@keyframes rwdcur163069 {
0%,2.6777777777778%,100% {cursor:url(data:image/png;base64,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) 11 16, auto;}
2.7777777777778%,5.4555555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsklEQVRYhe2UsWoUURSGv//ukDAhhBAsJWUKETKzlQ+QwkLIRAJW2lhY+Qg+gIWv4AtYZEJ8CIvFmQRrq1RbDGNYlmWcvSfFrhB1FnQzq6DzwW0OB/7vHu490NHR8b+jX22MonQHuCexaWYF6FOeJ+OVC8Rxeh94CTwAnBkADqiB95K9ybKjYiUCUZQ+k3hxo+RunGAuVADP8zz5vIxAsDj85BjsqZlGgP9ewAJQIBFIeDPbWiZ8oUAcn+ya6YlEyWzU36gAb6ZtYM3MhpJe5fnRZasCoEcSV2bUc4FK4h3wIcsSH8fpHvAQeJtlyWjZcGh4A1GUBsBrCc/sxjVwlmXJ4DZBi/hpAhJ3gC/AZC5QAR9XEd4oMK8VEmMzKmCSZYlv6GsF11AbAYWZColCUtnvp9t/TMCMUmIoUZqpMFMJ7m6/f7a5CoHGRRTHp7uSdiQqyWozvGadw8Hg8KpNgcZv6Jy7BO+mU/Pe+9pMXjLnnLv17v+Rhat4f/808P7rluR8ryc/nZq7uHhcti3Q9AgBOD8/rMPQFWEYjtfXe9XGxtqk7fDf4uAg/av5HR0d/y7XZDKerkwQtIoAAAAASUVORK5CYII=) 11 16, auto;}
5.5555555555556%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpklEQVRYhe2UsYoTURSGv/8yzGbDIiJWlmIhVhnYboVtbCx0k0YQbEQsbXwYOx9BE7XxGcTdmRWxsrCwkjAsIUgIw/0tJgHJxtU1my10PjgwHA783z2XO9DQ0PC/oz8d7HT6bdA1YEvy0NbnoujGtQt0OoPrEo+Bm0AKJDYBGAMvwM+Kojdei0CW9R+AHgJhFhokEqjLJgG+STzK8+6XMxXIssE9m/s/tcI8GJyCEokUSG2GQK8ouqfeRLI8vH8VuC1RLsxGAFsXgZbtFqiS+FB/czYCtm7NwqtZq7J5I+ldnu/FLBvcAJ7YAvw8z3vvTxs859gVZNmgBTylPu1c4G2edz8uzF0Gyjxf7SUs28AloJSY2rVECPq0OJTn3eEqwScICHBpawquJKb7+3srv/dfEY7Fy2OJsi6VoHGWvbpwbgIQRnYYgo6kukLQle3t11vnInBwcJcQ/BU8ijGOY4yjGP3d9lq2sPQZVlUYxjiNtmcdhRDCX/9uT2LJFcDh4R3SVEftdmuyudmabGwkkxiZrEPgt+zuvgw7O4Olm2poaGj4J/gBX0ikI/oE2l4AAAAASUVORK5CYII=) 11 16, auto;}
8.3333333333333%,11.011111111111% {cursor:url(data:image/png;base64,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) 11 16, auto;}
11.111111111111%,13.788888888889% {cursor:url(data:image/png;base64,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) 11 16, auto;}
13.888888888889%,16.566666666667% {cursor:url(data:image/png;base64,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) 11 16, auto;}
16.666666666667%,19.344444444444% {cursor:url(data:image/png;base64,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) 11 16, auto;}
19.444444444444%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpklEQVRYhe2TsWoUURSGv//usJus6xIkhYVgZxXIjLGwCJZBEHG38il8ABFfQLT2CeyEjIhvkNLsbGEpFinSaLGEZVmG2fktZgUxE3BXg4XzNRcOB+53z/kvNDQ0/O/odxuTJN0GrtkUkk+zbDi/dIHd3TSEwF3gns1NiZ5NH7wB+iTxJssGo0sRiON3XckHwA2gD1y12ZLoLyV6krrAoc2L8XhQriMQ1RWTJA0St20BngAlUEoEm1CdimwiicfAFeD5OgKhriiF6za5xAQ0ASbAGfC1qjGTmIFzIAcGSZIe/EUBt0PQ1NZUYgr6JpFm2eAl8NTmdSWl+VK0sHmyjsC5DOzsvI2ksB1FrXYI6pYlPcmfR6NHk5/7kiS9Y/MM2FqGswd+MB4Pv6wicG4CnU4HiXlRFHPb8xCY/Xo5QJYNPlbrcEGVkULi1iqX1wpsbhZlp9PJgWKxKHPJxd7e+9pVATnoR0CxtfHHAkdHw7LVWpRRFAqbGfjk+PjhRV/sFfDB5oxqCqerCtSyv59e9OJa4viwnSTp/ThOV55AQ0NDQ0PDP+c7Ahmj2tbzx08AAAAASUVORK5CYII=) 11 16, auto;}
