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Sagitter Blok 2TW (SG BLOK2TW) (Sagitter_Blok 2TW (SG BLOK2TW).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Blok 2TW (SG BLOK2TW)" ShortName="Blok 2TW" Company="Sagitter">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>b580962b-5442-460a-9952-0e1ed27f7485</Thumbnail>
  <History Date="16-07-19" Author="Nic Morris" Comment="Created (control channel implementation is poorly considered)" />
  <History Date="18-07-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="19-07-19" Author="Nic Morris" Comment="Changed white and amber to locate at full.  Fixed vdim in 6 DMX 1px 16bit mode." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="69f07299-415e-4de1-b7a2-d8079814e4d4" />
  <Control>
    <Attribute ID="White" Name="White" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="170~253" />
      <Function ID="3" Name="Rnd Sync" Display="'Rnd Sync %.f%%',0~100" Dmx="2~85" />
      <Function ID="4" Name="Rnd Async" Display="'Rnd Async %.f%%',0~100" Dmx="86~169" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Red Shift On" Display="'Red Shift On'" Dmx="0~0" />
      <Function ID="2" Name="Red Shift Off" Display="'Red Shift Off'" Dmx="6~10" />
      <Function ID="3" Name="Dim Delay" Display="'%.fms',0~1500" Dmx="27~127" />
      <Function ID="4" Name="Pixorder Standard" Display="'Pixorder Standard'" Dmx="134~139" />
      <Function ID="5" Name="Pixorder Inverted" Display="'Pixorder Inverted'" Dmx="140~145" />
      <Function ID="6" Name="Fan Silent" Display="'Fan Silent'" Dmx="152~157" />
      <Function ID="7" Name="Fan Auto" Display="'Fan Auto'" Dmx="158~161" />
      <Function ID="8" Name="Dim Linear" Display="'Dim Linear'" Dmx="168~173" />
      <Function ID="9" Name="Dim Square" Display="'Dim Square'" Dmx="174~179" />
      <Function ID="10" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="180~185" />
      <Function ID="11" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="186~191" />
      <Function ID="12" Name="Reset" Display="'Reset'" Dmx="198~203" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX (1px)" Channels="1">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="3136e6a7-d579-4108-879b-fc07578c3511" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX (2px)" Channels="2">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="7ba7c8d4-e85d-4928-8252-f8406a1c31c8" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="4 DMX (1px 8bit)" Channels="4">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="178a7d28-38de-4414-8270-7b4d51f4c4fc" />
    <Include>
      <Attribute ID="White" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Control" ChannelOffset="4" Wheel="28" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX (1px 16bit)" Channels="6">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="f67a1ab6-0644-4aa9-876a-e92a29e1035f" />
    <Include>
      <Attribute ID="White" ChannelOffset="1,2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="3,4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" />
      <Attribute ID="Control" ChannelOffset="6" Wheel="28" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX (2px 8bit)" Channels="6">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="edb48db6-8a53-4de5-8577-1038145d2031" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="White" Wheel="10" />
        <Attribute ID="Amber" Wheel="11" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" />
        <Attribute ID="Control" ChannelOffset="6" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="WA 8bit cell" X="0" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="WA 8bit cell" X="0" Y="1">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="10 DMX (2px 16bit)" Channels="10">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="cd70a69f-bc5d-4d73-93ab-ff67d52b499c" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="White" Wheel="10" />
        <Attribute ID="Amber" Wheel="11" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="9" Wheel="4" />
        <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="WA 16bit cell" X="0" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="WA 16bit cell" X="0" Y="1">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="WA 8bit cell" Channels="2" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="White" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="WA 16bit cell" Channels="4" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="White" ChannelOffset="1,2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="3,4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:12" Delay="7000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Pixorder Standard">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Pixorder Inverted">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>