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.sc3{-webkit-text-stroke:0.015em rgb(112,48,160);text-shadow:none;}
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.sc1{-webkit-text-stroke:0.015em rgb(0,112,192);text-shadow:none;}
.sc0{-webkit-text-stroke:0.015em rgb(0,0,0);text-shadow:none;}
}
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.fc3{color:rgb(112,48,160);}
.fc2{color:rgb(192,0,0);}
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