@keyframes rwdcur33640 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqUlEQVRYhcWUXU7DMBCExyhIHAqJ7QF46HVAQksFXKcPPUCXI3CbSo20PDhO/J+WxmEkK26TeD7HswucT1oc/KZorG6cfX619srqbpy9vqR3eWfWA4ghVjBPAXytcP5Wcej8+SoQceJjoOYQOZM5iAVLtBy082kycCXKO4PzSYPfN6ocwvuHaXFXHb75QioD5CAaNKs6QA5idQA/Cw0g6gCxeQOIrnp32TNX1KquhURERUQBKLTXASLQfAZuMAcAIgK0B+RgrxakLcCwc9DT42QO2KsFGSGuOhNmDuiJCESUrMHMysyh+WabW/IKf+01HoORO+f0ueN+GuEm1G1mjsBfOL0rB4Ce8//7srvPeiVl6MiY2cPo00VLZoCFcnCl9waVvoACgIi4M1Yc99WFihCV3QPlKjCeOQAY/v7JP5kP1wQxo2InJCLjwiUiOVMHpyOE/5VM53JTzVm1D4gIRGTKw2YLbLZhPgAT3PfE7x+15eflygxAWGo1RWV3k1wfH/v5ZVoOwO3eg8kbTo3FHxepGELXTpkZRKRJEPPvZOdraWyv/6U/mf8CtfhN3Eu/yNwAAAAASUVORK5CYII=) 7 7, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsUlEQVRYhb1XW27DIBAcKlfqsTYH6Eeu01btNmp7nXzkANkeobeJFEvbD4MNGGz8HAmJAGZmYXbtAPebZhu/KzZG1fa+f7bmSuKh7b2+9Gf5ZPYTEIvYgbwvwMcO998gNp3f30VE7PhY0OYiUiRjIlZM0bzR7reOwKUonwzuNw1+L0TehI9P3eYuO3zylZAXkBKxQbEaFpASMRHMvNAruXdEuQl1voiZLyoRURFRAAqtmwYk11epwRYz75yIDDMrtAbk0gxqDf78UmYOMme1em8jhoiAmRGQH47xctPrrAFm1h45AP79c/PzBbgIHYiofdaZLEVuo18hUGemzlBdu541mNe6Gbues+YbhY0qdHJMkCJ0zY7FJxcjOBoRUSLyRYA/3uzkBZNBz4Cpejw+gkoYkxNRs8EccgsRGZyPS7GxTjXMbIjI4HpOP3k4ptKrmwMAU7mgFlRDZzK/ASoiGvhkoLVVMYGS9MgpTz7rInXX2Ramcr4OnnJfxJzUGjyFUfIolYo3SpBOEpFbXLzJgPHGTekZrGh8Cor2KFi0ylfx+CdZBtbZo6V2EezrddM/Jv/bNbDyKbrljwAAAABJRU5ErkJggg==) 7 7, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoElEQVRYhb1WW07DMBCcoCBxLHMAPrgOVHSpgOv0owfocgRuU6mVlg/XyXptJ2kTZySrTmzvjPeVAueTFAd9CCqj7WbfP7W5snjoZu9v6SrtmvUEWBErkKcCNFaIv4dNOj1fRYTNeCuouogcyZiIBUu0nGjnU08QSpR2Dc4niZ5nopyEj0+98VAdmnwhlAXkRFRoVsMCciJWF6BzoYKIYQGW/A4RzCxEJADCiNCmRxRmxJyZ5foL2m6A7QYAQJ9fQkRdWBfv94EYAJxzgFwAPvQb3AvQtFW4LQRyERz3fvQh0CGposJ7wNycfv/gnPNe6TGNXycREQkRiXa1Io5vHd8+Z3Mi+XHvDduh3JqsjQgYdQEzS+cuuZhFk1Sl9+H5+bXIlZRhIGZmAGiISEgbTg4U1vgQiygg2weYGc65+QkaRAxgConguI/feJd62DULvXc6p0fUQssJJWPDtOKb/sjoA9rYvTZwi40lyLUXS4KGyTMGbgYz28bVzYe+hou16WtFTb5EbuNd7teY6skS0ewwBBGZb0hCVDy8hAiYy/wDnztzbItYyz8AAAAASUVORK5CYII=) 7 7, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur33640 0.4s linear infinite forwards;
}