@keyframes rwdcur54383 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACNklEQVRYhcWXsWsUQRTGfydBTmyCoNyp3AU85E6wyF1hdeAfoMX1dnqC2Ou/YGshCGsCov0WYmNjsUgab1OEZBfR4s6I1ykxxGiIY7E7y845yc7sZuMHw+6+Web75s2beW8gP0TcakC1wDj5yIeDvhgO+lJE+zhFiG67IYkLizhRVM0oGMvXFjBfdDwT1FBnLoAHwI24r3RUidwtUJfjOnDGdrA8S7ALBN12IzEMB32At8A5LOOgcAzMwDoOjlrAPP/ZA8cGcUC7BSzYDFTJQy4D0A8npIPRDycAi0BIFKyZsF2ChLzXaSbGXqdJr9OUu2GVyAtGsWAqQO75hNBxPUmoILYFpiJMBAhJ5IcTZeajYKx8O66H43ry00iESQwkAkbBWK6zFsNBP8kN8X83gffA1IDnUAFK9pPHb7fdUBr/ZsjMXWEVhO9u13zH9RS3++Ekaev3z38AJUNmwkrA7p7Y0REI4SLEPa5cO33ZZjxrAVu/xba+ZxE4C5fsiyIrAW8+/Qz1PXVgC+olC1j2fwT6npPAFF5/K1fAr/2DjtfnsBJwZ3n6tFQBwB+9+SVLjz6ztLq9VraAF3rzMx5vnAJ4UqqAq60Lhfp1mLP5ee3jF629UllI3tPp+agE1B3X+yrPeV0uSGfFVDJ6CHzHsC44DEoZPpsLZu4H8o5wl+iekHlbMq2IqkRJpQW80vTL2e7Ez02iDJjpAZuSrEpU9daAi6jltySVhMauz1MTSiFp11qRpvEX1Lnd+TXm8xoAAAAASUVORK5CYII=) 15 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACMUlEQVRYhcWXwWsTQRjFf7GiQVCKqEQqSQ4RkoOCiRcPAcFrPeTuQYR48VDwoOif4D8gsnjwLu5B70X22myhpewipTRBrd5aBCltcDzszrITd7szu936YMjufGHe22++mTcD+SHCVgOqBcbJRz4c9MVw0Jci2icpQnTbdUlcWMSpompG3lg+toD5ouPpoIb65QJ4BiyGsdJRJUi3QJ2Ou8BF08HyTME+4HXb9ahjOOgDLANXMKyDwjUwA+M6OG4B8/znDJwYREp7ADRNBqrkIZcF6PoT4sXo+hOAW4BPUKyZMJ2CiLzXaUSdvU6DXqchV8MqQRa0akFXgFzzEaFlO5JQQdjn6YrQESAkketPlC8feWPl3bIdLNuRr1oidGogEjDyxnKeEzEc9CNvCP93H1gBfmjwHClAcT+5/XbbdaXxr0NmrgqjInQe1VzLdpS0u/4kauLNdUBxyEwYCZirME0iEOIJQtyDM+ar2kjApXNzKfv8Q6AJl0+XK2Dt58FWcuQ2sAAXShbweXv/S3r0LJwveQper/zaSI/ucfhhd1qqgOmftP19Cd5/4s7bnVelCgDeJXc/5eaLPUbfD16WKuBGa6FQPAlGZbu++S2xv1JpRs9xez4uAVct29mR+3ySF8RdMWZGz4FdNM8FR0E5hs96wcz9QN4RHhPcEzJvS7oLt0pgKi3gY0Jcfu3v8PcrgQNmZsBk56gSnHprwDXU47cklYTaqc9zJpRC4qk1Io3jL6i31fmxIhEkAAAAAElFTkSuQmCC) 15 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
}
div.testarea{
animation:rwdcur54383 1.3333333333333s linear infinite forwards;
}
