@keyframes rwdcur103729 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 17 13, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 17 13, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 17 13, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 17 13, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADz0lEQVRYheWXT2gcVRzHv/Pe29nZyaTZJM1Sw2o1VVst2WookWjBSAULhWoPIhYTgzYJGjyahYKnHDR4t8iKYED0oNCD2EPirdjSVZpUU9Jm4+ZPE5NoszudzM7szHvzPBSht+7MhnjwB3P8fX4ffnwf7w3wHxetp7mvr8/o6emZ6ezsXJ2enp6LwiD1CKiq+r7jOOcZYyejMiILDA4OPgrgsVKp9BkhpNzf339oVwUAZCmlWnt7e0csFrujadpHuyYwPDx8glL6mpSyWwgBIcSbjLFTIyMj+q4I6Lr+DGPsVQCXNjY2FqWUBcuyTgPQovAi1dDQUG82mz03NTWpn8uOfh6VEzkDqqq+3tXV9YF0nYW3XnnxncmLP57hvhd6A5EFOOcXX36plxw7kN5HZn9jhxqMr/31Ncc1SyfCcFiU4ULwFKTs4atrxur0PPzW/bh56WdQ34becfArbtvHWUPD77Wwom2gYo+5S/OjmysLuiMDSEbR9mwG13+dgXXtasqzym/XigotIAR/3lu+PWT/VWLbi0tgcaA1qaNSXMTdxSKqno3q35unhOA15SGUgBBcBVAWCTXgThVBXIcGAk1tgGmaMA4eRpU0QpQsHTUeybAbCADokhcQxAW2i7egptMQ7jYSugZulgHLhLlxJeWXl3trAYYKIaWMC8FTUPYQZ+ECtlaX4c8k0dLchvViAf76VXhNGbSkn1ZpPPl4LUwljMC/Je6UhTtfIJsL17BZmIZjlsE9DmNvCzoyx9GcOeqRhx96isbjfzyIFSWEDCKYipEEWrT9aNtzBM3aYfhWK+yCAtgUAJkDo2u18KIcw/NCi2UIYyCUAo4H/64NXrYARQGLqQiSRgbApBB8ZwWE4DqAs54M9klyr1VR7n2QEpQQBCpFJeCQQXAMwNEdFQDgArgAQrARVFABh899+EIAQkDoKrYaVZAYAxTlFwAPzEDoEArBCYBR7vnv2Zb1SHHuJpJNTSCMwvY5Djz5xFZMjX2hKMo4pWxrxwXuE9EBpMbGxn5Kp9OBbdvuysrt5fHxT96glG3Xyol8G1LKKpSyxbW1P7+7fPnKC7OzN54rlUrrYYYDdWwAAAYGBlKqqp6RUt7yPE9NJBJ7DcM4Yprmh7lczq2FUdezvLGx8ayiKKeJopw0DMPwff9T13WXah1et0AQBF/6vp9OaPFJQsgNKeWm67rfhmHU9WeUz+e3M5lMq8/5ehAEq5RSI5fLfR+GEelFdH8ZhvFxtVr9plqtMsdx3g3bX9cGACCfz/Pu7m6LMRabmJj4oV7e/6/+AfpmoPJUnsArAAAAAElFTkSuQmCC) 17 13, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 17 13, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 17 13, auto;}
}
div.testarea{
animation:rwdcur103729 0.58333333333333s linear infinite forwards;
}
