@keyframes rwdcur122896 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIOklEQVRYhcXWaWwT6RkH8MfHjI2PseP4hDgJzmknNoGchKyJTQLKIRrIYkUNW+gXpFKpYruofEJYXIKtoqpCgRWHtkh0W4hUQGrDlQMHWCAJTgx2iIOBxDl8JnHC2DGeGbsfkNDScFVb6PPtnXml+c3/fd9nBuD/XLSfDrZs2UJva2uLAwB0d3czFQqFanp6Gh0fHyeXLFkyg2HYvMFgiH4SQF5BQTmTxfqGw+cf2FBR8fDJkydLa2tr/8Tlco0oivIEAoEfx/HR8fHxHjqdftntdg+azebY/wxQVFSUzcrLuwESSYw7M3OdS5J7mQsLoZ6enkoul9tiNBp1ZWVl9KysLKAoKu71eocoijrLYrFOmkym+Z8NAABYYzLt4tXXt0RFIlLY1zckJsmWZIK4dO7cOdHU1JQJw7Dm3NxcXW1tLX3lypWAIAgEg8Gp5OTkQzQa7XRtbW0MAGDHjh3MqqqquMlkin8IwPjpQMLnh+hCYamgomLpbGEhnf7ypZ4NsHHN6tV2XX39BVtX1999Pp8tEomkA4CcwWDQli1bxo/FYnWxWKxm9+7dfdXV1X69Xv+blJQUxvHjx8c/CmA2m+lHjx5NOmA2jysFgghboaiR6nQjPpVqEBeJ2MyFha0SOn3Fhi++GCpatcqCouiVO3fu2BAESUtLS5OhKErDMGyp2+3e2tvbu6y8vPxriqLOnzhxYuxDACYAgMlkSolEIi0AsIXJYLTDjz/2sjQajkajcT5G0c5hhUI99/x5WZrf/zd8aiqkVCp1BQUF806n897Bgwfd27dvr8jKyhJnZGTwMAzb2d3dDXa7/YPxv06gvr5ehuP4vo6OjouOBw88K/LzSR6H8wtRaqo3QyD44SlFdYQlEte8UMjgL1uWxkZRYnRwkM1hsVYWFRZqnE6n1+FwvJBIJAIEQQDHcfD5fN/39/e7PwSgAwDMzc2RKIry+Hz+GQDAkhiMC+jISI9gdnaVBCD/tlAYsgiFHeykpAPzOTl/9hQX9yJNTV5IT5945HLhXB4vVa1Wy8+fP48PDw9DSUkJsNnsjwngFYDH481IpVJ3cXFxBTAYm0+ePEmyudxTiN0uFRFE3T8TCaHZbKYXnjhB6tvaLigB/shXqdpCtbXWJZs3u8MY5r95/z5UVlbyOjs74xRFgc/no380gMvl4vF4fMhgMDD5HM7XACDkRiL34l5vLzI9XYYBNDU3NzOzs7MPTE5Otjj27CGxixd/kD99eiu5oKB9xmQapK1bN0GQZDwajcYxDAO5XE43d3czPwpgMBjIZ8+eWXQ6HWg0mnyBQPCl1WoVPXv6tDtqt4sgHjeMy+WZIyMj6Y2Njb/T6XR3mTi+b/i771Z7v/1WVRAO33lZXn49gOMki8ViYhgGCoUCwGIBAIALicQ703gt9Pl87QqFomXTpk3o5cuXv+FwOBGMRlsXC4VaCb+/mSGVbrw6OHggEolUbdu2DbNYLNtLSkpmgsEgem///opxBOlgUlQ8AQAURcHs7Cz78OHDJACAiUZ7dSISCQDaG70PXst27tz5LBwOd5WUlIBer8+enJz8gs/nbxzu67MuuN1CPo22euv+/ZxoNHquv78fVCoVIAgiYrFYvNycHGldRsYvtWo1Oyc7G2KxGEQJYvFb/8fD3wDAK/mxpKQk0Gq19IyMjFUYhkU7OzsbF3y+Y5TXq1l4/PhQX1/fHa/XO2Oz2cBoNIJWq4VoNAo2mw3sdjvI5XKYn58HdXb2Oz9UlZWVvEVLAADAYrGukyTZn5eXVxQKhQosFot7w4YNW629vV8JU1Lw8upq8vHt24e8Xq+Vx+NVzc/PQ2NjI1RXV8Ps7CwQBAFsNhscDgdgGEa+C3Dz5k38rQkYDAYyEonsk0gkca1Wi0okEjmGYZxr7e1b5kZHj5Fzc0tX1NW5XS5XGYPBIG02G0SjUQgGg2CxWKC1tRWOHDkCHo8HnE4nCQCQSCTe5VgMAADQ6/Xt09PTl/Lz86G0tJQ3MDAAJpPpy39dvSqecjpHFFotzAqFMZ/Px3Q4HBAMBuHKlSvQ1tYGJEnC0NAQOTo6GlGpVKhOp+PQaLT39oNFN2k0GkxMTPw2GAyOlpaWglqtpuM4juZmZOx51NOTffvMmYJYKISmp6eD3++HaDQKPp8P5HI5GI1GaGhoYNrt9hEOhxMpLCzkVFZWvhfAeNvFhoaGiNVqlXG53IrU1FSYm5uDoaGhJQRBJON+P8IFQOUyGWg0GlCr1TAwMACBQAC32+2R4uJidjweF589e3ZybGyss6+vj3gfYNG5SCQScO3atd+LRKK9NptNKBaLITMzEwiCAC6XCxwOB+h0OlAUBTiOg9PpBL/fD+FwmLRarf+IxWKVTU1N0kuXLuG3bt1a8/z584f/FQAAoKurq0QsFrNPnToVJ0kSCIKAUCgESqUSxGIxMxAIcOLxOKSkp5NcFivmcrnI4uJiulKpxHft2pVfVFR0ymg0oqdPn/7LjRs3fv0+wKcoular/UNrayvR2toarqioSH3f5LfugZ9ZCaVSed/n82E1NTX6aDSadPfu3cufEwAejyeOIEg/hmHN5eXlZaFQqMPlck18NgAAQCAQWCAIYq60tHQzgiCZL168+KvH41n0m/bJAAAAGIY5wuFwjV6vL/N4PBMOh8P6WQGBQICiKOqRTCb7KjMzs2phYeHm2NjYG0vxSQEAAH6/f4IgiJcqlapOJpMZGAxG9+joqP+zAQAAVCpV78OHDxGVSlVXVlb2q5ycHEFubu6DwcHB6Fsb0aeqtWvXFq1fv37v8uXLjVKpdEYmk7X8G/u3naRa0xjzAAAAAElFTkSuQmCC) 2 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur122896 1.6s linear infinite forwards;
}
