@keyframes rwdcur192948 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtklEQVRYhcWXMU8bZxjHf/bgMwikdLPbKhNSUUYXCw9QKpZ06BB0EhMf4ZbjGzBU2PQDICGh4AyOKySvyRRPHShdjOBAsjIgIZCBKBW245xw/O9wdyShvrOJiPqXHr26093z/O65932e9wU4A35msB4By8AfwGvABeSPr/37y/5zd5JGR0c7ERBPgGoaZIGegQ5B70Af/PHQv2+B0h5U1X9vOIBqtdoP4iFQzYCeg1yQhjDXfz7zEeThQABJtyEWDWgWQN0hA9+2LigPMqAJLA4ECCASiYSbAtW+MPBtq4FSXjaWBgIcHBzo+0RCzj0FD8xxHKVSKYVlQpJ0dXWludnZe/vyG/NVq9VkGEaz35yQJBUKBRW+UvBA+Xw+mJifAxwdHSkz5ISrg2zQFOgHf7T9+1HBJanb7SqTyYhbS1Rra2t6PiBwC2SCYvAGKAA5YNIfCzF4Y/rPRalUKv0nC0oTvc5boDlvJr8AkiGTOQk8nZubU6vVCgVwXVfpdFp8UjFlDfh6E7S8vKxkMhlVMQM9NU0zMguWZQmvbHsAzwb8818eP9b5+bkqlcowEMl4PP62Xq+HAhSLReH1Dg/gMALABpXLZV1cXKjRaGh7e3sYiIJt26EAjuMIr4F5AO8iAKZAe3t7ajQaOj091cnJicrlsgzDiILIZbPZUIB2uy2gAxAHMCI+pQkkEgl6vd6N5XI5Njc3k4ZhvAiB+KfZbIb6NAwD/MkcB6+hh2kc6HQ69Ho9JN1ATE9Ps7GxEQbxYHx8PNSn67oA728AjiMAZoH9/f3PMhBYNptlfX29H8TCzMxMqM/j42OA0+B64CqYn5/X1taW8GpBmJ35/u60CuIAf0VkYAL45tUrGo0GY2NjPeA7INbH0v4r6wsLCw8mJiZCfe7u7gLs3GRg2EqYy+UE/Bbid+hK6Lfmj5VwZWVlcC9otWSapmKx2Afgd271gng8/tY0zcjgUkgv2NnZie6Gn6her8u2bWWzWU1OTiqbzcq2bUX980Ch3fDy8lJLS0v99wP3qND9QKVSkWEYHQPata8UPHJHNDIy0gF+AhZT4O0J71GD9oRnfvBAS6lUSrVa7V6C12q1IHjorrifFg3DaObzeXW73S8KfH19rdXV1SDtkeeCMHkno0xGpVJJrusOFdh1XZVKpWC2VxniZDRIT4A/0+m0LMtSsViU4zhqt9vqdrtqt9tyHEfFYlGWZQXbrSpDng1jdwB5BPwK/AhMAd/iVb/3eI3lb7zy+hJw7uD3/9W/EFdjLH1EXXIAAAAASUVORK5CYII=) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrUlEQVRYhcWXvUtjWRTAf7F49ykKY5fsylSCg4VFfMEU62awEtlihoBVQLa3yfwHFssm7h8QEGQ1hckgpJ3twhZb6EyjaCLIFIIoUYdZTEx8rOZs8V4SdfK+3GIPHN4H793zu+eej3sBzoHXeMsk8A54D3wGTEDs62f7/Tv7u0AiQ0NDLReIN0A5EonI8vKy5PN5qVar0mw25f7+XprNplSrVcnn87IMErGgyvZ//gDK5XI/iJdAORqNSqFQENM0xVNATJACSLQH8tITQESeQiwqperZbFbu7u68DT8A6OgdSAZEQR1Y9AToQGiaZobDYdnb2/Nv+Inxh7oHEra8kfIEODw8lLGxMalUKsGMuwAISKUH0dcTIiJyfX0tiUQi+Mx9AHQ8YS/Ho5gY6NzkcjkWFhaYmpryiplnyRSwAsPA5jceODo6kmg06ivgjo+PJZ1Oi2EYMjExIYZhSBrk2MMDncC0s+NRisrq6qoUCgVXw41GQ5LJpIRCoS9AFogDr+xrNgRfkiAND4itXnr2ACKRiGueNxoNSSQSAnwAdAcv68DvCQ8Is1esJsGOgWQyiaZpjuu3tLTE9PQ0uq6/tmfcT26Bn/+EjSXHkUADktbtfNcD+Xzedc3n5+fl4uJCSqWS6LruVrYB9AH46hYTm5YH3ncBqtWqI0A6nZZisSiXl5dSq9Vke3vbD0Q27VEXsBqYBdBsNh0BDMOQ/f19qdVqcnZ2Jqenp1IsFkUp5QYRj7kA3FgALbBjQCnlOJV6vY6mabTb7a7G43HW19d1pdQHB4i/6y7usa3pXQDTNB0/HhkZodVq0W63EZEuxMzMDGtra04QL0ZcAGxrt12Ak5MTx49nZ2c5ODh45IGOxmIxcrlcP4i3P7gA2NbOOs+eWTA3NycbGxuCtXZOem6PFygLBgB2d3cdacfHxxkdHaVWqzE8PNwGvgdCfTRi/5J7Cy/GXTzw0brsdD3gtxLG43EBfnEY13clDD+ohACysrISpBfcA7/xpBcMwNdn94KdnZ3A3TAG8gokBv+9G15dXUkqlZJsNusJICKehpw002f2AFIqlUQp1VJK3fjaET3DuNOOCEAGBwdbwI/AYjgc9t4TBjTutSc8t413JOW5Kw44c69dcT9ZVErVM5nMt4Hp0/A/IL/i71zgJN2T0dbWVq9OeBg27VQLcjLykjfAX52z4aa9pjd2Wt3Yz5vwrLNhKADIJPATMA0YwHdY1e8Wq7F8wiqvfwCVAOP+v/Ivq8DgFh20cv4AAAAASUVORK5CYII=) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADy0lEQVRYhcWXz0tjVxSAv7jIfYrCuMtrZVaCgwsXzwSzqM3gSqSLGQKuBOk+mzf/gYtSY/+AgCB1smgyCNlOd6GLLrTdKJoIwYUgStRhiskkPhpzungvmeq8X5pCD1xucrnvnu+ee+455wJcAC8JlmngDfAOOAEsQJz+xBl/48x7lMjIyEjbB+IVUNZ1XTKZjOTzealWq9JqteTu7k5arZZUq1XJ5/OSyWRE13UBys534QDK5bIbxHOgbBiGFAoFsSxLwohlWVIoFMQwjB7I80AAEXkIsayUamSzWel0OqEUP5QOyDqIggawHAjQg4hGo1YsFpP9/f0nKe4LiIDsg8RsX1kJBDg6OpKJiQmpVCr/ifJeq3yGcLWEiIjc3NxIKpUafOcuAD1LOMdxzyeGej9yuRxLS0vMzMwE+Yy/RCKuwzPAGowCb7+wwPHxsRiGEcrharWamKYp8XhcpqamJB6Pi2maUqvVPHffax0Qwz6Ke1dUNjY2pFAo+CpuNpuSTqclEol8ALJAEnjh9NlIJPIhDdL0ARCQX2yA8j0AXdd973mz2ZRUKiXAe0DzML4G/JwKgLBAdBtiGhwfSKfTRKNRz2NdXV1ldnYWTdNeOjt2k1vg+99ge9VzJYgCafvnYt8C+Xze98wXFxfl8vJSSqWSaJrmF7YBtCH4WPOxwlvbAu/6ANVq1RPANE0pFotydXUl9XpddnZ2wkBkTR+Aig1w0gdotVqeAPF4XA4ODqRer8v5+bmcnZ1JsVgUpZQfRDLhA/DJBmiD4wNKKc+tNBoNotEo3W6335LJJFtbW5pS6r0HxF8NH/M42rQ+gGVZnpPHxsZot9t0u11EpA8xNzfH5uamF8SzMR8AR9ttH+D09NRz8vz8PIeHh/cs0GuJRIJcLucG8fobHwBH23nvf+AtWFhYkO3tbcE+O6924az3qFswBLC3t+dJOzk5yfj4OPV6ndHR0S7wNRBxabrzSe41PJv0scAfdrfbt0DYSJhMJgX4wWPd0JEw9q9ICCBra2vhcwHcAT/xIBcMwccn54Ld3d1w2RCkBmKCJEBeOL3pjPsp9s2G19fXsrKyItlsNhBgkLbusnsAKZVKopRqK6U+eVZEAyr3qogAZHh4uA18CyzHYjH3mnAA5UE14YWjvCcrX1TFA+48qCp2k2WlVGN9fd12zCco/hvkR8K9C7zEfhk5V8cKqdhy5hufHS7wZRQkr4DfdZAMdhitYKfUjtNXnPEM/XKrTMi3oXsN7S7TwHfALBAHvsKOfrfYieVP7PD6K1B5xLr/r/wDcJjcHvYFmHcAAAAASUVORK5CYII=) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur192948 2.4s linear infinite forwards;
}