22.222222222222%,24.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
25%,27.677777777778% {cursor:url(data:image/png;base64,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) 11 16, auto;}
27.777777777778%,30.455555555556% {cursor:url(data:image/png;base64,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) 11 16, auto;}
30.555555555556%,33.233333333333% {cursor:url(data:image/png;base64,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) 11 16, auto;}
33.333333333333%,36.011111111111% {cursor:url(data:image/png;base64,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) 11 16, auto;}
36.111111111111%,38.788888888889% {cursor:url(data:image/png;base64,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) 11 16, auto;}
38.888888888889%,41.566666666667% {cursor:url(data:image/png;base64,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) 11 16, auto;}
41.666666666667%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsklEQVRYhe2UP4vUQBiHn98kGUKIqyCIlViIxcHBBo4rDwsLBVn3/A5+GT+AjZ/g0CJY+wGEWy45sBC5wsJarnI37u68Fpu1Er2NpjIPDDPFzPt7mH8wMDDwv6OrTjw8fOuaZu1DIPbeuRC0qKrJ994Fjo5O3Grl4+UyiefzJo0ilyVJlK/XNpJsEQIf63raWcT9acJ8fjM0TeQXi8ZL8lHk4hDwEt5MdyWejMdl2pvA6elDmmYZJJcmSZRKysxIgRQsBW5JPOtNACCKkm9J4lLn5EPASZaZkcHPtj8el3u9CZyfT5D0ZTabfKqqyQegBvNADmRmpBIPehMAmM0mq+347Ozp5UaCHLjW9kWvAr/gM3DdjJFEZsbtoih3rhd3TTfDASOJ3Ix8cyGv/K38vYBkB6AbbXgG+lpV07BrnU5HUBTlHui5GSOwHJRJVF1q7bQDRVE+Ah6bcYf2H5CUAh5407uAGQfA/c0TlN+Gm3FS19OL3gWAfWAkKW6DY+C9xIsu4TsJFEWZAfeAuH0BAXgl2cuqOl79fvU/EDCzFPQaQOLCzN7V9fFl1+CBgYGBLT8ATF+RBlrAbhMAAAAASUVORK5CYII=) 11 16, auto;}
44.444444444444%,47.122222222222% {cursor:url(data:image/png;base64,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) 11 16, auto;}
47.222222222222%,49.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
50%,52.677777777778% {cursor:url(data:image/png;base64,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) 11 16, auto;}
52.777777777778%,55.455555555556% {cursor:url(data:image/png;base64,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) 11 16, auto;}
55.555555555556%,58.233333333333% {cursor:url(data:image/png;base64,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) 11 16, auto;}
58.333333333333%,61.011111111111% {cursor:url(data:image/png;base64,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) 11 16, auto;}
