@keyframes rwdcur83595 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIz0lEQVRYhdWWa4hcZxnH/+c977nM2ZkzZ647M9mZneyt22R3ssRt0iZNYiutKdgWFKn0g630o9SAtBSU4gX84IdiERVExSJWrFAotEpjK2oT0m5zaUz3lr3Ozu7OTGbnPmfncm6vH7rB3WQXTEXBFx44PLzv8/vzf96X8wD/r+s6uyLWWeULDVZ9LMOuy/9T+CX2ntpizZdsZr9mM/s1kxkvrbNl/6epRT7NoWEc+sYm6qkbWPlrFsvnmtDbAXQ//Rx7/L8vYInNHJAgf85E59UVXL+0iGviKuY2LMdyvmn++MCd1qN3eqALnq+XkC9msVRex6LMg7/mhlatWeUDpEOPAZi+k3p35MCb7DdhAcLhMvILJeT9AMIOHPc6FvvSbNqttxu97y2/k/iPBAyxIZxkJ8koG71t8xE8cNKCWWyjZUmQ7qYQRB5UISB9Db4yWheKKb8U+uqt54bZME6wEyTFUrfV3NGC4+w4GcOY6oLLXUNNH2JD+uvc6xYAZNhCUIXvlI7aBAHxENARP8IxC3aWQkh2uBYhAgmGSfSJD+bP//7ewfsXAOAx9hgJIaRo0DQbdjvKotWz3FlrVwd60SsnkTw8jvEnD+HQvUkk1RPsBAGAbux7AUDbhNG0YbUJyJIMd1iGa0CEHBaJ5G6QStuhpqxy2td+8bNfknE2jjji7hGMjI1j/Cv96L8/jrh7zxZw4KgLrp5udD+QRz7YhS7lYTxMm0x/mIDvsWCVGJgsQu7xIjgjQV5wwS0KEJ0I19unOGpkqTqXphLfc+zUfacfwSO0G91yHnl/AIETKtSBW13fIaCMcjuN9GwTzWwKqUNTmJLP4MyYCPk7AEQC4pUgNxnY3zusWW5h07FhqbCgFXJFGmkm+2K0d0D1qmIsFn3mmfIzRy7jsjiAgWEevDGP+asVVJrbmfyOG/Fd2CrURgGF0j2454Fe9Pq8zPsZlalHHMtWm3orWS00DlYXN09u5oyHnA16tJNlMScrxjQrHKSglCe845FVThBFqSyWyzzlY2MY+/y7ePeVDDIXZzHbyH8vz/7l+i3rCDtC9mO/W4U68iye/VWpVZI3ZgtrtMA3HWKrzGTageToEAiQ2VhuNto1gxqyPJAYVARBQLFcTOfyuQtNX7Ppv8c/1Ofu017Fqy8sY/nDdaxXz3HnnD1bAAAfch86k5isv4gXQWwia5KmRIaiiXTfYn4zVij6An6R53miyAo2hNU8jVsFLeQ1fJoPptNp8hIpZBNrM77Dvlh/V/9Aza7pj7JH08tYvg2+qwM3l8OcH1mwUhlkVB16mIIXr7TenxvNjQ/7BX+w5pTLXTFJ36y2xG7EI5sd3cpLK2trNFsY0O52C5yIPMv9aZyN+12O6x1ZcP1hN86uAhhjAHARQMaBk8ohN72IBX/Eio7kjbzmakjTwZCqS8yVQEXwS0QWCyRb39A2rAj20QoqS7xD/zxoDt4QidDPM2q1Wq0zmqbdxtr1X2DDUnlQFYDMbCYKFUpcm676ZXa5PRIewbq4HkyvLalKo0tRHI/YIHWD7yFivzHonipP6YFWoBhlAc1UTUq7eJnnEeZ5XgHQvJW1q4AVXJcT1l1yqVKUZcllFYslmRhEDjdCxQV9IaJFtLAY6TaWgkuU50oIc2Hia/vI1PIUiRtx1d60E3kz304vpovRaERJJvcPOY6zK2vXZAbzeozrW3JJrjFCeDfhiLtVb1u1Qt0ys2Z7ZnlGLhzeoE/ve4pIkPBK+RVHfF+0kmaSlqQSRFGMSZLkDwQCkGWX3ul0PuA4rr0ba9c70GLNL1Zy1efn5q4XDMPUTNMsq6qqCiJVGtDDpWApSWOUDEgDEDnRmTFnLDNvkmA56JAqWbIMSy+VSsX19fWMx+OpHz9+fLg30fuaR/X89t9ywICR1oJefYAbXNPr+tL8ytw/Lmy+Z11zfax+OfHEl4bEocTE2kT9vH5+Tuly6V5DCz+UeGikIlQyf3Teersn11MP0+7W0F1DViweCyk+pdDm2oXT7DTe5t7e24E4i+MUTsn7EPOfwZnnqU2Xa6zWvkqu+D3E80jCTg4tbixatfV6zNfwwef1tSVJQqfTkQtCoWjH7UsjnoOpdTNbWCwtfqDeUKcCJGD5I/7+Cd/Ery+IFzKTmGx+xH20u4AH2YM0hVTfYRx+kMFRVHj7u9AVTiA+kq/fIOlMOukteUXaoXBsZ0EQaZ0BTXBoGsy4hm7kVtSVfQcDB8d75J7kqrE6t2KuZJjA1iSXtDGJyfPzmJ9+g3vD2LUFKlQaQiiRRPJxAKIEKTFtTftf1l+2QtdDml/3i2bbBBUosu6s2Im3AQHUdmzFMqxjaHAyzfL+S9VL/ogWkY+Gj/Yk3cm6TOSrHDhHh17OIbcAYHcBLbQsHXp2FrNv1lE3JjGp8zb/c87g/BfNiyjxJUScCFbXVuHwTsJIGwlmMjiWA87k4IUXUTkKV0hBoDeAbFfWOsuffXE/2V8PI6wVUVxoo21tZ+4QMI1pK4TQUp3VCy275RTLxWaEj2QG7cHXVU7V1oprZLW0SjgDDjfMkag7SkbZKHFZLmRZFg2xgQHPgHNAO4CwN2SU7cpTq7nVN8yoqWRpVmxyTX0BCzue423PkP8BDzkv087FDrFmLRFViE/+7slE/5H+HxY2C+PFlQ1js7Mp8jyn8DylDnUcRVbglj1IqAknFUpRgRfnPp69duZbJ759FR606TC15Ptkyx60rdazrb1fwTZXZAAqAA2AH0CQgPiPff/Y0eTR5Ge1gDfilVRZQRfx8G4E5CBUQXWMmlm8cvny+Z8899O/1DZqRQA3owqgDqANYEcL9hLg3gKHAUS2IgoFMcTQ4x1Rg2OnUv7exH5Z4RTkszlj4m8T5dylGwXkkUUbWQA5AFkAha0oA9Cx7QLuJYAAEAEoWy7cdOITNyg0ULghwgUKCgbAggUDHViow0Z9C1bdFvo2+I6ZYM95YEsI3RbitriZuznQOPjEWmsLYmz7vpm/bRgBgH8CLKfwJt5JuQ8AAAAASUVORK5CYII=) 15 20, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 15 20, auto;}
}
div.testarea{
animation:rwdcur83595 0.33333333333333s linear infinite forwards;
}
