.ff0{font-family:sans-serif;visibility:hidden;}
@font-face{font-family:ff1;src:url('data:application/font-woff;base64,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')format("woff");}.ff1{font-family:ff1;line-height:0.929688;font-style:normal;font-weight:normal;visibility:visible;}
.m0{transform:matrix(0.377958,0.000000,0.000000,0.377958,0,0);-ms-transform:matrix(0.377958,0.000000,0.000000,0.377958,0,0);-webkit-transform:matrix(0.377958,0.000000,0.000000,0.377958,0,0);}
.v0{vertical-align:0.000000px;}
.ls0{letter-spacing:0.000000px;}
.sc_{text-shadow:none;}
.sc1{text-shadow:-0.015em 0 transparent,0 0.015em transparent,0.015em 0 transparent,0 -0.015em  transparent;}
.sc0{text-shadow:-0.015em 0 rgb(0,0,0),0 0.015em rgb(0,0,0),0.015em 0 rgb(0,0,0),0 -0.015em  rgb(0,0,0);}
@media screen and (-webkit-min-device-pixel-ratio:0){
.sc_{-webkit-text-stroke:0px transparent;}
.sc1{-webkit-text-stroke:0.015em transparent;text-shadow:none;}
.sc0{-webkit-text-stroke:0.015em rgb(0,0,0);text-shadow:none;}
}
.ws0{word-spacing:-21.000000px;}
.ws1{word-spacing:0.000000px;}
.fc0{color:rgb(0,0,0);}
.fs1{font-size:42.000000px;}
.fs0{font-size:56.000000px;}
.y0{bottom:0.042331px;}
.y7{bottom:928.962276px;}
.y6{bottom:960.559580px;}
.y5{bottom:992.005702px;}
.y4{bottom:1027.382589px;}
.y3{bottom:1058.979894px;}
.y2{bottom:1090.426015px;}
.y1{bottom:1135.780999px;}
.h3{height:34.617188px;}
.h2{height:46.156250px;}
.h1{height:1272.753047px;}
.h0{height:1272.796533px;}
.w1{width:899.956252px;}
.w0{width:900.000000px;}
.x0{left:0.000000px;}
.x3{left:136.216133px;}
.x2{left:167.964621px;}
.x4{left:183.838865px;}
.x1{left:376.143993px;}
@media print{
.v0{vertical-align:0.000000pt;}
.ls0{letter-spacing:0.000000pt;}
.ws0{word-spacing:-18.520567pt;}
.ws1{word-spacing:0.000000pt;}
.fs1{font-size:37.041134pt;}
.fs0{font-size:49.388178pt;}
.y0{bottom:0.037333pt;}
.y7{bottom:819.281333pt;}
.y6{bottom:847.148000pt;}
.y5{bottom:874.881333pt;}
.y4{bottom:906.081333pt;}
.y3{bottom:933.948000pt;}
.y2{bottom:961.681333pt;}
.y1{bottom:1001.681333pt;}
.h3{height:30.529997pt;}
.h2{height:40.706663pt;}
.h1{height:1122.481333pt;}
.h0{height:1122.519685pt;}
.w1{width:793.700000pt;}
.w0{width:793.738583pt;}
.x0{left:0.000000pt;}
.x3{left:120.133333pt;}
.x2{left:148.133333pt;}
.x4{left:162.133333pt;}
.x1{left:331.733333pt;}
}
