2="66.69"/><line class="cls-1" x1="51.15" y1="281.26" x2="98.3" y2="292.75"/><line class="cls-1" x1="187.76" y1="273.78" x2="147.54" y2="294.31"/><line class="cls-1" x1="71.26" y1="78.06" x2="98.3" y2="292.75"/><line class="cls-1" x1="125.35" y1="66.69" x2="147.54" y2="294.31"/><line class="cls-1" x1="98.3" y1="292.75" x2="147.54" y2="294.31"/><line class="cls-1" x1="51.15" y1="281.26" x2="94.47" y2="262.29"/><line class="cls-1" x1="187.76" y1="273.78" x2="147.54" y2="262.29"/><line class="cls-1" x1="94.69" y1="262.37" x2="147.25" y2="262.37"/><line class="cls-1" x1="30.34" y1="65.23" x2="79.23" y2="49.99"/><line class="cls-1" x1="169.73" y1="43.38" x2="112.83" y2="44.95"/><line class="cls-1" x1="79.23" y1="49.99" x2="112.83" y2="44.95"/><line class="cls-1" x1="98.3" y1="292.75" x2="128.47" y2="341.74"/><line class="cls-1" x1="147.54" y1="294.31" x2="128.47" y2="341.74"/><line class="cls-1" x1="207.7" y1="198.91" x2="254.88" y2="160.13"/><line class="cls-1" x1="254.88" y1="160.13" x2="274.43" y2="204.55"/><line class="cls-1" x1="207.7" y1="198.91" x2="234.52" y2="210.01"/><line class="cls-1" x1="254.88" y1="160.13" x2="234.52" y2="210.01"/><line class="cls-1" x1="274.43" y1="204.55" x2="251.18" y2="211.43"/><line class="cls-1" x1="254.88" y1="160.13" x2="251.18" y2="211.43"/><line class="cls-1" x1="207.7" y1="198.91" x2="187.86" y2="309.38"/><line class="cls-1" x1="216.99" y1="343.15" x2="187.86" y2="309.38"/><line class="cls-1" x1="234.52" y1="210.01" x2="215.37" y2="317.75"/><line class="cls-1" x1="251.18" y1="211.43" x2="234.52" y2="210.01"/><line class="cls-1" x1="274.43" y1="204.55" x2="261.03" y2="314.81"/><line class="cls-1" x1="216.99" y1="343.15" x2="261.03" y2="314.81"/><line class="cls-1" x1="236.11" y1="320.97" x2="251.18" y2="211.43"/><line class="cls-1" x1="261.03" y1="314.81" x2="236.11" y2="320.97"/><line class="cls-1" x1="215.37" y1="317.75" x2="187.86" y2="309.38"/><line class="cls-1" x1="236.11" y1="320.97" x2="215.37" y2="317.75"/><line class="cls-1" x1="216.99" y1="343.15" x2="215.37" y2="317.75"/><line class="cls-1" x1="236.11" y1="320.97" x2="216.99" y2="343.15"/><line class="cls-1" x1="207.7" y1="198.91" x2="239.76" y2="197.18"/><line class="cls-1" x1="274.43" y1="204.55" x2="252.47" y2="199.99"/><line class="cls-1" x1="239.76" y1="197.18" x2="252.47" y2="199.99"/><line class="cls-1" x1="187.86" y1="309.38" x2="217.12" y2="307.89"/><line class="cls-1" x1="261.03" y1="314.81" x2="237.82" y2="308.55"/><line class="cls-1" x1="217.12" y1="307.89" x2="237.82" y2="308.55"/><polygon class="cls-1" points="212.21 39.25 194.93 38.02 184.12 51.54 179.96 34.73 163.75 28.63 178.45 19.48 179.25 2.17 192.5 13.33 209.2 8.74 202.68 24.79 212.21 39.25"/><polygon class="cls-1" points="219.22 65.69 224.8 64.03 226.6 58.49 229.9 63.29 235.72 63.29 232.18 67.91 233.98 73.45 228.49 71.51 223.78 74.93 223.93 69.11 219.22 65.69"/><polygon class="cls-2" points="207.02 156.49 200.23 155.33 195.42 160.26 194.43 153.44 188.25 150.39 194.43 147.34 195.43 140.52 200.23 145.46 207.02 144.3 203.81 150.39 207.02 156.49"/><polygon class="cls-2" points="252.61 102.26 253.44 113.9 263.5 119.82 252.68 124.2 250.16 135.6 242.65 126.67 231.04 127.79 237.21 117.89 232.55 107.19 243.88 110 252.61 102.26"/><polygon class="cls-1" points="19.9 220.43 13.11 219.27 8.29 224.2 7.31 217.38 1.13 214.33 7.31 211.28 8.3 204.46 13.11 209.4 19.9 208.24 16.69 214.33 19.9 220.43"/><polygon class="cls-2" points="44.21 272.76 38.01 282.64 42.64 293.36 31.32 290.51 22.56 298.22 21.77 286.58 11.73 280.63 22.56 276.28 25.11 264.89 32.6 273.85 44.21 272.76"/></g></g></svg>
\ No newline at end of file
diff --git a/web/spin-wheel/index.html b/web/spin-wheel/index.html
index 67b9f83..76eb75d 100644
--- a/web/spin-wheel/index.html
+++ b/web/spin-wheel/index.html
@@ -13,10 +13,10 @@
 <script>
     console.log("hey there");
 function preload(){
-    img=loadImage('wheel-of-fortune')
+    img=loadImage('wheel.svg')
 }
 function setup() {
-    createCanvas(windowWidth, windowHeight);
+    createCanvas(windowWidth/2, windowHeight/2);
     button = createButton("spin the wheel!");
     button.position(windowWidth/2-250, windowHeight/2);
     button.mousePressed(spin);
@@ -34,10 +34,10 @@ function card(){
     console.log("hey pop up here");
 }
 function draw() {
-  background(220);
+  // background(220);
   imageMode(CENTER);
   angleMode(DEGREES);
-  translate (windowWidth/2, windowHeight/2);
+  translate (windowWidth/4, windowHeight/4);
   rotate(currentSpinning);
   image (img,0,0,200,200);
   currentSpinning = currentSpinning+10;
@@ -65,4 +65,8 @@ function draw() {
             <br>I will be guiding you through a series of carefully collected questions written by different authors, some well-known and others unknown. You begin the exercise by spinning the Wheel of Fortune you will find at https://issue.xpub.nl/20/wheel. 
