| [qet] [3285] refresh example m_000.qet |
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Revision: 3285
Author: pawel32640
Date: 2014-08-18 20:42:03 +0200 (Mon, 18 Aug 2014)
Log Message:
-----------
refresh example m_000.qet
Modified Paths:
--------------
trunk/examples/m_000.qet
Modified: trunk/examples/m_000.qet
===================================================================
--- trunk/examples/m_000.qet 2014-08-18 18:26:38 UTC (rev 3284)
+++ trunk/examples/m_000.qet 2014-08-18 18:42:03 UTC (rev 3285)
@@ -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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- <input x="-5" y="25" text="I>"/>
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- </element>
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+ <conductor num="" vertirotatetext="0" terminal1="2" terminal2="29" type="multi" horizrotatetext="0" numsize="9"/>
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<conductor num="" vertirotatetext="0" terminal1="10" terminal2="7" type="multi" horizrotatetext="0" numsize="9"/>
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<segment length="60" orientation="horizontal"/>
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@@ -3096,13 +3085,36 @@
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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="3" terminal2="14" type="multi" horizrotatetext="0" numsize="9"/>
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@@ -3664,377 +3658,437 @@
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+ <input x="-14" y="4" text="DATA"/>
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+ <inputs>
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+ </inputs>
+ </element>
+ <element x="670" y="180" type="embed://import/automatyka/sterowniki/siemens/panele_operatorskie/konfiguracja_sprzetowa/op77b.elmt" uuid="{be57aad5-80ed-4150-aa93-04aeb18f2dd2}" orientation="0">
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+ <terminal x="140" y="231" nameHidden="0" number="" id="3" name="" orientation="2"/>
+ </terminals>
+ <inputs>
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+ <input x="159.5" y="122" text="HELP"/>
+ <input x="154" y="196" text="ACK"/>
+ <input x="154" y="196" text="ACK"/>
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+ <input x="155" y="174" text="ESC"/>
+ <input x="153" y="152" text="HELP"/>
+ <input x="153" y="152" text="HELP"/>
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+ <input x="151" y="220" text="ENTER"/>
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+ <input x="108" y="223" text="DEL"/>
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+ <input x="130" y="220" text="TAB"/>
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+ <input x="68" y="212" text="+/-"/>
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+ <input x="18" y="222" text="."/>
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+ <input x="16" y="200" text="1"/>
+ <input x="84" y="220" text="SHIFT"/>
+ <input x="84" y="220" text="SHIFT"/>
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+ <input x="25" y="190" text="A"/>
+ <input x="16" y="212" text="HOME"/>
+ <input x="16" y="212" text="HOME"/>
+ <input x="60" y="200" text="3"/>
+ <input x="60" y="200" text="3"/>
+ <input x="62" y="222" text=","/>
+ <input x="62" y="222" text=","/>
+ <input x="38" y="200" text="2"/>
+ <input x="38" y="200" text="2"/>
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+ <input x="47" y="190" text="B"/>
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+ <input x="109" y="216" text="INS"/>
+ <input x="38" y="222" text="0"/>
+ <input x="38" y="222" text="0"/>
+ <input x="41" y="212" text="END"/>
+ <input x="41" y="212" text="END"/>
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+ <input x="16" y="156" text="7"/>
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+ <input x="25" y="146" text="E"/>
+ <input x="16" y="178" text="4"/>
+ <input x="16" y="178" text="4"/>
+ <input x="60" y="156" text="9"/>
+ <input x="60" y="156" text="9"/>
+ <input x="38" y="156" text="8"/>
+ <input x="38" y="156" text="8"/>
+ <input x="132.5" y="114.75" text="K4"/>
+ <input x="132.5" y="114.75" text="K4"/>
