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0.39331366764995%,0.48997050147493% {cursor:url(data:image/png;base64,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) 13 13, auto;}
0.58997050147493%,0.6866273352999% {cursor:url(data:image/png;base64,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) 13 13, auto;}
0.7866273352999%,0.88328416912488% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABHklEQVRoge3VsUrDQBzH8a+NlRR0FxEztU/gEzj5GL6Cu5ky+UqlQ+nagJMg4qJjDaTkMNHU9BzSCt0STEjB3wf+cBz/4Xf35zgQEZH/zKnYdwacAF9A0V6c+g4r9t0C10AEPAOPwAJYAi+b2mv3juPY0WhkPc+zg8HAAtt6BS67ClZ1Au/9fh/f9xkOh6RpijGGMAwJguCCcjphizn/7Aaw4/HYFkXxW5PJZDuFu66C9Sr2LQHiON7ZzLJsu0ybi1RP1QPkAMaYnc0oigC+2RywC1XfQAKsZ7NZz3Vd8jwnSRKm0ynAJ/DUVsCmnAJzYEX5D6yADyAGHoDjroId1Og9B66AI8pbX1D+CW/AuvloIiIiIiIiIiIiIiL76gdmnl5NiUJy1wAAAABJRU5ErkJggg==) 13 13, auto;}
0.98328416912488%,1.0799410029499% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA10lEQVRoge3TIW4EIRjF8X93GhxhUrVqRTNn4E69yFxmb7AG2QNgEKPHkqA2qIpuqjqm+RCbvp9BkHyPFwBERERERERE/uTFeN4JeHusv7kDzTLw1XIY34e/ApeD/RvwYRloXeAEXJZleY8x4pwDoNZKSonW2tk4z7wAADFG1nUlhABAKYWcM62Zvh5gUAHnHCEE5nkGwHvPNE0jog4/29MYcgO1VkopeO8B2LaN3vuIqDEFUkrknH+eTe+dfd9HRJkXuAO31tr54MN+GueJiIiIiIiI/FtfJPA16Tol9w0AAAAASUVORK5CYII=) 24 24, auto;}
1.1799410029499%,1.2765978367748% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA10lEQVRoge3TIW4EIRjF8X93GhxhUrVqRTNn4E69yFxmb7AG2QNgEKPHkqA2qIpuqjqm+RCbvp9BkHyPFwBERERERERE/uTFeN4JeHusv7kDzTLw1XIY34e/ApeD/RvwYRloXeAEXJZleY8x4pwDoNZKSonW2tk4z7wAADFG1nUlhABAKYWcM62Zvh5gUAHnHCEE5nkGwHvPNE0jog4/29MYcgO1VkopeO8B2LaN3vuIqDEFUkrknH+eTe+dfd9HRJkXuAO31tr54MN+GueJiIiIiIiI/FtfJPA16Tol9w0AAAAASUVORK5CYII=) 24 24, auto;}
1.3765978367748%,1.4732546705998% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABSElEQVRoge3UsU6DUBSA4T9FidESCNqWicHQpJODA4/hEzi46oP0ZXyDLrj5ADgwNI1xaBeSa28LQWKIg4y6ncbEnG+95P6c3AuglFJKKaWUUup/Ojl0wBHebwCcA0PAm06nD9ba467rKuCs731IBo8kNwNC4BGIAYwx467ramDfry+Ae8mg9AADIE6S5DJNU1zXBRgaY8ZZlmGtjYR7BxmANE2Zz+f4vg9AURTkeY61VjjXB4Wczmaz29FodOG6Lr7vEwQBQRDgeR6O4zCZTK7CMLwRbIqeQL3ZbN6apvn89YG63ldVtRJsyl6h7Xb7BLwbY8KiKPA8D4Dlcknbtux2uxXwItmU/gYAyLKMPM9xnO+/dNu2rNfrQ6TEB2iAhbU2stYO4ji+LsuyrOv6tV9/Fu4dVhRFd0Dy1++hlFJKKaWUUkr94AtqfWj+ay1iswAAAABJRU5ErkJggg==) 24 24, auto;}
1.5732546705998%,1.6699115044248% {cursor:url(data:image/png;base64,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) 24 24, auto;}
1.7699115044248%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur197203 16.95s linear infinite forwards;
}