             After a few seconds, a question appears on the screen. Then, you take a photo slide from the deck and try to thankful of an answer to that question by looking at it and the tiny film simultaneously.</p>
         </div>
+
+<img class="top-left-corner" src="crystals.svg">
+
+
 </body>
\ No newline at end of file
diff --git a/web/spin-wheel/style.css b/web/spin-wheel/style.css
index e165917..52c9d60 100644
--- a/web/spin-wheel/style.css
+++ b/web/spin-wheel/style.css
@@ -5,16 +5,15 @@ html {
   html::before { /* Add a pseudo-element to the html element */
     content: "";
     position: fixed;
-    top: 0;
-    left: 0;
+    width: 200vw;
+    height: 200vh;
+    top: -50vh;
+    left: -50vw;
     right: 0;
     bottom: 0;
     z-index: -1; /* Set a negative z-index to move the pseudo-element below the content */
     background: url(bg-images/bg1.jpg) no-repeat center center fixed; 
-    -webkit-background-size: cover;
-    -moz-background-size: cover;
-    -o-background-size: cover;
-    background-size: cover;
+    background-size: 200%;
     
     /* Add animation properties */
     -webkit-animation: spin 100s linear infinite;
@@ -42,6 +41,20 @@ html {
     }
   }
   
+  .top-left-corner{
+    position: fixed;
+    top: 0px;
+    left: 0px;
+    transform: translate(-50%,-50%);
+    width: 50vw;
+    filter: hue-rotate(180deg);
+  }
+
+  main{
+    text-align: center;
+  }
+
+
   h2 {
     text-align: center;
   }
diff --git a/web/spin-wheel/wheel.svg b/web/spin-wheel/wheel.svg
new file mode 100644
index 0000000..83bfa85
--- /dev/null
+++ b/web/spin-wheel/wheel.svg
@@ -0,0 +1,74 @@
+<svg id="eclipes" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="800" height="600" viewBox="0 0 800 600">
+  <defs>
+    <style>
+      .cls-1, .cls-2, .cls-3, .cls-4, .cls-6 {
+        fill: none;
+      }
+
+      .cls-1, .cls-2, .cls-3, .cls-4, .cls-5, .cls-6 {
+        stroke: #000;
+      }
+
+      .cls-1, .cls-2 {
+        stroke-width: 3px;
+      }
+
+      .cls-1, .cls-3, .cls-5, .cls-6 {
+        fill-rule: evenodd;
+      }
+
+      .cls-3 {
+        stroke-width: 2px;
+      }
+
+      .cls-4 {
+        stroke-width: 5px;
+      }
+
+      .cls-5, .cls-6 {
+        stroke-width: 1px;
+      }
+    </style>
+  </defs>
+  <path class="cls-1" d="M400.239,129.4A172.841,172.841,0,1,1,227.4,302.239,172.841,172.841,0,0,1,400.239,129.4Zm0,0A172.841,172.841,0,1,1,227.4,302.239,172.841,172.841,0,0,1,400.239,129.4Z"/>
+  <circle class="cls-2" cx="400" cy="302" r="262.312"/>
+  <path class="cls-1" d="M400,165.235A136.765,136.765,0,1,1,263.235,302,136.765,136.765,0,0,1,400,165.235Zm0,0A136.765,136.765,0,1,1,263.235,302,136.765,136.765,0,0,1,400,165.235Z"/>
+  <path class="cls-1" d="M400,176.66A125.34,125.34,0,1,1,274.66,302,125.34,125.34,0,0,1,400,176.66Zm0,0A125.34,125.34,0,1,1,274.66,302,125.34,125.34,0,0,1,400,176.66Z"/>
+  <path id="Line_1" data-name="Line 1" class="cls-3" d="M139,303v-2H274v2H139Z"/>
+  <path id="Line_1-2" data-name="Line 1" class="cls-3" d="M527,303v-2H662v2H527Zm0,0v-2H662v2H527Zm-388,0v-2H274v2H139Zm388,0v-2H662v2H527Zm0,0v-2H662v2H527Zm-388,0v-2H274v2H139Zm0,0v-2H274v2H139Zm388,0v-2H662v2H527Zm0,0v-2H662v2H527Zm-388,0v-2H274v2H139Zm388,0v-2H662v2H527Zm0,0v-2H662v2H527Zm-388,0v-2H274v2H139Zm0,0v-2H274v2H139Zm0,0v-2H274v2H139Z"/>
+  <path id="Line_1-3" data-name="Line 1" class="cls-3" d="M173.534,431.616l-1-1.732,116.914-67.5,1,1.732Z"/>
+  <path id="Line_1-4" data-name="Line 1" class="cls-3" d="M509.552,237.616l-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm336.018-194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm-336.018,194-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Zm0,0-1-1.732,116.914-67.5,1,1.732Z"/>
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"/>
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"/>
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