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+ <input x="25" y="168" text="C"/>
+ <input x="48" y="146" text="F"/>
+ <input x="48" y="146" text="F"/>
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+ <input x="96.5" y="114.75" text="K3"/>
+ <input x="132.5" y="87.75" text="F4"/>
+ <input x="132.5" y="87.75" text="F4"/>
+ <input x="60.5" y="114.75" text="K2"/>
+ <input x="60.5" y="114.75" text="K2"/>
+ <input x="96.5" y="87.75" text="F3"/>
+ <input x="96.5" y="87.75" text="F3"/>
+ <input x="60" y="178" text="6"/>
+ <input x="60" y="178" text="6"/>
+ <input x="60.5" y="87.75" text="F2"/>
+ <input x="60.5" y="87.75" text="F2"/>
+ <input x="38" y="178" text="5"/>
+ <input x="38" y="178" text="5"/>
+ <input x="47" y="168" text="D"/>
+ <input x="47" y="168" text="D"/>
+ <input x="24.5" y="114.75" text="K1"/>
+ <input x="24.5" y="114.75" text="K1"/>
+ <input x="24.5" y="87.75" text="F1"/>
+ <input x="24.5" y="87.75" text="F1"/>
+ <input x="104" y="14" text="SIMATIC PANEL"/>
+ <input x="104" y="14" text="SIMATIC PANEL"/>
+ <input x="5" y="11" text="SIEMENS"/>
+ <input x="5" y="11" text="SIEMENS"/>
+ </inputs>
+ </element>
<element x="200" y="210" type="embed://import/automatyka/sterowniki/siemens/s7-300/konfiguracja_sprzetowa/cpu313c.elmt" uuid="{a785fe48-81e1-4ba3-8915-a9fff068fcb5}" orientation="0">
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- <terminal x="20" y="216" nameHidden="0" number="" id="1" name="" orientation="2"/>
- <terminal x="30" y="216" nameHidden="0" number="" id="2" name="" orientation="2"/>
+ <terminal x="40" y="216" nameHidden="0" number="" id="4" name="" orientation="2"/>
+ <terminal x="20" y="216" nameHidden="0" number="" id="5" name="" orientation="2"/>
+ <terminal x="30" y="216" nameHidden="0" number="" id="6" name="" orientation="2"/>
</terminals>
<inputs>
<input x="212" y="105" text="DO+1"/>
@@ -7095,12 +7214,26 @@
<input x="134" y="18.5" text="2"/>
</inputs>
</element>
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+ </elements>
+ <conductors>
+ <conductor num="" vertirotatetext="0" terminal1="6" terminal2="2" type="multi" horizrotatetext="0" numsize="9">
+ <segment length="9" orientation="vertical"/>
+ <segment length="71" orientation="vertical"/>
+ <segment length="545" orientation="horizontal"/>
+ <segment length="-86" orientation="vertical"/>
+ <segment length="-9" orientation="vertical"/>
+ </conductor>
+ </conductors>
+ </diagram>
+ <diagram title="Machine no 000 - OP" displayrows="false" version="0.4" cols="17" folio="%id/%total" displaycols="false" height="660" colsize="60" order="17" rows="8" author="QElectroTech Team" filename="m_000.qet" titleblocktemplate="qet" date="20140814" rowsize="80">
+ <defaultconductor num="" vertirotatetext="0" type="multi" horizrotatetext="0" numsize="9"/>
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+ <element x="640" y="120" type="embed://import/automatyka/sterowniki/siemens/panele_operatorskie/konfiguracja_sprzetowa/op77b.elmt" uuid="{d29fc91f-525b-48d0-8f75-3243b6e5894c}" orientation="0">
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- <terminal x="105" y="231" nameHidden="0" number="" id="5" name="" orientation="2"/>
- <terminal x="140" y="231" nameHidden="0" number="" id="6" name="" orientation="2"/>
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+ <terminal x="70" y="231" nameHidden="0" number="" id="1" name="" orientation="2"/>
+ <terminal x="105" y="231" nameHidden="0" number="" id="2" name="" orientation="2"/>
+ <terminal x="140" y="231" nameHidden="0" number="" id="3" name="" orientation="2"/>
</terminals>
<inputs>
<input x="159.5" y="122" text="HELP"/>
@@ -7185,45 +7318,126 @@
<input x="5" y="11" text="SIEMENS"/>
</inputs>
</element>
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+ <element x="160" y="80" type="embed://import/oznaczenia/linie_ramki/luk_3.elmt" uuid="{d20a2020-6df1-4dc1-aeb6-b8cd04566aa7}" orientation="0">
+ <terminals>
+ <terminal x="16" y="0" nameHidden="0" number="" id="4" name="" orientation="1"/>
+ <terminal x="0" y="16" nameHidden="0" number="" id="5" name="" orientation="2"/>
+ </terminals>
+ <inputs/>
+ </element>
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+ <terminals>
