@keyframes rwdcur54955 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 3 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 3 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 3 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 3 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 3 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 3 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFuElEQVRYhe2WS2wTVxSGvxmPjYMNOAVRIgJFKgvopiBoCC8lUQGpFW137YYWsSiwaIXEo0AQDwECogSJsAsIgcSiK8SORwI4vAMJoFRBoAqhiEcTHiYmL9sz43u68AwM9gCh7bK/dOXx3Dvn/Ofce/574H/89xCfMQ4I+y3WfD7ORwmQBNJDcb6qaBUzIzPJqixKFNf6r9FgNQBMBTrz7RQQ6JjQgUJhikljfyPVyeqhEpHVRaspi5YhCJpomGJiKYtrfdc4YB/wJeFLQBBEhAwZLGVxZuAMW15ueVdWZM3wNcyOzkbTNPSADmEw+0zS2TRm1qR1oNWXRAGB9tJ2AloADQ2FIqMyZCSDJRYWFuf7zrOzf2e+ITk+9ji6rjOqbBRG1CCVTPHi5gtMy8TO2mQkQ2t/K4eyh974Vs/PY+NAI1myAOiaTpFRREgLEdSCBLUgFdEKNo/YDHAHmIRzuIJ6kOKyYoyogULRc6MHy7ZQSqFQIDC9aLrrZjIQA8gnULKuZx2WWNhio+kaekQnOj5KSA9hYGBoBhXRigJDkSkRtICG+dKk60wXl5KXWPJ8CUt7lnK9/3ouoNfuYi7xfAJJgKaBJiyxMG2TQDRA6OMQY78cSzAQJKAFCBAoMBQZH8EoMki2JbnSe4X9mf0A64EVDXYDK3tXcit1Kz/hBQTSQMnGno1kyWJjk+pKEfooRKAowJj5YzB0A13T2V68HeCom4FRE0eRuJjgct9l6tP1rvNO4DowHfjmYPZgAQGj4I2TBYXK/VPwPP6c2LwY6RdpQqNDZBNZKqOV0ANAKcCT1iegwd7BvV7nfzi/AN0OkVIn0LRfBtwsEB+Io0TlMqFsEhcTZLoyZFNZdF331k8MIP4ojvb6ZRL4k9dVknYI3AXagA43UD8CACXVyWqaB5oBEBGUUlgvLFRaIVIgmHO33t2Kpr8iMIi/aLlEut+VATeCqRuTG5n1eBZlj8uIZ+Louo6mabmha/nrMUb67eg/RxiYAiwGluBzydTNqnOfpwGyp3KP+9+7fhxDvJjeRmIcOcGZ5iHjDjmy/IhruBKQ7TO2+92G3rHAsflOvM/IHOAzN/LDyw8LIHsX75WrP12Vs1+dFXKyLlXhKqkKVwkgK4wV3oyFwb8Mpaa4hoXDF6LrOsMnD2dY6TAiEyI8aXvCqYenWHNnzWXP+qplB5bFH9c/ZvDlIMcuHGPDmQ2Ap5QdNNgNAL8CUSCEz10gtcW1LIosIqgHic2IESwOAvDg9wcM3htkXnoeLZ+20PJ5C/sq9wHE6xfXk+nNYKds1/l6gKb+pvzg1gNPgeeAWRB53eg6aS9tl9sTb8vD7x7KoyWP5P6396VtQpvsiu3y3Y6amTVya+ktqV1QK4DsnL/zjXnvFpA7Q1PwHEJvLUn7hHZ0dMJGmJGzR2LrNt3N3ZzqO8Wml5vcCJLk6tzF0ZavWyg/Ue7O15yceZJz985Rm6ylKlwFQDwdB5+m5o0tEIQAAbSQhvXUInExwen+017nneS0/ZIzjgKUnyhn1xe7AGoAmu81Uz6sPD/D4BEgXwJuE6JSioF7AyhRbkvm1fa7znOn89lC4Mfq1mqAn4EfapI1XO296kegAG8QaBpseqX/KqvwHOJ8bXdRAjQBR7d9sg3gINAPzK1L1bFjxA4AnmWeuesLBMhLoGRtYi2NqUZssVEoBGF3bDdAw1sC6No2ZhsXpl1gjjXHa/MvgHPWOQA6pANgPrnSeyuBJDB1bWItpwdPY4kFwILIAne+FOfm86JiWAXmU5PzvefdVwVrHPiWXj5c/Zfa4lq5WXpTboy/IXtiewoUzIEAsjm62Z3/jVyp5eu/8IH6P8XHgFvHXh0fR07bBfgF+J68On8f8ttyL4lJeJpOB93kmoluz7qYQyRKLs2dOK36UHy9jYDXuDeaNP6NRpjcATM9c5InQh9M4N9iSBn4G/Zzsy6cVV0nAAAAAElFTkSuQmCC) 3 3, auto;}
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}
div.testarea{
animation:rwdcur54955 0.8s linear infinite forwards;
}
