| [qet] [3277] refresh example m_00.qet |
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Revision: 3277
Author: pawel32640
Date: 2014-08-16 20:23:56 +0200 (Sat, 16 Aug 2014)
Log Message:
-----------
refresh example m_00.qet
Modified Paths:
--------------
trunk/examples/m_000.qet
Modified: trunk/examples/m_000.qet
===================================================================
--- trunk/examples/m_000.qet 2014-08-16 18:16:00 UTC (rev 3276)
+++ trunk/examples/m_000.qet 2014-08-16 18:23:56 UTC (rev 3277)
@@ -85,278 +85,249 @@
</properties>
<defaultconductor num="" vertirotatetext="0" type="multi" horizrotatetext="0" numsize="9"/>
<inputs>
+ <input x="240" y="440" text="<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0//EN" "http://www.w3.org/TR/REC-html40/strict.dtd">
<html><head><meta name="qrichtext" content="1" /><style type="text/css">
p, li { white-space: pre-wrap; }
</style></head><body style=" font-family:'Sans Serif'; font-size:9pt; font-weight:400; font-style:normal;">
<p style=" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;"><span style=" font-size:26pt; color:#0000c0;">Éditeur de schémas électriques</span></p></body></html>"/>
<input x="270" y="360" text="<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0//EN" "http://www.w3.org/TR/REC-html40/strict.dtd">
<html><head><meta name="qrichtext" content="1" /><style type="text/css">
p, li { white-space: pre-wrap; }
</style></head><body style=" font-family:'Sans Serif'; font-size:9pt; font-weight:400; font-style:normal;">
<p style=" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;"><span style=" font-size:48pt; font-weight:600; color:#000080;">QElectroTech</span></p></body></html>"/>
- <input x="240" y="440" text="<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0//EN" "http://www.w3.org/TR/REC-html40/strict.dtd">
<html><head><meta name="qrichtext" content="1" /><style type="text/css">
p, li { white-space: pre-wrap; }
</style></head><body style=" font-family:'Sans Serif'; font-size:9pt; font-weight:400; font-style:normal;">
<p style=" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;"><span style=" font-size:26pt; color:#0000c0;">Éditeur de schémas électriques</span></p></body></html>"/>
</inputs>
<images>
- <image x="390" y="110" size="1" 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</image>
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@@ -1281,756 +1373,840 @@
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- <conductor num="" vertirotatetext="0" terminal1="51" terminal2="3" type="multi" horizrotatetext="0" numsize="9"/>
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- <conductor num="" vertirotatetext="0" terminal1="0" terminal2="5" type="multi" horizrotatetext="0" numsize="9">
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+ <conductor num="" vertirotatetext="0" terminal1="9" terminal2="18" type="multi" horizrotatetext="0" numsize="9"/>
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+ <conductor num="" vertirotatetext="0" terminal1="1" terminal2="26" type="multi" horizrotatetext="0" numsize="9">
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+ <conductor num="" vertirotatetext="0" terminal1="2" terminal2="14" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="3" terminal2="13" type="multi" horizrotatetext="0" numsize="9"/>
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+ <input x="62" y="222" text=","/>
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+ <segment length="545" orientation="horizontal"/>
+ <segment length="-86" orientation="vertical"/>
+ <segment length="-9" orientation="vertical"/>
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@@ -7587,256 +7536,383 @@
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+ <conductor num="" vertirotatetext="0" terminal1="18" terminal2="31" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="19" terminal2="20" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="17" terminal2="21" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="40" terminal2="27" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="39" terminal2="27" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="27" terminal2="44" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="35" terminal2="27" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="34" terminal2="27" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="30" terminal2="27" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="29" terminal2="27" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="55" terminal2="50" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="56" terminal2="28" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="53" terminal2="51" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="28" terminal2="43" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="54" terminal2="47" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="52" terminal2="48" type="multi" horizrotatetext="0" numsize="9">
<segment length="9" orientation="vertical"/>
<segment length="71" orientation="vertical"/>
<segment length="-30" orientation="horizontal"/>
<segment length="91" orientation="vertical"/>
