﻿<?xml version="1.0" encoding="UTF-8" standalone="yes"?>
<Root Version="60004" GUID="1b500325-df3f-448c-81bb-6c33d7b03a12">
  <CodeEditor>
    <SourceCode Collapsed="" BreakPoints="">object E →000002= LoadExternCLC("DataExchange_Extern.clc"); 

// This is input structure for extern CLC
//
// If any required parameter is missing, call ExternCLC will fail
//
// We use 'Structure' constructor, which allows us to initialize all values in one step
object Input →000003= new Structure(
"A", Width, 
"B", Height, 
"C", Depth
); 

// We can set additional properties of 'Input' afterwards
IF(CHB) { 
    →000023Input.Set("ρ", ρ); 
} 

// Call extern CLC
// Input - contains all input values for ExternCLC
// Output - contains all result values provided by ExternCLC
//
// SDF automatically call 'ValidateInput' function before ANY external code is executed
// If 'ValidateInput' returns 'true' AND no exception is thrown:
//    ExternCLC is executed
//    'GetOutput' is called to set up 'Output' value
// If 'ValidateInput' returns 'false' OR any exception is thrown:
//    ExternCLC is NOT executed
//    'Ouptut' value is set to NULL

→000004E.Draw(Input, Output); 


// check if call was successfull
IF(Output != null) { 
    →000020TEXT("Calculation executed successfully."); 
    →000012TEXT("Output: " &amp; Output.ToString()); // output contains all results from ExternCLC
} ELSE { 
    →000022TEXT("Output: null"); // call to ExternCLC failed =&gt; output is null
    →000021TEXT("Table of errors, warnings and notes:"); 
    →000019EWN.DrawTable(); // EWN generated in ExternCLC.ValidateInput is visible here
} 

→000024IMG("ExternCLC"); 
</SourceCode>
  </CodeEditor>
  <Calculation>
    <Header NormCode="0" Member="1000" Material="0" CSType="-1" LimitState="0" IFFilter="0" NAD="" LicenceID="10000" Autor="" Autor2="" Version="1" EWNSource="C:\Users\Public\Documents\DesignForms_0.1\EWN\EWN_Example.xml" 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" />
    </Images>
  </Calculation>
  <Dialog>
    <Main Width="500">
      <TGroupBox Name="" ID="7" Translate="1" Left="0" Top="90" Width="498" Height="73" AutoWidth="False" AutoHeight="True" TabIndex="6" Dock="1" Anchor="5" Padding="5|5|5|5" BGImage="" BackColor="-1" BorderStyle="0" Font="Microsoft Sans Serif|9|1|3" BorderColor="-5192482">
        <Texts TranslateID="DIALOG_000007">
          <ENU>Material density</ENU>
        </Texts>
        <TDoubleInput Name="" ID="2" Translate="1" Left="5" Top="28" Width="478" Height="20" AutoWidth="False" AutoHeight="True" TabIndex="1" Dock="1" Anchor="5" Padding="0|0|0|0" BGImage="" BackColor="-1" BorderStyle="0" Font="Microsoft Sans Serif|8.25|0|3" VarName="ρ" VarNameVisible="True" UnitsVisible="True" InputColor="-4128832" InputWidth="75" DimWidth="50" MaxValueWithDim="+Infinity" MinValueWithDim="-Infinity" DescPos="1" />
        <TCheckBox Name="" ID="1" Translate="1" Left="5" Top="5" Width="478" Height="23" AutoWidth="False" AutoHeight="True" TabIndex="0" Dock="1" Anchor="5" Padding="0|0|0|0" BGImage="" BackColor="-1" BorderStyle="0" Font="Microsoft Sans Serif|8.25|0|3" VarName="CHB" BookMarkID="" ForeColor="-16711423" ChbRight="False">
          <Texts TranslateID="DIALOG_000001">
            <ENU>
            </ENU>
          </Texts>
        </TCheckBox>
      </TGroupBox>
      <TGroupBox Name="" ID="6" Translate="1" Left="0" Top="0" Width="498" Height="90" AutoWidth="False" AutoHeight="True" TabIndex="5" Dock="1" Anchor="5" Padding="5|5|5|5" BGImage="" BackColor="-1" BorderStyle="0" Font="Microsoft Sans Serif|9|1|3" BorderColor="-5192482">
        <Texts TranslateID="DIALOG_000006">
          <ENU>Pad dimensions</ENU>
        </Texts>
        <TDoubleInput Name="" ID="3" Translate="1" Left="5" Top="45" Width="478" Height="20" AutoWidth="False" AutoHeight="True" TabIndex="2" Dock="1" Anchor="5" Padding="0|0|0|0" BGImage="" BackColor="-1" BorderStyle="0" Font="Microsoft Sans Serif|8.25|0|3" VarName="Depth" VarNameVisible="True" UnitsVisible="True" InputColor="-4128832" InputWidth="75" DimWidth="50" MaxValueWithDim="+Infinity" MinValueWithDim="-Infinity" DescPos="1" />
        <TDoubleInput Name="" ID="5" Translate="1" Left="5" Top="25" Width="478" Height="20" AutoWidth="False" AutoHeight="True" TabIndex="4" Dock="1" Anchor="5" Padding="0|0|0|0" BGImage="" BackColor="-1" BorderStyle="0" Font="Microsoft Sans Serif|8.25|0|3" VarName="Width" VarNameVisible="True" UnitsVisible="True" InputColor="-4128832" InputWidth="75" DimWidth="50" MaxValueWithDim="+Infinity" MinValueWithDim="-Infinity" DescPos="1" />
        <TDoubleInput Name="" ID="4" Translate="1" Left="5" Top="5" Width="478" Height="20" AutoWidth="False" AutoHeight="True" TabIndex="3" Dock="1" Anchor="5" Padding="0|0|0|0" BGImage="" BackColor="-1" BorderStyle="0" Font="Microsoft Sans Serif|8.25|0|3" VarName="Height" VarNameVisible="True" UnitsVisible="True" InputColor="-4128832" InputWidth="75" DimWidth="50" MaxValueWithDim="+Infinity" MinValueWithDim="-Infinity" DescPos="1" />
      </TGroupBox>
    </Main>
    <MemberData Width="500" />
    <Setup Width="500" />
    <Command Width="500" />
  </Dialog>
  <Texts>
    <Item TranslateID="TEXT_000012">
      <ENU>"Output: " &amp; Output.ToString()</ENU>
    </Item>
    <Item TranslateID="TEXT_000020">
      <ENU>"Calculation executed successfully."</ENU>
    </Item>
    <Item TranslateID="TEXT_000021">
      <ENU>"Table of errors, warnings and notes:"</ENU>
    </Item>
    <Item TranslateID="TEXT_000022">
      <ENU>"Output: null"</ENU>
    </Item>
  </Texts>
</Root>