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Tomshine Mini Spider (Tomshine) (Tomshine_Mini Spider.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Mini Spider" ShortName="MiniSpider" Company="Tomshine">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>67aa5229-c2e2-4292-9775-183f6a8a68c4</Thumbnail>
  <History Date="07-10-18" Author="Nic Morris" Comment="Created" />
  <History Date="09-10-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="4368a91f-db63-4219-87bb-38d2edf13812" />
  <Control>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="Tilt Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="8~127" />
      <Function ID="3" Name="Reset" Display="'Reset'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="120" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="c74ddb16-1bd3-4aba-9e26-48b54932ac93" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Master_Dimmer" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
        <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
      </Master>
      <Cell ID="Cell1" Name="Tilt1" ChannelOffset="1" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="2" ModeLink="Tilt cell" X="5" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="LED 1" ChannelOffset="6" ModeLink="Dim cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="LED 2" ChannelOffset="7" ModeLink="Dim cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="LED 3" ChannelOffset="8" ModeLink="Dim cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="LED 4" ChannelOffset="9" ModeLink="Dim cell" X="4" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="14 DMX" Channels="14">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="120" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="69dc19b2-1413-4f9d-9dc4-dae82d018d18" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="2" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="LED 1" ChannelOffset="6" ModeLink="Dim cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="LED 2" ChannelOffset="7" ModeLink="Dim cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="LED 3" ChannelOffset="8" ModeLink="Dim cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="LED 4" ChannelOffset="9" ModeLink="Dim cell" X="4" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="LED 5" ChannelOffset="10" ModeLink="Dim cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="LED 6" ChannelOffset="11" ModeLink="Dim cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="LED 7" ChannelOffset="12" ModeLink="Dim cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="LED 8" ChannelOffset="13" ModeLink="Dim cell" X="4" Y="1">
        <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="Head" PanMax="0" TiltMax="120" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Tilt 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="Head" PanMax="0" TiltMax="120" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>