<segment length="9" orientation="vertical"/>
</conductor>
- <conductor num="" vertirotatetext="0" terminal1="49" terminal2="32" type="multi" horizrotatetext="0" numsize="9"/>
- <conductor num="" vertirotatetext="0" terminal1="47" terminal2="33" type="multi" horizrotatetext="0" numsize="9"/>
- <conductor num="" vertirotatetext="0" terminal1="48" terminal2="16" type="multi" horizrotatetext="0" numsize="9"/>
- <conductor num="" vertirotatetext="0" terminal1="46" terminal2="17" type="multi" horizrotatetext="0" numsize="9"/>
- <conductor num="" vertirotatetext="0" terminal1="57" terminal2="55" type="multi" horizrotatetext="0" style="line-style: dashed;" numsize="9"/>
- <conductor num="" vertirotatetext="0" terminal1="56" terminal2="52" type="multi" horizrotatetext="0" style="line-style: dashed;" numsize="9"/>
- <conductor num="" vertirotatetext="0" terminal1="53" terminal2="51" type="multi" horizrotatetext="0" style="line-style: dashed;" numsize="9"/>
- <conductor num="" vertirotatetext="0" terminal1="50" terminal2="54" type="multi" horizrotatetext="0" style="line-style: dashed;" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="57" terminal2="26" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="26" terminal2="49" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="45" terminal2="27" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="26" terminal2="38" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="26" terminal2="33" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="46" terminal2="27" type="multi" horizrotatetext="0" numsize="9"/>
</conductors>
</diagram>
<collection>
@@ -11599,6 +11591,90 @@
</definition>
</element>
</category>
+ <category name="22vignettes">
+ <names>
+ <name lang="ar">صور مصغرة</name>
+ <name lang="de">Aufbauplanzeichnungen</name>
+ <name lang="el">Μικρογραφίες</name>
+ <name lang="en">Thumbnail</name>
+ <name lang="it">Miniature</name>
+ <name lang="fr">Vignettes</name>
+ <name lang="pl">Miniatury</name>
+ <name lang="nl">Aanzichten</name>
+ <name lang="cs">Štítky</name>
+ </names>
+ <category name="pupitre">
+ <names>
+ <name lang="ar">لوحات</name>
+ <name lang="de">Bedienpanel</name>
+ <name lang="el">Χειριστήρια πίνακα</name>
+ <name lang="en">Electrical panel</name>
+ <name lang="it">Pannello</name>
+ <name lang="fr">Pupitre</name>
+ <name lang="pl">Pulpity sterownicze</name>
+ <name lang="nl">Paneel elektrisch</name>
+ <name lang="cs">Elektrický panel</name>
+ </names>
+ <category name="4x4">
+ <names>
+ <name lang="ar">4x4</name>
+ <name lang="de">4x4</name>
+ <name lang="el">4x4</name>
+ <name lang="en">4x4</name>
+ <name lang="it">4x4</name>
+ <name lang="fr">4x4</name>
+ <name lang="pl">4x4</name>
+ <name lang="nl">40X40</name>
+ <name lang="cs">4x4</name>
+ </names>
+ <category name="porte_etiquettes">
+ <names>
+ <name lang="ar">حامل ملصقات</name>
+ <name lang="de">Schilder</name>
+ <name lang="el">Ετικέτες πόρτας</name>
+ <name lang="en">Door labels</name>
+ <name lang="it">Porta Etichette</name>
+ <name lang="fr">Porte étiquettes</name>
+ <name lang="pl">Etykiety</name>
+ <name lang="nl">Deur labels</name>
+ <name lang="cs">Štítky</name>
+ </names>
+ <element name="etiquette_au_fr.elmt">
+ <definition width="160" version="0.3" hotspot_x="0" hotspot_y="0" height="160" type="element" orientation="dnnn">
+ <names>
+ <name lang="ar">توقيف طارئ</name>
+ <name lang="en">Label - Emergency stopping - fr</name>
+ <name lang="fr">Etiquette - Arrêt d'urgence - fr</name>
+ <name lang="pl">Etykieta - Zatrzymanie awaryjne - fr</name>
+ <name lang="cs">Štítek - nouzové zastavení - fr</name>
+ <name lang="it">Etichetta - Arrêt d'urgence (fr)</name>
+ <name lang="nl">Label Noodstop (fr)</name>
+ </names>
+ <informations>Author: The QElectroTech team
+License: see http://qelectrotech.org/wiki/doc/elements_license</informations>
+ <description>
+ <circle x="12.5" y="12.5" antialias="true" style="line-style:normal;line-weight:normal;filling:none;color:black" diameter="135"/>
+ <circle x="40" y="40" antialias="true" style="line-style:normal;line-weight:thin;filling:none;color:black" diameter="80"/>
+ <text x="128.977" y="116.822" size="16" rotation="299" text="C"/>
+ <text x="111.101" y="132.145" size="16" rotation="322" text="N"/>
+ <text x="87.8087" y="140.164" size="16" rotation="-14" text="E"/>
+ <text x="57.7895" y="136.577" size="16" rotation="15" text="G"/>
+ <text x="38.4748" y="124.376" size="16" rotation="37" text="R"/>
+ <text x="24.569" y="105.446" size="16" rotation="58" text="U"/>
+ <text x="18.4775" y="80.4578" size="16" rotation="81" text="D'"/>
+ <text x="139.025" y="96.0481" size="16" rotation="279" text="E"/>
+ <text x="108.361" y="42.532" size="16" rotation="45" text="T"/>
+ <text x="92.7788" y="34.6776" size="16" rotation="24" text="Ê"/>
+ <text x="73" y="33" size="16" text="R"/>
+ <text x="54.3587" y="40.7035" size="16" rotation="335" text="R"/>
+ <text x="40.8492" y="52.435" size="16" rotation="315" text="A"/>
+ </description>
+ </definition>
+ </element>
+ </category>
+ </category>
+ </category>
+ </category>
<category name="laczniki">
<names>
<name lang="pl">Łączniki</name>