body{
	font-family: Arial;
}
.tabRel{
	width: 100%;
	padding: 5px;
	font-family: Arial;
	font-size: 15px;
}


.tabRel th{
	height: 30px;
}

.tabRel td{
	height: 30px;
}



.tabTitulos td:last-child {
    text-align: right;
    padding-right: 5px;
}

 .tabInfos{
 	width: 100%;
 	font-size: 14px;
 	border: none !important;
 }

 .tabInfos td{
 	width: 20%;
 	border: none !important;
 	text-align: left;
 }

.tabTitulo{
	width: 100%;
	border: none !important;
}


.tabTitulo td:first-child{
	text-align: left;
	width: 100px;
	border: none !important;
}

.tabScore{
	width: 60%;
	border-collapse: collapse;
	border: 1px solid rgb(235,237,239);
	font-size: 10px;
}

.tabScore th{
	border: 1px solid rgb(235,237,239);
	text-align: center;
}

.tabScore td{
	border: 1px solid rgb(235,237,239) !important;
	text-align: center;
}

.tabScore tr{
	border: 1px solid rgb(235,237,239);
}


.divBalancas{
	font-size: 14px;
}
.tabTitulo td{
	text-align: center;
	font-size: 30px;
	border: none !important;
}

 .tabTitulos{
 	width: 100%;
 	font-weight: bold;
 	border: none !important;
 }


.tabTitulos td{
 	text-align: center;
 	border: none !important;
 }

 .tabTitulos td:first-child{
 	text-align: left;
 }


.divLote{
	border-top: 2px solid black;
	margin-top: 10px;
}

.divAviario{
	margin-left: 10px;
	border-top: 1px dotted #626262;
	margin-top: 10px;
}

.divLado{
	margin-left: 10px;
	border-top: 1px dotted #626262;
	margin-top: 10px;
}

.divBox{
	margin-left: 10px;
	border-top: 1px dashed #626262;
	margin-top: 10px;
}

 .dPesos div {
	display: inline-block;
	width: 40px;
	text-align: right;

}

.tabGrafico{
	width: 100%;
}

/**********************************/
.tdPesoGrafico{
	width: 20px !important;
}
#outputGraficoBoxes{
	 page-break-inside: avoid;
}

.div4box{
	  page-break-inside: avoid;
}
.tabHeaderGraph{
	width: 100%;
	margin-top: -1px;
	font-size: 14px;
	border-collapse: collapse;
}

.tabHeaderGraph th,
.tabHeaderGraph td {
  border: 1px solid black;
  border-collapse: collapse;
  text-align: center;
}

.boxGrafico{
	border: 1px solid black;
	display: inline-block;
	font-family: Arial;
	margin-left: -2px;
	font-size: 11px;
	border-collapse: collapse;
}

.boxGrafico th,
.boxGrafico td {
  border: 1px solid black;
  border-collapse: collapse;
  text-align: center;

}

.titGgrafico{
	width: 50px;
}
.tdBarra{
	padding: 0px;
	width: 110px;
	text-align: left !important;
}

.divAveGraph{
	width: 1px;
	height: 10px;	
	background-color: rgb(61,67,143);
	display: inline-block;
	margin-left: 2px;
}

.divAveGraphExcedido{
	width: 1px;
	height: 10px;	
	background-color: rgb(61,67,143);
	display: inline-block;
	margin-left: 1px;
}

.divAveGraphExcedidoDemais{
	width: 1px;
	height: 10px;	
	background-color: rgb(61,67,143);
	display: inline-block;
	margin-left: 0px;
}


.tdHeaderPeso{
	background-image: url('data:image/png;base64,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');
	background-size: contain;
	width: 60px;
	height: 50px;
	background-repeat: no-repeat;
	background-position: center;
  
}

.rowDiv{
	background-color: black;
	height: 1px !important;
	padding: 0px;

}

.rowDiv td{
	background-color: black;

	height: 1px !important;
	padding: 0px;
}

.outBoxs{
	width: fit-content;
	margin-left: 3px;
	margin-top: 5px;
}



.tabScore{
	width: 60%;
	border-collapse: collapse;
	border: 1px solid rgb(235,237,239);
	font-size: 10px;
}

.tabScore th{
	border: 1px solid rgb(235,237,239);
	text-align: center;
}

.tabScore td{
	border: 1px solid rgb(235,237,239);
	text-align: center;
}

.tabScore tr{
	border: 1px solid rgb(235,237,239);
}



.rowRodape{
	width: 100%;
	padding: 10px;
	height: 50px;
	display: inline-block;
	float: right;
	font-size: 16px;
	text-align: center;
}

.rowRodape img{
	width: 80px;
}

.msgPortal{
	text-align: center;
	display: inline-block;
	height: 100%;
	vertical-align: middle;
}
