@keyframes rwdcur232149 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfUlEQVRYhe2UQWgUVxzGv533dsfOThKTNG3GQrunaLEUScBDDkJowBZ6KKVUyh4ED01tLFIWcXNpDR42ImlJo7VDoR5SD2uvhXiwRMRurSWBkkM2DjRxNU6jWEnXXTKbee/fg7Mwu0adobue/GCYee/93/t+fPP4RxBSR3Bi4iSOHk6pYyaAjwHkAFwEMDrupGXY8yIhjCcBHPKGcydxtC+ljk0DeLtaM+6kA59XlRLQvOgzB4DeIzgxO+6k3wFw3V+b1XLFsBD/Wyl1zEmpY+QBUFbLTQbdy5+0OIQRBYDwz5nIPBLzuJNWqwCeDgH4LAjA037Bl77vymbmPoiatayWm2gEwKD3vm4iowY50NPcvnL/4UYA9AO4YCKzPaR5X1bLmYGqXzDiNjP47s3WhjBiAkASw7MhAJDVctNZLUdPrwQURlwxZOLrzSBMZIY8894Q5ot42BtygQAUKPjt5yv9g+sfmPUQSQxPhDR3APR4w4uBAACgu+tlfP/D5K4Py5+e9UOcw+mai2Tp9NhYvchjvqnRQNQt3VtX3RWi8lWi5VP/UErPWH6IJIYnkximKoClkxPo4KDSu9tW5V0iJ09UvEB0I71Gx+PfLdVBFH0AZOm0CAAz8eXZmfgy1T2hWrEiIq6kKMA0INoOtL3Ziv37k4kv/v0mW4U4h9Mtdft6LJ2mB0qJPgBzvvlTA6VEfe2TFTVUW5aJxF2iikVUvkJ0f0rS0udrNBo/U5OEpZNi6TRq6fSrl4TpJRGo620qvi1mU4WIHhCJVSJnQVDxkkv3zldo6cD9RyAaLYVIAoyAGCC3SKBVItIpoLwkoO1Rse/g+4lja9/+1CyIh61YiUBGBBCVkFsE0CZAHS4ir22gpVfFeyN7Xz3wID3VDAgFAKSUkCAIuJDMhRvbALW4kB0boFcqaH1DxSdffdTTXxk802gAXgUQQkCQxM07K+hq74IbdbFj7+uXY1JT7jG7AqC2zTRKzOD2+vo6lUolyluLxAxemjr/I92+tULM4L8wg7/bBNtaAL85M/huZvD5QqFAV//4nZjB55vprwDAzdu3sHPPzjKAAWG71wAUZufn0Lm1AwAKTU3Bi7nkv+FeCgv5fJ5mLl8iZvA/m+XPhe2+VT8pbPcaM/hf9p2/d7zY3gkAbrMAHitm8G3M4AvM4GeZwXc9c4Dneq5npf8AIj2TsvZtdysAAAAASUVORK5CYII=) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur232149 0.53333333333333s linear infinite forwards;
}
