@keyframes rwdcur19715 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqUlEQVRYhe3WwYuMcRzH8dcztMmZOUjahPSsOCptmyiR8CviX3BxcaA47dlJTi4c5D572JWbllKSXIxJmnIRjYMLnpX1c3hmNTtm7Mxj9nGZTz31/J7n2/f9fn59+/VQMFm0pdH0GMeK9vinZNGtLIpZNP0/4JNZtNQWeJ1FG8sWuN+Gr1zXyoTv74LHLPqWRTvLEnjQQyBm0cMi/SpDwmdwfGWJz/iAJrZn0aEiEsMITGTRxLpCxhlnnLKTDFBzDjtwAFX8aD//jk94Jz+ImngjP5xGIrAPs5jGe9wMqbs96n5CxFzdk/b6Ga4OItDvKD6N2yEVQqqKFzj1lx6VJAdvwrx8x+aQriXQawcu42RIHel8W3vlEk60gV/79HsaptwAkVrdI9zDnUEFLuJCSB0eaDrWSi6xgJe43qtkQ8f9FYSRwSFh71a7Gy1fsIR6P4HzOBtSR0cGXy2xq9FSxUe87RbYg9l1ga+WmGy0bJMP6OLvV2dSy0leNNTPSaHkM1HDZvlMPE9CarkU+J8ii5ivlA6HhJCawcEkTImlC3Sk/K8fC4wFuvILJNeiP9swlfIAAAAASUVORK5CYII=) 14 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACqUlEQVRYhe3WTWhcVRjG8d+ZDmOpIZXUSZy7CKXUGqZFC1rFD1RqEUyhXrBUKOjWbhV0UzdF/Ci6cCMqopsiCmmxLqKCi2rBDzBiEapFBCmUpvG2mvpRB5nJcXEnMiZNMzMJg4s8cLlwzn3f53/Oe+45hyXow4G1Y4fWXr1vKTmK3QZmlXKC+ymVXPzztW7zFLoNxBti7BfjrqxS3tpTgKxS3ivG0ZamZ7oFCF2YD+J7MQ78N1PYVp7MJjrN180MvDrPPNeBLnJ1BpBVyptwjRAmhPCDEM4JoQZiHM0q5Vs7Bei4BAuAFdCPenky+2M5cq7o/6koKUbJsua84l8QJf1RMtzS9DGONfs2zMJEyZ4oeXpZAaLkHUziZJSMR0kJb2NrlIzK//sdUTKGV3B7S+zGKNkdJXd1BRAlRdyCb3Ee2/Ee3m3GFPE3BrEDzwZndzaNT+PrJtSRKDkdJTcuBNDOPrB72tDBPoXhk+pnrle87jm/ffmINeunNc7d5KqRwy49f7PSzA2KTwbhDO7EGmxAPTh7og2fedqCI5jCNzWVqSiJV3o+V/5pW75GDrZrstAa2IXX06o0rRo8ZuDS72YWvTvcIfv5K8YxjPdRXSzmciV4AjvTqu0CL/xS1lcv+DSrvXSP1Y9Om6ltseCp90W62YsgcvQ7n+AQ3moXYB8eTqvuFRhp8NivQx6/dgq8fH7IZ301Y6svLjYwLRAf4AT2LwbwFB6YNZ/VuhkuNAtViqzCX50cYTnER3gTh+d2r2q+9+ChtOq+uXPSatYI1Ds9PwMjZRtPZQblC/rHuQCbcOBy5sumHGL9qUwiX6DH/+16sKoR8o+WckFtT3k5jsr3iP2YCGlVoyfm80GOY7zQc3MIpFV347aQbhZ7DtCi3o9+BWAFYI7+AbGt0VJg1t7SAAAAAElFTkSuQmCC) 14 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 0, auto;}
}
div.testarea{
animation:rwdcur19715 1.3333333333333s linear infinite forwards;
}
