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grundstuecksbeschrieb_v643_v08.jrxml
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grundstuecksbeschrieb_v643_v08.jrxml
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<?xml version="1.0" encoding="UTF-8"?>
<!-- Created with Jaspersoft Studio version 6.4.3.final using JasperReports Library version 6.4.3 -->
<jasperReport xmlns="http://jasperreports.sourceforge.net/jasperreports" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://jasperreports.sourceforge.net/jasperreports http://jasperreports.sourceforge.net/xsd/jasperreport.xsd" name="grundstuecksbeschrieb_main" pageWidth="595" pageHeight="842" columnWidth="519" leftMargin="42" rightMargin="34" topMargin="34" bottomMargin="34" uuid="2a7150de-9ea9-45b1-95f6-d27d59b6e9bf">
<property name="com.jaspersoft.studio.data.sql.tables" value=""/>
<property name="com.jaspersoft.studio.data.sql.SQLQueryDesigner.sash.w1" value="175"/>
<property name="com.jaspersoft.studio.data.sql.SQLQueryDesigner.sash.w2" value="817"/>
<property name="com.jaspersoft.studio.data.defaultdataadapter" value="AGDI"/>
<style name="Table_TH" mode="Opaque" backcolor="#FFFFFF">
<box>
<pen lineWidth="0.5" lineColor="#000000"/>
<topPen lineWidth="0.0" lineStyle="Solid" lineColor="#000000"/>
<leftPen lineWidth="0.0" lineStyle="Solid" lineColor="#000000"/>
<bottomPen lineWidth="0.0" lineStyle="Solid" lineColor="#000000"/>
<rightPen lineWidth="0.0" lineStyle="Solid" lineColor="#000000"/>
</box>
</style>
<style name="Table_CH" mode="Opaque" backcolor="#FFFFFF">
<box>
<pen lineWidth="0.5" lineColor="#000000"/>
<topPen lineWidth="0.0" lineStyle="Solid" lineColor="#000000"/>
<leftPen lineWidth="0.0" lineStyle="Solid" lineColor="#000000"/>
<bottomPen lineWidth="0.0" lineStyle="Solid" lineColor="#000000"/>
<rightPen lineWidth="0.0" lineStyle="Solid" lineColor="#000000"/>
</box>
</style>
<style name="Table_TD" mode="Opaque" backcolor="#FFFFFF">
<box>
<pen lineWidth="0.5" lineColor="#000000"/>
<topPen lineWidth="0.0" lineStyle="Solid" lineColor="#000000"/>
<leftPen lineWidth="0.0" lineStyle="Solid" lineColor="#000000"/>
<bottomPen lineWidth="0.0" lineStyle="Solid" lineColor="#000000"/>
<rightPen lineWidth="0.0" lineStyle="Solid" lineColor="#000000"/>
</box>
</style>
<subDataset name="Bodenbedeckung" uuid="384717a5-739b-40f6-b0dd-97ca28867d56">
<property name="com.jaspersoft.studio.data.sql.tables" value=""/>
<property name="com.jaspersoft.studio.data.defaultdataadapter" value="AGDI"/>
<parameter name="EGRID" class="java.lang.String" nestedType=""/>
<parameter name="GB_NR" class="java.lang.String"/>
<parameter name="NBIDENT" class="java.lang.String"/>
<queryString language="SQL">
<![CDATA[WITH liegenschaft AS
(
SELECT
*
FROM
agi_mopublic_pub.mopublic_grundstueck AS grundstueck
WHERE
nbident ='$P!{NBIDENT}'
AND
nummer = '$P!{GB_NR}'
),
boflaeche AS (
SELECT
ST_CollectionExtract(ST_Intersection(bodenbedeckung.geometrie,
liegenschaft.geometrie), 3) AS geom,
bodenbedeckung.art, bodenbedeckung.art_txt, bodenbedeckung.bfs_nr,
liegenschaft.nummer AS ls_nummer,
liegenschaft.nbident AS ls_nbident, liegenschaft.egrid AS
ls_egrid, liegenschaft.flaechenmass AS ls_flaechenmass,
liegenschaft.art AS ls_art, liegenschaft.art_txt AS ls_art_txt
FROM
agi_mopublic_pub.mopublic_bodenbedeckung AS bodenbedeckung,
liegenschaft
WHERE
ST_Intersects(bodenbedeckung.geometrie, liegenschaft.geometrie)
)
SELECT
ST_Area(ST_Union(geom)) AS flaechenmass, art, art_txt,
ls_nummer, ls_nbident, ls_egrid,
ls_flaechenmass, ls_art, ls_art_txt
FROM
(
SELECT
(ST_Dump(geom)).geom, boflaeche.art, boflaeche.art_txt, boflaeche.ls_nummer,
boflaeche.ls_nbident, boflaeche.ls_egrid,
boflaeche.ls_flaechenmass, boflaeche.ls_art, boflaeche.ls_art_txt
FROM
boflaeche
WHERE
ST_IsEmpty(geom) = FALSE
) AS foo
GROUP BY
art, art_txt, ls_nummer, ls_nbident, ls_egrid,
ls_flaechenmass, ls_art, ls_art_txt