+ <terminal x="16" y="0" nameHidden="0" number="" id="6" name="" orientation="1"/>
+ <terminal x="0" y="16" nameHidden="0" number="" id="7" name="" orientation="2"/>
+ </terminals>
+ <inputs/>
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+ <element x="900" y="80" type="embed://import/oznaczenia/linie_ramki/luk_3.elmt" uuid="{20d7d928-eb24-4b6a-a1e8-07c67c929933}" orientation="1">
+ <terminals>
+ <terminal x="16" y="0" nameHidden="0" number="" id="8" name="" orientation="1"/>
+ <terminal x="0" y="16" nameHidden="0" number="" id="9" name="" orientation="2"/>
+ </terminals>
+ <inputs/>
+ </element>
+ <element x="900" y="600" type="embed://import/oznaczenia/linie_ramki/luk_3.elmt" uuid="{409b2bde-526a-40e1-95ac-0bd736e26b41}" orientation="2">
+ <terminals>
+ <terminal x="16" y="0" nameHidden="0" number="" id="10" name="" orientation="1"/>
+ <terminal x="0" y="16" nameHidden="0" number="" id="11" name="" orientation="2"/>
+ </terminals>
+ <inputs/>
+ </element>
+ <element x="730" y="470" type="embed://import/vignettes/pupitre/4x4/boutons/arret_durgence_tourner_deverouiller.elmt" uuid="{00128a11-ab5e-4f08-a0c5-beaabd475ce8}" orientation="0">
<terminals/>
+ <inputs/>
+ </element>
+ <element x="410" y="330" type="embed://import/vignettes/pupitre/4x4/boutons/bouton_poussoir.elmt" uuid="{35a29607-e9a9-4267-a546-c32e43d76b50}" orientation="0">
+ <terminals/>
+ <inputs/>
+ </element>
+ <element x="330" y="330" type="embed://import/vignettes/pupitre/4x4/boutons/bouton_poussoir_lumineux.elmt" uuid="{0ac91276-71ed-421d-b06f-e8534c8568d4}" orientation="0">
+ <terminals/>
+ <inputs/>
+ </element>
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+ <terminals/>
+ <inputs/>
+ </element>
+ <element x="410" y="330" type="embed://import/vignettes/pupitre/4x4/porte_etiquettes/porte_etiquette_vide.elmt" uuid="{a73c41bc-20ee-428e-84b1-6b4f6c3f6e20}" orientation="0">
+ <terminals/>
+ <inputs/>
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+ <terminals/>
+ <inputs/>
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+ <element x="410" y="470" type="embed://import/vignettes/pupitre/4x4/boutons/bouton_tournant_centre.elmt" uuid="{cfb69644-bcd8-441e-89de-b7b2c54891d7}" orientation="0">
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+ <inputs/>
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+ <terminals/>
+ <inputs/>
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+ <terminals/>
+ <inputs/>
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+ <inputs/>
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+ <inputs/>
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+ <element x="570" y="470" type="embed://import/vignettes/pupitre/4x4/porte_etiquettes/porte_etiquette_vide.elmt" uuid="{15b4df3e-6bd2-4df8-b751-26b695cb42d7}" orientation="0">
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<inputs>
- <input x="-7" y="6" userx="-10.5596" usery="0.126709" text="MPI"/>
+ <input x="-6" y="0.5" userx="-4.63244" usery="4.05566" text="AUTO/
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</element>
- <element x="310" y="160" type="embed://import/oznaczenia/tekst_08.elmt" uuid="{2840f346-83ed-42b6-93ae-a2c859da360a}" orientation="0">
+ <element x="400" y="430" type="embed://import/oznaczenia/teksty/tekst_005.elmt" uuid="{f62b615c-175c-487c-9dc0-cf89fbcbf2b9}" orientation="0">
<terminals/>
<inputs>
- <input x="-7" y="6" userx="-10.5596" usery="0.126709" text="15N1"/>
+ <input x="-6" y="0.5" userx="-5.04991" usery="4.13811" text="AQUIT"/>
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</element>
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<terminals/>
<inputs>
- <input x="-7" y="6" userx="-10.5596" usery="0.126709" text="15N2"/>
+ <input x="-6" y="0.5" userx="-7.94467" usery="3.59109" text="DEPART
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</element>
- <element x="520" y="530" type="embed://import/oznaczenia/inne/data.elmt" uuid="{a54b579d-9cc3-4aa4-9c54-303bcdcc7734}" orientation="0">
+ <element x="560" y="430" type="embed://import/oznaczenia/teksty/tekst_005.elmt" uuid="{afd720b7-99d2-435b-8503-e9bf60487cd0}" orientation="0">
<terminals/>
<inputs>
- <input x="-14" y="4" text="DATA"/>
- <input x="-14" y="4" text="DATA"/>