61.111111111111%,63.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqElEQVRYhe2UwWoTURSGv38yE8JYhhC6KCW4cOUqzH2ALHwAa9wIrvsC+gR9DR/AlVIcdz5E2kQQfQFXIqWIpGOY5HeRZFNSSybgaj6Y1eWc/5t77r3Q0NDQ0LAnw+G7aJ/6vYoHg/O4LB90hsPzuG4P1S3M8yKuqkW31VKVJEkFlOPx02rXPrXN4zg6lqCqlvOy/FMBbeBq1z61R2Bz3WpFabvdSpMkSZMkOQjhY/u/CVxcnPxaLJzayqJImaRMUrprn3+OIISiC/Qnk9GXbeuSMwCbzex/7C2Q58WxxJlN3yaW+B1CcXZbIoSib3MEzGElIDHfVWDbCH7aDCSOgNQmBV6HUAzWwYRQPAZOgJ7kw/XXubx8dr2rwNZrmOfFK+BUorSZATOJGXBlM5NYAiVww+rvl8CnyWQ03VXgjjPgN6AnNo8ksIlsIiCWKIHSpmS9/RKf64TDHbdgOn1egk+BrzYdiRQ4AGc2mU1XoidxKPENeFsnHO55CUP4ENl6AbyUeAhUNnNW2z8G3k+no3Hd8HsFbsn0QJtT/30yGZX7BDc0NDRs+AtP7pZT8muewQAAAABJRU5ErkJggg==) 11 16, auto;}
63.888888888889%,66.566666666667% {cursor:url(data:image/png;base64,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) 11 16, auto;}
66.666666666667%,69.344444444444% {cursor:url(data:image/png;base64,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) 11 16, auto;}
69.444444444444%,72.122222222222% {cursor:url(data:image/png;base64,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) 11 16, auto;}
72.222222222222%,74.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
75%,77.677777777778% {cursor:url(data:image/png;base64,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) 11 16, auto;}
77.777777777778%,80.455555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkklEQVRYhe2UMWsUQRTHf//ZcZFwHFcECcHCOk12THMfwEqE3GFha6Efw8+RMk3AchcFKz9BArnjPoDERgJKEAmHXJZ5FtmVhWxAFu+q/cHAvjew7zczbwZ6enp6eu4hy4onWZY/X3cdtSVDyLfMlEuMzHg7n08W6xJwbUkzvQZ2q/BdCPn2RgWAqURpxgrYAr3ZmECW5dvAYyACZTU+bUxAYtQoHiWWEmvrAX83pWUlQCWBGb7+rjk4+AjEwc1NXC4W00hH2nrgG/CrIQEwvqMpGwI7Zjza38+H4/GH9L8IzGYTJD43c2ZMQyj26jiEYhDjbZ+YWUwSh3PdNqHlCAA4Bp41JB8Cr0IovgKXEivgClhJcmaRsnzQyaD1Gs5mkwszjqp5V4l6YAiMAG9mXpJ3Dl+W0Z2evijb/tVJAGA+n5xI9t4ML/0V8EBqplQijZE0SZxLEl13KQ73PMVNQiieAi/NGEh853brf0j8NNMX77k4OzvstPp/EqjJsmJXYqcKryRdnp8f/u5auKenp6fmD5cWf/zVwfw1AAAAAElFTkSuQmCC) 11 16, auto;}
80.555555555556%,83.233333333333% {cursor:url(data:image/png;base64,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) 11 16, auto;}
83.333333333333%,86.011111111111% {cursor:url(data:image/png;base64,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) 11 16, auto;}
86.111111111111%,88.788888888889% {cursor:url(data:image/png;base64,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) 11 16, auto;}
88.888888888889%,91.566666666667% {cursor:url(data:image/png;base64,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) 11 16, auto;}
91.666666666667%,94.344444444444% {cursor:url(data:image/png;base64,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) 11 16, auto;}
94.444444444444%,97.122222222222% {cursor:url(data:image/png;base64,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) 11 16, auto;}
97.222222222222%,99.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
}
div.testarea{
animation:rwdcur163069 1.2s linear infinite forwards;
}