ORDER BY
art_txt
;]]>
</queryString>
<field name="flaechenmass" class="java.lang.Double">
<property name="com.jaspersoft.studio.field.label" value="flaechenmass"/>
</field>
<field name="art" class="java.lang.Integer">
<property name="com.jaspersoft.studio.field.label" value="art"/>
</field>
<field name="art_txt" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="art_txt"/>
</field>
<field name="ls_nummer" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="ls_nummer"/>
</field>
<field name="ls_nbident" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="ls_nbident"/>
</field>
<field name="ls_egrid" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="ls_egrid"/>
</field>
<field name="ls_flaechenmass" class="java.lang.Integer">
<property name="com.jaspersoft.studio.field.label" value="ls_flaechenmass"/>
</field>
<field name="ls_art" class="java.lang.Integer">
<property name="com.jaspersoft.studio.field.label" value="ls_art"/>
</field>
<field name="ls_art_txt" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="ls_art_txt"/>
</field>
<variable name="BB_Flaechenmass" class="java.lang.Double" calculation="Sum">
<variableExpression><![CDATA[$F{flaechenmass}]]></variableExpression>
</variable>
</subDataset>
<parameter name="feature" class="java.lang.Integer"/>
<queryString language="SQL">
<![CDATA[WITH nomenklatur AS
(
SELECT
string_agg(flurname.flurname, ', ' ORDER BY flurname.flurname) AS flurnamen
FROM
agi_mopublic_pub.mopublic_grundstueck AS grundstueck
LEFT JOIN agi_mopublic_pub.mopublic_flurname AS flurname
ON (ST_Intersects(grundstueck.geometrie, flurname.geometrie) AND NOT ST_Touches(grundstueck.geometrie, flurname.geometrie))
WHERE
grundstueck.t_id = $P{feature}
)
SELECT
grundstueck.t_id,
grundstueck.art,
split_part(grundstueck.art_txt,'.', array_upper(string_to_array(grundstueck.art_txt, '.'), 1)) AS art_txt,
grundstueck.nbident,
grundstueck.nummer,
grundstueck.egrid,
grundstueck.flaechenmass,
grundstueck.bfs_nr,
gb_kreis.aname AS grundbuchname,
gb_kreis.amtschreiberei,
gb_kreis.amt,
gb_kreis.strasse,
gb_kreis.hausnummer,
gb_kreis.plz,
gb_kreis.ortschaft,
gb_kreis.telefon,
gb_kreis.web,
gb_kreis.email,
nf_gemeinde.gemeindename,
nf_gemeinde.nfg_name,
nf_gemeinde.nfg_vorname,
nf_gemeinde.nfg_titel,
nf_gemeinde.firma,
nf_gemeinde.firma_zusatz,
nf_gemeinde.strasse AS nf_strasse,
nf_gemeinde.hausnummer AS nf_hausnummer,
nf_gemeinde.plz AS nf_plz,
nf_gemeinde.ortschaft AS nf_ortschaft,
nf_gemeinde.telefon AS nf_telefon,
nf_gemeinde.web AS nf_web,
nf_gemeinde.email AS nf_email,
nomenklatur.flurnamen
FROM
agi_mopublic_pub.mopublic_grundstueck AS grundstueck
LEFT JOIN agi_av_gb_admin_einteilung_pub.grundbuchkreise_grundbuchkreis AS gb_kreis
ON ST_Intersects(ST_PointOnSurface(grundstueck.geometrie), gb_kreis.perimeter)
LEFT JOIN agi_av_gb_admin_einteilung_pub.nachfuehrngskrise_gemeinde AS nf_gemeinde
ON grundstueck.bfs_nr = nf_gemeinde.bfsnr
LEFT JOIN nomenklatur
ON 1=1
WHERE
grundstueck.t_id = $P{feature}
LIMIT 1
;]]>
</queryString>
<field name="t_id" class="java.lang.Long">
<property name="com.jaspersoft.studio.field.label" value="t_id"/>
</field>
<field name="art" class="java.lang.Integer">
<property name="com.jaspersoft.studio.field.label" value="art"/>
</field>
<field name="art_txt" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="art_txt"/>
</field>
<field name="nbident" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="nbident"/>
</field>
<field name="nummer" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="nummer"/>
</field>
<field name="egrid" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="egrid"/>
</field>
<field name="flaechenmass" class="java.lang.Integer">
<property name="com.jaspersoft.studio.field.label" value="flaechenmass"/>
</field>
<field name="bfs_nr" class="java.lang.Integer">
<property name="com.jaspersoft.studio.field.label" value="bfs_nr"/>
</field>
