11166
ID | 11166 |
Data | 2021-12-30 |
Symbol | 2021/12/30/11166 |
Instytucja | Zakład Ubezpieczeń Społecznych |
Nazwa | Wniosek/ wycofanie wniosku o niesporządzanie rocznego obliczenia podatku - EPD-19 |
Czy Aktualny | 1 |
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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) |
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Pliki
Styl
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<xsl:template match="/">
<html print-dpi="auto">
<head>
<meta http-equiv="Content-Type" content="text/html; charset=utf-8"/>
<meta http-equiv="X-UA-Compatible" content="IE=Edge"/>
<meta http-equiv="Content-Type" content="text/html; charset=utf-8"/>
<title>EPD-19 (Formularz) - Zakład Ubezpieczeń Społecznych</title>
<style type="text/css">
html, body {
width: 210mm;
height: 296mm;
}
@page {
size: A4;
margin: -10px 0px 0px -10px;
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* {
font-family: Arial;
font-size: 14px;
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display: flex;
align-items: center;
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font-size: 9px;
margin-top: 0px;
margin-left: 0px;
line-height: 95%;
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margin-top:-8px;
font-family: arial;
font-size:30px !important;
font-weight:bold;
}
.strona {
height: 290mm;
position: relative;
margin-left:auto;
margin-right:auto;
page-break-after: always;
overflow: hidden;
margin-top: 1px;
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img {
border: 1px solid #FFFFFF;
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<div style="left:325px; top:371px; position:absolute;">
<xsl:call-template name="getLetters">
<xsl:with-param name="input" select="//wnio:TrescDokumentu/wnio:DaneWnioskodawcy/wnio:PESEL"/>
<xsl:with-param name="nr" select="0"/>
</xsl:call-template>
</div>
<xsl:if test="not(normalize-space(//wnio:TrescDokumentu/wnio:DaneWnioskodawcy/wnio:RodzajDokumentu) = '')">
<xsl:variable name="dokumentTozsamosciRodzaj">
<xsl:choose>
<xsl:when test="//wnio:TrescDokumentu/wnio:DaneWnioskodawcy/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:406px; position:absolute;">
<xsl:value-of select="$dokumentTozsamosciRodzaj"/>
<xsl:value-of select="' '"/>
<xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneWnioskodawcy/wnio:SeriaINumerDokumentu"/>
</div>
</xsl:if>
<div style="left:325px; top:453px; position:absolute;">
<xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneWnioskodawcy/wnio:Imie"/>
</div>
<div style="left:325px; top:489px; position:absolute;">
<xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneWnioskodawcy/wnio:Nazwisko"/>
</div>
<div style="left:325px; top:524px; position:absolute;">
<xsl:call-template name="formatujDate">
<xsl:with-param name="strData" select="//wnio:TrescDokumentu/wnio:DaneWnioskodawcy/wnio:DataUrodzenia"/>
</xsl:call-template>
</div>
<div style="left:325px; top:572px; height:14px; width: 420px;position:absolute" class="divCenter">
<xsl:call-template name="squeezeLetters">
<xsl:with-param name="text" select="//wnio:TrescDokumentu/wnio:DaneWnioskodawcy/wnio:Adres/wnio:Ulica"/>
<xsl:with-param name="width" select="450"/>
</xsl:call-template>
</div>
<div style="left:325px; top:608px; position:absolute;">
<xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneWnioskodawcy/wnio:Adres/wnio:NumerDomu"/>
</div>
<div style="left:645px; top:608px; position:absolute;">
<xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneWnioskodawcy/wnio:Adres/wnio:NumerLokalu"/>
</div>
<div style="left:325px; top:643px; position:absolute;">
<xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneWnioskodawcy/wnio:Adres/wnio:KodPocztowy"/>
</div>
<div style="left:325px; top:679px; height:14px; width: 420px;position:absolute" class="divCenter">
<xsl:call-template name="squeezeLetters">
<xsl:with-param name="text" select="//wnio:TrescDokumentu/wnio:DaneWnioskodawcy/wnio:Adres/wnio:Miejscowosc"/>
<xsl:with-param name="width" select="450"/>
</xsl:call-template>
</div>
<div style="left:326px; top:715px; position:absolute;">
<xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneWnioskodawcy/wnio:Adres/wnio:GminaDzielnica"/>
</div>
<div style="left:325px; top:750px; position:absolute;">
<xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneWnioskodawcy/wnio:Adres/wnio:NazwaPanstwa"/>
</div>
<div style="left:325px; top:800px; position:absolute;">
<xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneWnioskodawcy/wnio:Adres/wnio:NumerTelefonu"/>
