@keyframes rwdcur134199 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 17, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 17, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 17, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 17, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGQUlEQVRYhe2XW4xVVxnHf2utfTn3GeYGcobrFMVpp3Ss2DNpK02rZhqNTwz6gJfQNpKoSVNsYmL0wQS1MQiJiTaR+qA0fRitJsYLhSep5aQSqXaAKUGUMmWYGZjhzJxz9jl7r4tPGKEzh6HBxAf/j9/a6/v/8n3rtuF/XYWtB0qFrQdK/638suXgRw6W9NTvjvvTv+q9HgsHv7M9c//e3lbz7hhAcPnonsDLoDN37/l3rHJy1F84dccqsiSAGnpuu+dVt0cbvoCxSSlT+lEpc//3Rlk4BUaM3vDxIz8p8chP3xOUWmqgPb2yX8juHVHPIBgPf/JQO2EDG1X7/do0uZ4PV+qVs2WAdJDaH86OPSM67j5u5sYn7giACmS/7rxvh85twGRX4jWT/tTc+X4vmUWnMojG/HAmv6mgB54qFKaPDfv1qN+zs08mmz43nF0/cjieODy/HIAlW9AeCYTWeMJDaYhWlWiGPQjlkLFB+4CrPhNcfWO0KXpKcVrgtCBzpVwinhldKu+yAWort+AJg00sOqwjKFDd/ASN9seQno+IPYxwyMp5vGQGP7K4IMDqGH/qtZJ64OCy1sSiLcj07XzaFR96ypt7rbfevQ0JWCtQRmPbNqGRpGpjSEKUcCibJQ4tWAOAbxbQYVt7Zt2jxfjSsfJtAxTi6p5YRZ+QNcDXKNmN9X2ktVhfYto3oIyB2kUkjqYf4YwgZX2EBO0kwtb7/drMMFuePqwv/HbJhbloC6SqEq/egX7fEGr6rxg3CyqFpUn63IuEU2eor3wQl1mNExLfhvhCopUBHEII/MY8RJOo2uU9i3lcl7dYsJ7tw2Go92wh5W/CtzW0nkXJPGDJnT8ImR4Wcn1konfeNd8ISdrFNKQidfEotRYAiy/CrgcIK+fAGBpdK0jUSiCPFhLdNUSUyiKiSQpX31h0uhUS5TRCOEQ83aoAiwPU3jwwkpo5QeAauIZDexpUQqBrJG0bMasepel7GLdEUuewCKQzJEFw+wAA1ugfqOm3IDR4+KABM09q4lV050PEhQG0bCwBYLAEWKcwQrw3ANcxcDyYPYJ/dRoPBSLBpLoR8TS5U9/CpdfAikGsdVgUxhkgwNJEiQCNIZGKlEyzav2nS5mB3S63ZpvL92y44ZBa+jZc8fCeZiPLZvE8zakTeH4bzgr02k8Rdz5G9uIRTHUcRwNP1wmlJI4tSvg4K1HC4OtrxFKWkvjiqJr8I6o5ixSFG2xa1kd6g6Pnjk5tf/mw5Od/GOSCGKIS9OIyeVJxBdeYQtVn0dUp7imOIyPN+D8da4uO4lrN2Jk888LHiY5y/fzLQ4t5tAbo/ujoro/NbP/6l5oYV+H1k1lePbue8UtpmvM5MoWY+9ZcYaC3xoMPVzhRhit1BzLHC4csF64W8IMcibTlJPzARLPj3n369S/fcDIueg5cV1tHPy8dLTP6+zxf2eWz9Z4KX9txlvaeJikUvqdJdMB8DSYnBcIP+fWRNk6eyeFUHfw8car4C6I/l1SN3ky6ys1XZEsACr2oBYn1HH2bv83ub+6nt/sSnekiYS7Gt46m1VQbIRNThmyhnSee/CKnv3uQhixSzxaIx3820lbcWhKqjcqbL77rXmi9R4D0xo876a0jXxvj+R9+g91f3Ut3VvKPuRjPC5HaEi9UyHUWOHTo++zc+SzNoIdYhcigi4XTP27pcUuA/LrHXfWuz7Pi7aMQ/QVS3TRlEduxEek6SMQ8ov4OuWsX8M0MlUwfInsX/tRvSLofp/63vS09WrcAEM4vh3OnStf6duHEZxE6wCoflUwio0sYWcDPrWJhxQDKWMTsadTlVxAqQyZ6e6R+i/y3BLCpwX3e9IlRU3g/JugCPyHblNgz+0k5jTAS5ymsdvgiJrEJAK57WzlJrW75FoBltOC6Orv6j1c/+GypmSsSmCapU88hkwWMUkhnkIRYrVGhQufvLc+Pv7Dovr9ZLf8L/lM2378vuPASMqqRyBzN4idBBCgdggWLQmLQ2c1lRefIcvMu+Sq+WY1rp0+Hxc9U0rOvDEuvC50uoESAF/0dpUKcjki6Vperb/1yqHHlT8t6Ed8WAEA8c6ys2j5UoH5myI8mcI0FnFJgc4j8mrI2qZFkbmzZ5v8XwL8Aao6jaZSZm9sAAAAASUVORK5CYII=) 15 17, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 17, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
}
div.testarea{
animation:rwdcur134199 1.1666666666667s linear infinite forwards;
}