<field name="grundbuchname" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="grundbuchname"/>
</field>
<field name="amtschreiberei" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="amtschreiberei"/>
</field>
<field name="amt" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="amt"/>
</field>
<field name="strasse" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="strasse"/>
</field>
<field name="hausnummer" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="hausnummer"/>
</field>
<field name="plz" class="java.lang.Integer">
<property name="com.jaspersoft.studio.field.label" value="plz"/>
</field>
<field name="ortschaft" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="ortschaft"/>
</field>
<field name="telefon" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="telefon"/>
</field>
<field name="web" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="web"/>
</field>
<field name="email" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="email"/>
</field>
<field name="gemeindename" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="gemeindename"/>
</field>
<field name="nfg_name" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="nfg_name"/>
</field>
<field name="nfg_vorname" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="nfg_vorname"/>
</field>
<field name="nfg_titel" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="nfg_titel"/>
</field>
<field name="firma" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="firma"/>
</field>
<field name="firma_zusatz" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="firma_zusatz"/>
</field>
<field name="nf_strasse" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="nf_strasse"/>
</field>
<field name="nf_hausnummer" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="nf_hausnummer"/>
</field>
<field name="nf_plz" class="java.lang.Integer">
<property name="com.jaspersoft.studio.field.label" value="nf_plz"/>
</field>
<field name="nf_ortschaft" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="nf_ortschaft"/>
</field>
<field name="nf_telefon" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="nf_telefon"/>
</field>
<field name="nf_web" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="nf_web"/>
</field>
<field name="nf_email" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="nf_email"/>
</field>
<field name="flurnamen" class="java.lang.String">
<property name="com.jaspersoft.studio.field.label" value="flurnamen"/>
</field>
<variable name="KANTONSLOGO_SW" class="java.lang.String">
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<text><![CDATA[Amt für Geoinformation]]></text>
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4500 Solothurn
Telefon 032 627 75 92
www.agi.so.ch]]></text>
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<textFieldExpression><![CDATA[$F{flaechenmass}]]></textFieldExpression>
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<textFieldExpression><![CDATA[($F{egrid} == null ? "nicht vorhanden" : $F{egrid})]]></textFieldExpression>
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<text><![CDATA[ m<sup>2</sup>]]></text>
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<font fontName="Frutiger LT Com 55 Roman" isBold="true"/>
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<text><![CDATA[Bodenbedeckung:]]></text>
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<font fontName="Frutiger LT Com 55 Roman" isBold="true"/>
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<font fontName="Frutiger LT Com 55 Roman"/>
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<text><![CDATA[Grundbuchamt:]]></text>
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<font fontName="Frutiger LT Com 55 Roman" isBold="true"/>
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<text><![CDATA[Nachführungsgeometer:]]></text>
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