@keyframes rwdcur245607 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKElEQVRYhcXXS2hUVxgH8P85c19GKRJEghgS4sSCFlcirhSySnyCA+2FjqQ0YDe6jBuXYkkREQdEhEHxBSl0FmUsCYgFi4vWZRaBoqZJKMEHpJLRuXPmzPd9Lu7M1AeI6J3cA4d7+TiX87vnfudxgbTLQhiuT7N/DeDrhTA8niYAInJhIQzzqQGUUhrA1YV8/lAqABEBAAfMPy+OjQ2tLkBrAIAQAUAA5l//PXFi16oClFL/R5jXgXlqaXz8q1UBKNcFHAdAPAoiAjB3A7jz5PTpgc4DMhlAa6hMBmCOISIQkR4w33127tymzgJ8H9rzAMeJ86DRiCFx7ReiO88LhQ2dA6xZA+X7UK4LpRTE2jZErAWYtwnR1PNC4YuOALTnxZ03qxjTRohIfG/tTiEqPzt/PkgcoNauhe7qgvJ9wPMArWNEC9KqUbRHjCk9OXPGSRbQfHMdBNBBAOW64GoVXK9DouhtTBTtkyi6sTQ+rpMCOMp1Ad+HIopzwfchlQrk1SuI50Gas0NaC5a1oVi7AuCHJADxNHQcqEymPQo6CECVCqhSiUfj5cv4Wq22RuXY4ujoT0kAHDDH2e848XrQ/Bxcq53ilZXfAWR1EAxC6yyArWDOCtF6NBon53O5//pLpYnPAghRax9oRhzA8wpbpqd/bEb+fPeh+VyuW4i2gjk7d/Bg90C5vPypAPV0YuKYWHu5mWTgWu0XMeYbHQTDjeXl/RJFUK471Tc5eftTO/lQ0e9k+h/KdY+6vb3XlO//poPgAIADXKuV/zly5NZ8LpdY9rcBbyTXrFh72OnpCdFo5AGM9RaLff2lUp8QjYoxIdfr33UKsMTV6sjmixdfiDHfCtH0prNnr7QaDZTL18WYaYmio4kDxJgVMWakt1hcBAAxZqMYM/d+Sz0H5sQ3JYdrtcm+mzfbATHmkhgz82ajuZGRLrH2kBC9NyNWpTweHv7+8dAQPdq7N/Gj2sdldb2+XYgeZe/de5AKQKx9Ktb2PNy920sHIHIbzIEQ7UwFMHj//qwQDYKongoAAECUF+a//t6xI9Gf2Y8+3QhzEcyzX87MvEgS8Bq109A7FOnMrAAAAABJRU5ErkJggg==) 1 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMUlEQVRYhcXWT0gdRxwH8O/Mzv6JkSZIDyGV+KImlFByCj1WlGA0YAsR0kcxXgLxEg852EsOpTwoFvTgAw+ehASEQLQEDwqhORShpaf0Eqho6wtBTFJi8qL75+3+fr8e9mlDS+Bh9/kGhl2G3f19ZuY3Mws0upTy+eONjK8BXC3l8zcbCYCITJXy+aGGAZRSGsBsaWjo84YARAQADJjvPb1+vedwAVoDAIQIADwwP3g2OvrpoQKUUv+0MDeDeWlzbOyTQwEo2waMAZCOgogAzC0AHm4VCu31B1gWoDWUZQHMKUQEInICzD++mJw8WV+A60I7DmBMmgdJkkLSmhOihy+LxQ/rBzhyBMp1oWwbSilIHO9DJI4B5nNCtPSyWPygLgDtOGnwapUo2keISHofxxeEaPHF5KSXOUAdPQrd1ATluoDjAFqniL0ax+k1CD6TKJrfKhRMtoBqz7XnQXselG2DfR8chv9BcBheliC4uzk2prMCGGXbgOtCEaW54LqQt28hQQB23XSFEO3vFUKUlzguAxjJApAuQ2OgLGt/FLTngd68Ae/spKPxzlWCABIEN0rDw99nATBgTrPfmLS31engMLzN5fIjAJ3Kts8oy+oEcFZEOpEkx4Xo643Bwe3c/Pz4/wII0d45UG0xgOMUO5aXv6u2/PLvl/68cqUFSXJWRDr/GBhoaV9cfHVQgHo+Pn5DiGZQqewl3332/S+tY8cu0Pb2CO/stCrbfgJjptru3Nk4aKD3FV2dU3ClAiH6CczXnPb2r5Rt/6xc92J1VQzL7u5vG4ODmZ+Smn0f7PuQIHgiUfSFk8s1g3kGwJyyrI62ublL0LqDw3CVK5XZegE22ff7W6enX3MY9koce0J0q3V6OgGA0wsLr8F8W6Lo3Hpf38dZAoxEUVmI+k/Nzj4FAIljI1H06KOJib/efVBEtpAkgNbZngmlodr+Rdd7e6fWuruDte7u5kwBNQXv67u83tMja11dhay/XdueniQjQvSrEH3TEIDEcasQPT6zssKNARA9Q5Lksg4OALWd7UnyrRAl9QDUOgVNIPrh9/PnT2UNqGkEhKgM5lUAftaAvwGaUsWLuLSIugAAAABJRU5ErkJggg==) 1 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur245607 0.66666666666667s linear infinite forwards;
}