+ <input x="-6" y="0.5" userx="-5.45297" usery="3.50864" text="ARRET
CYCLE"/>
</inputs>
</element>
- </elements>
- <conductors>
- <conductor num="" vertirotatetext="0" terminal1="2" terminal2="5" type="multi" horizrotatetext="0" numsize="9">
- <segment length="9" orientation="vertical"/>
- <segment length="71" orientation="vertical"/>
- <segment length="545" orientation="horizontal"/>
- <segment length="-86" orientation="vertical"/>
- <segment length="-9" orientation="vertical"/>
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- </conductors>
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- <defaultconductor num="" vertirotatetext="0" type="multi" horizrotatetext="0" numsize="9"/>
- <elements>
+ <element x="320" y="290" type="embed://import/oznaczenia/teksty/tekst_005.elmt" uuid="{3c5758fe-56d4-40d0-ab8c-6f079d373d7a}" orientation="0">
+ <terminals/>
+ <inputs>
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+ </element>
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+ <terminals/>
+ <inputs>
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+ </element>
+ <element x="210" y="340" type="embed://zamek.elmt" uuid="{0b95cb73-8473-4812-82fb-9fafd14f326a}" orientation="0">
+ <terminals/>
+ <inputs/>
+ </element>
<element x="650" y="390" type="embed://import/22vignettes/pupitre/4x4/porte_etiquettes/etiquette_au_fr.elmt" uuid="{86707eb9-6e9e-47d8-80e8-9960d5c1f7a8}" orientation="0">
<terminals/>
<inputs>
@@ -7255,579 +7469,453 @@
<input x="40.8492" y="52.435" text="A"/>
</inputs>
</element>
- <element x="210" y="340" type="embed://zamek.elmt" uuid="{0b95cb73-8473-4812-82fb-9fafd14f326a}" orientation="0">
+ </elements>
+ <conductors>
+ <conductor num="" vertirotatetext="0" terminal1="11" terminal2="8" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="9" terminal2="4" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="5" terminal2="6" type="multi" horizrotatetext="0" numsize="9"/>
+ <conductor num="" vertirotatetext="0" terminal1="7" terminal2="10" type="multi" horizrotatetext="0" numsize="9"/>
+ </conductors>
+ </diagram>
+ <diagram title="Machine no 000 - installation pneumatique" displayrows="true" version="0.4" cols="17" folio="%id/%total" displaycols="true" height="660" colsize="60" order="18" rows="8" author="QElectroTech Team" filename="m_000.qet" titleblocktemplate="qet" date="20140814" rowsize="80">
+ <defaultconductor num="" vertirotatetext="0" type="multi" horizrotatetext="0" numsize="9"/>
+ <elements>
+ <element x="330" y="460" type="embed://import/oznaczenia/tekst_08.elmt" uuid="{1a375bdf-aea5-40f6-b139-5ac1e1da4005}" orientation="0">
<terminals/>
- <inputs/>
+ <inputs>
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</element>
- <element x="400" y="290" type="embed://import/oznaczenia/teksty/tekst_005.elmt" uuid="{8c1893c8-7966-4fd0-bd96-da7aa619fbd4}" orientation="0">
+ <element x="900" y="540" type="embed://import/oznaczenia/instalacje_pneum_hydro/sred_przew_pneum.elmt" uuid="{a4c6fd21-1f37-4472-b1aa-8c8d30cc70e4}" orientation="0">
<terminals/>
<inputs>
- <input x="-6" y="0.5" userx="-5.31818" usery="3.78215" text="ARRET"/>
+ <input x="-19" y="-0.5" text="Φ 6x2"/>
</inputs>
</element>
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+ <element x="900" y="500" type="embed://import/oznaczenia/instalacje_pneum_hydro/sred_przew_pneum.elmt" uuid="{d943688e-45c0-4c9b-9fbb-c15ca3724696}" orientation="0">
<terminals/>
<inputs>
- <input x="-6" y="0.5" userx="-9.25988" usery="4.78067" text="MARCHE"/>
+ <input x="-19" y="-0.5" text="Φ 6x2"/>
</inputs>
</element>
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+ <conductor num="" vertirotatetext="0" terminal1="16" terminal2="32" 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="45" terminal2="34" type="multi" horizrotatetext="0" numsize="9"/>
- <conductor num="" vertirotatetext="0" terminal1="43" terminal2="35" type="multi" horizrotatetext="0" numsize="9"/>
- <conductor num="" vertirotatetext="0" terminal1="44" terminal2="21" type="multi" horizrotatetext="0" numsize="9"/>
- <conductor num="" vertirotatetext="0" terminal1="42" terminal2="22" type="multi" horizrotatetext="0" numsize="9">
+ <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>