11168

ID11168
Data2021-12-30
Symbol2021/12/30/11168
InstytucjaZakład Ubezpieczeń Społecznych
NazwaWniosek/ wycofanie wniosku o pobieranie zaliczki na podatek dochodowy bez pomniejszenia o 1/12 kwoty zmniejszającej podatek - EPD-18
Czy Aktualny1

Ustawy (1)

  • URI://Dziennik_Ustaw/2021/2070/16b/1
  • Art. 16b ust. 1 ustawy z dnia 17 lutego 2005 r. o informatyzacji działalności podmiotów realizujących zadania publiczne (Dz. U. z 2021 r. poz. 2070)

    Pliki

    Styl

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    	<xsl:template match="/">
    		<html print-dpi="auto">
    			<head>
    
    				<style type="text/css">
    					html, body {
    						width: 210mm;
    						height: 296mm;
    					}
    					
    					@page {
    						size: A4;
    						margin: -10px 0px 0px -10px;
    					}	
    					* {
                            font-family: Arial;
                            font-size: 14px;
                        }
    
    					.strona {
    						height: 290mm;
    						position: relative;
    						margin-left:auto;
    						margin-right:auto;
    						page-break-after: always;
    						overflow: hidden;
    						margin-top: 1px;
    					}
    
    					img {
    						border: 1px solid #FFFFFF;
    					}
    
    
                        
    					table, th, td {
    					    border: 1px solid #2f2f2f;
    					    border-collapse: collapse;
    					    background-color:#ffffff;
    					    text-align: center;
    					    table-layout: fixed;
    					 }
    					     
    					 th, td {
    					    padding: 1pt;
    					    width:16px;
    					    height:17px;
    					    text-align:center;
    					    text-transform: uppercase;
    					    font-size:12px;
    					    font-family: Arial;
    					    text-align:left;
    					    text-transform: uppercase;
    					 }
    					.checkboxCross {
    						font-family: arial;
    						font-size:17px !important;
    						font-weight:bold;
    					}
    
    					.multipleLinesInput div {
    						font-size: 10px !important; 
    					}
    
    					.uzasadnienie div {
    						font-size: 12px !important; 					
    					}
    
    					.inneSchorzeniaOpis div {
    						border: none !important;
    					}
    
    
    				</style>
    
    				<title>
                        EPD-18
    				</title>
    
    				<meta http-equiv="Content-Type" content="text/html; charset=utf-8"/>
    			</head>
    			<body>
          
    				<!-- Strona 1	-->
    				<div id="strona1" class="strona">
    					<img style="position:absolute; top:0px; z-index:-1000; width:794px;" 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"/>
    
                        <!-- PESEL -->
                        <div style="left:327px; top:392px; position:absolute;">
                            <xsl:call-template name="getLetters">
                                <xsl:with-param name="input" select="//wnio:TrescDokumentu/wnio:DaneIdentyfikacyjneOsoby/wnio:PESEL"/>
    							<xsl:with-param name="nr" select="0"/>
                            </xsl:call-template>
                        </div>
    
    
    					<!-- Rodzaj, seria i numer dokumentu -->
    					<xsl:if test="not(normalize-space(//wnio:TrescDokumentu/wnio:DaneIdentyfikacyjneOsoby/wnio:RodzajDokumentu) = '')">
    						<xsl:variable name="dokumentTozsamosciRodzaj">
    							<xsl:choose>
    								<xsl:when test="//wnio:TrescDokumentu/wnio:DaneIdentyfikacyjneOsoby/wnio:RodzajDokumentu = '1'">
    								<xsl:value-of select="'DOWÓD OSOBISTY'"/>
    							</xsl:when>
    							<xsl:otherwise>
    							<xsl:value-of select="'PASZPORT LUB INNY'"/>
    							</xsl:otherwise>
    							</xsl:choose>
    						</xsl:variable>
    				
    						<div style="left:325px; top:430px; position:absolute;">                        
    							<xsl:value-of select="$dokumentTozsamosciRodzaj"/>
    							<xsl:value-of select="' '"/>
    							<xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneIdentyfikacyjneOsoby/wnio:SeriaINumerDokumentu"/>
    						</div>
    					</xsl:if>
    
                        <!-- Imie  -->
                        <div style="left:327px; top:474px; position:absolute;">
                            <xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneIdentyfikacyjneOsoby/wnio:Imie"/>
                        </div>
    
                        <!-- Nazwisko  -->
                        <div style="left:327px; top:510px; position:absolute;">
                            <xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneIdentyfikacyjneOsoby/wnio:Nazwisko"/>
                        </div>
    					
