@keyframes rwdcur211189 {
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42.553191489362%,48.836170212766% {cursor:url(data:image/png;base64,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) 2 2, auto;}
48.936170212766%,55.21914893617% {cursor:url(data:image/png;base64,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) 2 2, auto;}
55.31914893617%,61.602127659574% {cursor:url(data:image/png;base64,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) 2 2, auto;}
61.702127659574%,67.985106382979% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmUlEQVRYheVWba7CIBAcXrwB4T4a3rlM9Fxt6n0IZ9j3o3wWFtra6o83plEK7gy70y0AgfBF/HyTHABEyIBY3P8QsgwoLaG0BABy1+m4LG+YwcaBCCJOy8gcOC0DAepXRkGjLdcfiAsQCQ0i2YLYY11ZCE8AEwRevaVhR0pL8sRKy/DdQlYuH20DOVDxgBfBkpSEu8kzAWa0QmlJfvcpUk9kQmFjDneQZwJ6MIN9dpZsJi8EmNGmLq8ZbmpGI1yz8QpBqzPABo2kt4qgrpDtAkrymyO5swKIF7FfgCf3xLWCpXOMiKYAM8wuTxtUQd5qTbEEd05EPwPzn/rkyyZNi9+MiPc8UBHqu6cRthSyOSQ5zYQHCFd3PcJcnM/GrqFV50Ish/aJaG17XXQP30mVlt33Z1vAyvZaEBH7Ni3Ae2Bjb1daznVPnv3ggwZaGVhH3kr5KYc6zogt8zEGBI56DN1Os5SnZ4XDUctC68Ps/jgRnBD0yfeXQOAVKOZx7W3oDzGsod/zgBcBcPWewjo2xFGopXjHEe3/4Q+EsQciTHQiwQAAAABJRU5ErkJggg==) 2 2, auto;}
68.085106382979%,74.368085106383% {cursor:url(data:image/png;base64,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) 2 2, auto;}
74.468085106383%,80.751063829787% {cursor:url(data:image/png;base64,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) 2 2, auto;}
80.851063829787%,87.134042553191% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.234042553191%,93.517021276596% {cursor:url(data:image/png;base64,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) 2 2, auto;}
93.617021276596%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur211189 1.5666666666667s linear infinite forwards;
}