@keyframes rwdcur19655 {
0%,61.438461538462%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 0 0, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuElEQVRoge1aq3LrMBA9vlMQEnKDDFKz/klIUb+hoLCwOLiwsOB+w0Ul+ZMyN8DIJSFmKUjkWal67Morp6BnJtNJrccen7Mr2Qqgh6PiWGJUgiCqxHU6RqqtOv4w20kDm10dDhHx3b1bbIETGfMpjpS1JCSsMc5k8H/Y5o4nQoyI2E773QHrzXL8hyEDWISKkAkRUcuJV3zibfECoCwZX45kTdK1vfV3vzsAAB7wF7fDI4CTQk7+qMElonKnurbHerO0yNwM97gZ7gHYltMCJTKZRNf2qJvV+J2SMTBkzlBTxRBR96yxmCHzjGvrumOzyUitIxwvB68bMgaGDLWZFoJEurY/kkCihGjArr0Av8UcTFYlubJ3bQ+HkCiAkCoGJPEnkeHutSghSx030BDWm+XYlloM0KlibCIGEXWsNtRervUotKqYl0jX9tEBuSq4fSi5iMWyIFbEIIdMqK+GKtlEclFKFS8Rt3zmwFeGObmSu0gGFdEgwxmbqjJlkQwRqdwJY8FIEFPFgUiVWI4k91+5CV+igiWTfYrFfHnia0ORa68Ukdle67iqnMG21+zl14Cq5bOo1F4sIiUrGIW7B5OgyHutHEQKB8teF7MW4C8GNFck9soiUjcrdunlVC7a1kBqr4sqEkKggkXxI4iEnl0IknnCJlKqctHA62b1bR5unlwx56sQuSs+klOeV4CTvZ6GD7wv/rHac4kEQUjQMn0MFYTY1p6MI97Gi4nUzQr73QF1M751960z3mA8pGPHGcXOVY7nZ3nJAc7Yh/S1rns+1vW7xZY1l6hqObYQrfiBYlEBSL28U4VUibGfo6K3zX53CCrCnTNnHZnzxFZ9rtyDGZYiiN951UOhbCLMvqk2KtYyg+TIPJsNS/1gYHaU3jROUVOEH/OEmMDFY+AWiIv+sugXv4jgC3fOT+t86rNMAAAAAElFTkSuQmCC) 0 0, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 0 0, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 0 0, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACWElEQVRoge1aO1LDMBB9ZijSpKJKAem4SXrOwCGoU3MIzkDPTehMCleu0qQTRWJnLeuzWq3kDMObydiJHa3evt2VLBn4I2guR5Nwrw9DG7H7iuCOeR+rcy+rPXAmxHGMKjhEkjx8IQNcCVUhFQutFBJjGwOZz9M+p70khIikGp20QZQZcSFWhIyPiMSYAYDD1xGPuzXe8DO5+L36ADBRSZWQi4jUwEzVmmTsZM9quGv7yfEdT5Prz6dXALOCoAJKRFXqgYwNBxkVDETUSHRtj832YfxuqwLMyKioEhtHssYBnyrAlQyxkwXuyB4zFLzuUmWAVogFiXRtT70a7KzP+7VU8RLp2t6Q8yRjdp50bV9cFW5ohciYkNdrwUmEqmH9Ppwa6xiFTxWt8GIrQjtEjWqpkRteLiKGxrcLVhFIAkMVEVxEGgCIkeGQte8pmUu+0GKN9JqqAHkjfTBHYl6XIDYHkyJEZJFFBCliVaspoQoQnrZIkFx+NVAi6VlEclQppagN9eUgigzPJ1cuUWhttg8q4aGZJ4vkCDBXa1iYkGIxIi44FvTYYK/91kr4w9dRZKO4Ir5c0q5mi4RWiZJ8n9MJX4dCFY38pwFg3vE0WZF83K1TuwRAQAQ4x/FmOxq0xxljP68Ds5LdkKPxVCzjaNsLUWgRr7kMNeQDgDcwkpV60QCckyMsg7c0RRlhxTcH1R4FqlQtgSrJDpBsrYk3gTx2VXaDUxXRCJUi4XZTc60caK3GRyGdQ2kjl0hoz73KRo82ipVj1Vc4lsQtJPvNO4mi+ks2/1gav+Mt1nWuX90YAAAAAElFTkSuQmCC) 0 0, auto;}
}
div.testarea{
animation:rwdcur19655 1.0833333333333s linear infinite forwards;
}