                        <!-- Data urodzenia top:430 -->
                        <div style="left:325px; top:547px; position:absolute;">
                            <xsl:call-template name="formatujDate">
                                <xsl:with-param name="strData" select="//wnio:TrescDokumentu/wnio:DaneIdentyfikacyjneOsoby/wnio:DataUrodzenia"/>
                            </xsl:call-template>
                        </div>
    
                        <!-- Ulica  -->
                        <div style="left:327px; top:594px; position:absolute;">
                            <xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneIdentyfikacyjneOsoby/wnio:Ulica"/>
                        </div>
    
                        <!-- Numer domu  -->
                        <div style="left:327px; top:629px; position:absolute;">
                            <xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneIdentyfikacyjneOsoby/wnio:NumerDomu"/>
                        </div>
    
                        <!-- Numer lokalu -->
                        <div style="left:650px; top:629px; position:absolute;">
                            <xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneIdentyfikacyjneOsoby/wnio:NumerLokalu"/>
                        </div>
    
                        <!-- Kod pocztowy -->
                        <div style="left:327px; top:666px; position:absolute;">
                            <xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneIdentyfikacyjneOsoby/wnio:KodPocztowy"/>
                        </div>
    
                        <!-- Miejscowość -->
                        <div style="left:327px; top:701px; position:absolute;">
                            <xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneIdentyfikacyjneOsoby/wnio:Miejscowosc"/>
                        </div>
    
                        <!-- Gmina -->
                        <div style="left:327px; top:738px; position:absolute;">
                            <xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneIdentyfikacyjneOsoby/wnio:GminaDzielnica"/>
                        </div>
    
                        <!-- Nazwa państwa -->
                        <div style="left:327px; top:773px; position:absolute;">
                            <xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneIdentyfikacyjneOsoby/wnio:NazwaPanstwa"/>
                        </div>
    
                        <!-- Numer telefonu -->
                        <div style="left:327px; top:820px; position:absolute;">
                            <xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneIdentyfikacyjneOsoby/wnio:NumerTelefonu"/>
                        </div>
    					
    					<xsl:if test="not(normalize-space(//wnio:TrescDokumentu/wnio:DaneDotyczaceSwiadczenia/wnio:OddzialZUS) = '')">					
    						<div style="left:70px; top:931px; position:absolute;">
    							Oddział ZUS:
    						</div>
    						<div style="left:160px; top:931px; position:absolute;">
    							<xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneDotyczaceSwiadczenia/wnio:OddzialZUS"/>
    						</div>
    					</xsl:if>
    
    					<xsl:if test="not(normalize-space(//wnio:TrescDokumentu/wnio:DaneDotyczaceSwiadczenia/wnio:NumerSprawy) = '')">
    						<div style="left:70px; top:951px; position:absolute;">
    							Numer świadczenia:
    						</div>
    						<div style="left:200px; top:951px; position:absolute;">
    							<xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneDotyczaceSwiadczenia/wnio:NumerSprawy"/>
    						</div>
    					</xsl:if>
    				</div>
    				
    				<div id="strona2" class="strona">
    					<img style="position:absolute; top:0px; z-index:-1000; width:794px;" 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    					<xsl:if test="//wnio:TrescDokumentu/wnio:Wniosek/wnio:PobranieZaliczki/wnio:Wybor ='true'">
    						<div style="left:64px; top:185px; position:absolute;">X</div>
    						<!-- Rok -->
    						<div style="left:516px; top:185px; position:absolute;">
    							<xsl:call-template name="getLetters">
    								<xsl:with-param name="input" select="//wnio:TrescDokumentu/wnio:Wniosek/wnio:PobranieZaliczki/wnio:Rok"/>
    								<xsl:with-param name="nr" select="0"/>
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    						</div>
    					</xsl:if>
    					
    					<xsl:if test="//wnio:TrescDokumentu/wnio:Wniosek/wnio:PobranieZaliczkiWycofanie/wnio:Wybor ='true'">
    						<div style="left:64px; top:257px; position:absolute;">X</div>
    						<!-- Rok -->
    						<div style="left:135px; top:285px; position:absolute;">
    							<xsl:call-template name="getLetters">
    								<xsl:with-param name="input" select="//wnio:TrescDokumentu/wnio:Wniosek/wnio:PobranieZaliczkiWycofanie/wnio:Rok"/>
    								<xsl:with-param name="nr" select="0"/>
    							</xsl:call-template>
    						</div>
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                        <!-- Data -->
                        <div style="left:111px; top:940px; position:absolute;">
                            <xsl:call-template name="formatujDate">
                                <xsl:with-param name="strData" select="//wnio:TrescDokumentu/wnio:Data"/>
                            </xsl:call-template>
                        </div>
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    			</body>
    		</html>
    	</xsl:template>
      