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<xsl:if test="not(normalize-space(//wnio:TrescDokumentu/wnio:DaneSwiadczenia/wnio:OddzialInspektoratZUS) = '')">
<div style="left:66px; top:920px; position:absolute;">
Oddział ZUS:
</div>
<div style="left:155px; top:920px; position:absolute;">
<xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneSwiadczenia/wnio:OddzialInspektoratZUS"/>
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</xsl:if>
<xsl:if test="not(normalize-space(//wnio:TrescDokumentu/wnio:DaneSwiadczenia/wnio:NumerSwiadczenia) = '')">
<div style="left:66px; top:940px; position:absolute;">
Numer świadczenia:
</div>
<div style="left:198px; top:940px; position:absolute;">
<xsl:value-of select="//wnio:TrescDokumentu/wnio:DaneSwiadczenia/wnio:NumerSwiadczenia"/>
</div>
</xsl:if>
</div>
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<xsl:if test="//wnio:TrescDokumentu/wnio:ZakresWniosku/wnio:RoczneObliczeniePodatku/wnio:Wybor = 'true'">
<div style="left:65px; top:197px; position:absolute;">X</div>
<div style="left:373px; top:197px; position:absolute;">
<xsl:call-template name="getLetters">
<xsl:with-param name="input" select="//wnio:TrescDokumentu/wnio:ZakresWniosku/wnio:RoczneObliczeniePodatku/wnio:Rok"/>
<xsl:with-param name="nr" select="0"/>
</xsl:call-template>
</div>
</xsl:if>
<xsl:if test="//wnio:TrescDokumentu/wnio:ZakresWniosku/wnio:RoczneObliczeniePodatkuWycofanie/wnio:Wybor = 'true'">
<div style="left:65px; top:233px; position:absolute;">X</div>
<div style="left:493px; top:233px; position:absolute;">
<xsl:call-template name="getLetters">
<xsl:with-param name="input" select="//wnio:TrescDokumentu/wnio:ZakresWniosku/wnio:RoczneObliczeniePodatkuWycofanie/wnio:Rok"/>
<xsl:with-param name="nr" select="0"/>
</xsl:call-template>
</div>
</xsl:if>
<div style="left:112px; top:940px; position:absolute;">
<xsl:call-template name="formatujDate">
<xsl:with-param name="strData" select="//wnio:TrescDokumentu/wnio:Data"/>
</xsl:call-template>
</div>
</div>
</body>
</html>
</xsl:template>
<xsl:template name="formatujDate">
<xsl:param name="strData"/>
<xsl:variable name="y1">
<xsl:value-of select="substring($strData,1,1)"/>
</xsl:variable>
<xsl:variable name="y2">
<xsl:value-of select="substring($strData,2,1)"/>
</xsl:variable>
<xsl:variable name="y3">
<xsl:value-of select="substring($strData,3,1)"/>
</xsl:variable>
<xsl:variable name="y4">
<xsl:value-of select="substring($strData,4,1)"/>
</xsl:variable>
<xsl:variable name="m1">
<xsl:value-of select="substring($strData,6,1)"/>
</xsl:variable>
<xsl:variable name="m2">
<xsl:value-of select="substring($strData,7,1)"/>
</xsl:variable>
<xsl:variable name="d1">
<xsl:value-of select="substring($strData,9,1)"/>
</xsl:variable>
<xsl:variable name="d2">
<xsl:value-of select="substring($strData,10,1)"/>
</xsl:variable>
<div style="left:0px; top:0px; position:absolute;">
<xsl:value-of select="$d1"/>
</div>
<div style="left:23px; top:0px; position:absolute;">
<xsl:value-of select="$d2"/>
</div>
<div style="left:48px; top:0px; position:absolute;">
<xsl:value-of select="$m1"/>
</div>
<div style="left:70px; top:0px; position:absolute;">
<xsl:value-of select="$m2"/>
</div>
<div style="left:95px; top:0px; position:absolute;">
<xsl:value-of select="$y1"/>
</div>
<div style="left:118px; top:0px; position:absolute;">
<xsl:value-of select="$y2"/>
</div>
<div style="left:143px; top:0px; position:absolute;">
<xsl:value-of select="$y3"/>
</div>
<div style="left:167px; top:0px; position:absolute;">
<xsl:value-of select="$y4"/>
</div>
</xsl:template>
<xsl:template name="getLetters">
<xsl:param name="input"/>
<xsl:param name="nr"/>
<xsl:if test="string-length($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="squeezeLetters">
<xsl:param name="text"/>
<xsl:param name="width"/>
<xsl:variable name="strLen" select="string-length($text)"/>
<xsl:variable name="maxLetters" select="$width div 9"/>
<div>
<xsl:if test="$strLen > $maxLetters">
<xsl:attribute name="class"><xsl:text>smalFont</xsl:text></xsl:attribute>
</xsl:if>
<xsl:value-of select="$text"/>
</div>
</xsl:template>
<xsl:template name="get-letters">
<xsl:param name="input"/>
<xsl:if test="string-length($input)">
<xsl:value-of select="substring($input, 1, 1)"/>
<xsl:text> </xsl:text>
<xsl:call-template name="get-letters">
<xsl:with-param name="input" select="substring($input, 2)"/>
</xsl:call-template>
</xsl:if>
</xsl:template>
</xsl:stylesheet>