.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:0.967000;font-style:normal;font-weight:normal;visibility:visible;}
.m0{transform:matrix(0.250000,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.250000,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.250000,0.000000,0.000000,0.250000,0,0);}
.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:0.000000px;}
.fc0{color:rgb(0,0,0);}
.fs3{font-size:36.000000px;}
.fs2{font-size:39.000000px;}
.fs1{font-size:45.000000px;}
.fs0{font-size:66.000000px;}
.y1{bottom:33.787480px;}
.y0{bottom:34.000000px;}
.y7{bottom:346.087520px;}
.y6{bottom:379.425010px;}
.y5{bottom:399.975000px;}
.y4{bottom:425.437530px;}
.y3{bottom:675.975030px;}
.y2{bottom:702.787530px;}
.h6{height:26.640000px;}
.h5{height:28.860000px;}
.h4{height:33.300000px;}
.h3{height:48.840000px;}
.h2{height:774.337520px;}
.h1{height:774.500000px;}
.h0{height:841.875000px;}
.w2{width:535.275020px;}
.w1{width:535.500000px;}
.w0{width:595.275000px;}
.x2{left:0.000000px;}
.x1{left:6.000000px;}
.x0{left:30.000000px;}
@media print{
.v0{vertical-align:0.000000pt;}
.ls0{letter-spacing:0.000000pt;}
.ws0{word-spacing:0.000000pt;}
.fs3{font-size:48.000000pt;}
.fs2{font-size:52.000000pt;}
.fs1{font-size:60.000000pt;}
.fs0{font-size:88.000000pt;}
.y1{bottom:45.049973pt;}
.y0{bottom:45.333333pt;}
.y7{bottom:461.450027pt;}
.y6{bottom:505.900013pt;}
.y5{bottom:533.300000pt;}
.y4{bottom:567.250040pt;}
.y3{bottom:901.300040pt;}
.y2{bottom:937.050040pt;}
.h6{height:35.520000pt;}
.h5{height:38.480000pt;}
.h4{height:44.400000pt;}
.h3{height:65.120000pt;}
.h2{height:1032.450027pt;}
.h1{height:1032.666667pt;}
.h0{height:1122.500000pt;}
.w2{width:713.700027pt;}
.w1{width:714.000000pt;}
.w0{width:793.700000pt;}
.x2{left:0.000000pt;}
.x1{left:8.000000pt;}
.x0{left:40.000000pt;}
}