      <xsl:template name="formatujDate">
         <xsl:param name="strData"/>
        <xsl:variable name="y1">
           <xsl:value-of select="substring($strData,1,1)"/>
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        <xsl:variable name="y2">
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        <xsl:variable name="m1">
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        <xsl:variable name="m2">
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        <div style="left:0px; top:0px; position:absolute;">
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        <div style="left:23px; top:0px; position:absolute;">
            <xsl:value-of select="$d2"/>
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        <div style="left:48px; top:0px; position:absolute;">
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        <div style="left:70px; top:0px; position:absolute;">
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        <div style="left:95px; top:0px; position:absolute;">
            <xsl:value-of select="$y1"/>
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        <div style="left:118px; top:0px; position:absolute;">
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        <div style="left:143px; top:0px; position:absolute;">
            <xsl:value-of select="$y3"/>
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        <div style="left:167px; top:0px; position:absolute;">
            <xsl:value-of select="$y4"/>
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    	<xsl:template name="getLetters">
    		<xsl:param name="input"/>
    		<xsl:param name="nr"/>
    		<xsl:if test="string-length($input)">
    			<div style="left:{$nr*23.8}px; top:0px; position:absolute;">
    				<xsl:value-of select="substring($input, 1, 1)"/>
    			</div>
    			<xsl:call-template name="getLetters">
    				<xsl:with-param name="input" select="substring($input, 2)"/>
    				<xsl:with-param name="nr" select="$nr+1"/>
    			</xsl:call-template>
    		</xsl:if>
    	</xsl:template>
    
        <xsl:template name="zmniejszTekstM">
          <xsl:param name="text"/>
          <div>
            <xsl:if test="string-length($text) &gt; 13">
                <xsl:attribute name="style"><xsl:text>font-size:10px; margin:+4px +2px;</xsl:text></xsl:attribute>
            </xsl:if>
            <xsl:value-of select="$text"/>
          </div>
        </xsl:template>
        <xsl:template name="zmniejszTekstK">
          <xsl:param name="text"/>
          <div>
            <xsl:if test="string-length($text) &gt; 6">
                <xsl:attribute name="style"><xsl:text>font-size:10px; margin:+4px +2px;</xsl:text></xsl:attribute>
            </xsl:if>
            <xsl:if test="string-length($text) &gt; 8">
                <xsl:attribute name="style"><xsl:text>font-size:9px; margin:+4px -1px;</xsl:text></xsl:attribute>
            </xsl:if>
            <xsl:if test="string-length($text) &gt; 10">
                <xsl:attribute name="style"><xsl:text>font-size:8px; margin:+4px -4px;</xsl:text></xsl:attribute>
            </xsl:if>
            <xsl:value-of select="$text"/>
          </div>
        </xsl:template>
    
        <xsl:template name="zmniejszTekstR">
        <xsl:param name="text"/>
          <div>
            <xsl:if test="string-length($text) &gt; 15">
                <xsl:attribute name="style"><xsl:text>font-size:11px; margin:+6px -2px;</xsl:text></xsl:attribute>
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            <xsl:if test="string-length($text) &gt; 18">
                <xsl:attribute name="style"><xsl:text>font-size:10px; margin:+6px -2px;</xsl:text></xsl:attribute>
            </xsl:if>
            <xsl:if test="string-length($text) &gt; 22">
                <xsl:attribute name="style"><xsl:text>font-size:9px; margin:+6px -2px;</xsl:text></xsl:attribute>
            </xsl:if>
            <xsl:if test="string-length($text) &gt; 25">
                <xsl:attribute name="style"><xsl:text>font-size:8px; margin:+6px -2px;</xsl:text></xsl:attribute>
            </xsl:if>
            <xsl:if test="string-length($text) &gt; 35">
                <xsl:attribute name="style"><xsl:text>font-size:8px; margin:+6px -2px;</xsl:text></xsl:attribute>
            </xsl:if>
            <xsl:if test="string-length($text) &gt; 48">
                 <xsl:attribute name="style"><xsl:text>font-size:8px; margin:+2px -4px;width:400px</xsl:text></xsl:attribute>
            </xsl:if>
    		<xsl:value-of select="$text"/>
        </div>
        </xsl:template>
    
    </xsl:stylesheet>