@keyframes rwdcur225521 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 32 31, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 32 31, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 32 31, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 32 31, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2ElEQVR4nO3aMUsDMRgG4PfE4TJIrkgRFNqOTt0riC6Orp3ETZycBAfxFwgiuLk6+hdcBEHRqbgoTpdBx3qZ2i1OV7Wtg5X7PvXeB25pUhK+vneXhAJERERERERE4oxB0Bx/SnNwYxB2L9uqRVAtwG+gVgBjEDbWq7i6vodmCpgA7QloizQGzeP/1JodfLa81MTR6jl6Pdk5MQHSA4779XMaKZiWGuijC/SBm2eNoUeIVPonr7ii0yCWgJeXV3jvkWUZvPdwzmF7exO9HiJjEE5Pz5AkCWq1GpIkgbUW8/MVqekVyxiETqcTjMHIlbcPX2maBonFkUgCQgCyLEMIQL8/GunhmMcxQpqmCAJrQ7HXoHOu0P6TEiuA977Q/pMSeQvE8fu9PO4W+Gn/P63b7aoeiJQ+AWLPgMPDk0L7T0qsANbaQvtPSqwAzWbzW/3r9XpBM/lMZCEURUClUkEUje4L8qXw8HcajQYigSeU2F7AWouHhxTOucFeYG9vZ9Ce7wXypEjdAqXfDaociMytz4xtq7cWcLf/+P8PRNYQf3kidIdH0bnwUFRyMPrAGIStdjWsHC+Gg9u2yOHHOKVPQOkLoMoYqMYfYAL0af9DhIiIiIiIiKiE3gDsC64sPnM2wQAAAABJRU5ErkJggg==) 32 31, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 32 31, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 32 31, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 32 31, auto;}
}
div.testarea{
animation:rwdcur225521 2s linear infinite forwards;
}