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Infinity TF-300 Fresnel (Infinity_TF-300 Fresnel.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="TF-300 Fresnel" ShortName="TF-300" Company="Infinity">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>562acc52-8cc6-409d-b53f-8490f1ac893a</Thumbnail>
  <History Date="18-10-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="bad06a80-f9e4-4df8-8275-e9be05ad1bad" />
  <Control>
    <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>
    <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="6~249" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Dim Curve Linear" Display="'Dim Curve Linear'" Dmx="8~15" />
      <Function ID="3" Name="Dim Curve Gamma 2.0" Display="'Dim Curve Gamma 2.0'" Dmx="16~23" />
      <Function ID="4" Name="Dim Curve Gamma 2.2" Display="'Dim Curve Gamma 2.2'" Dmx="24~31" />
      <Function ID="5" Name="Dim Curve S-Curve" Display="'Dim Curve S-Curve'" Dmx="32~39" />
      <Function ID="6" Name="Dim Speed Auto" Display="'Dim Speed Auto'" Dmx="40~47" />
      <Function ID="7" Name="Dim Speed Slow" Display="'Dim Speed Slow'" Dmx="48~55" />
      <Function ID="8" Name="Dim Speed Medium" Display="'Dim Speed Medium'" Dmx="56~63" />
      <Function ID="9" Name="Dim Speed Fast" Display="'Dim Speed Fast'" Dmx="64~71" />
      <Function ID="10" Name="PWM 1.1KHz" Display="'PWM 1.1KHz'" Dmx="104~111" />
      <Function ID="11" Name="PWM 1.2KHz" Display="'PWM 1.2KHz'" Dmx="112~119" />
      <Function ID="12" Name="PWM 1.3KHz" Display="'PWM 1.3KHz'" Dmx="120~127" />
      <Function ID="13" Name="PWM 1.4KHz" Display="'PWM 1.4KHz'" Dmx="128~135" />
      <Function ID="14" Name="PWM 1.5KHz" Display="'PWM 1.5KHz'" Dmx="136~143" />
      <Function ID="15" Name="PWM 1.6KHz" Display="'PWM 1.6KHz'" Dmx="144~151" />
      <Function ID="16" Name="Calibration Disabled" Display="'Calibration Disabled'" Dmx="152~159" />
      <Function ID="17" Name="Calibration Enabled" Display="'Calibration Enabled'" Dmx="160~167" />
      <Function ID="18" Name="Fan Silent" Display="'Fan Silent'" Dmx="168~175" />
      <Function ID="19" Name="Fan Auto" Display="'Fan Auto'" Dmx="176~183" />
      <Function ID="20" Name="Fan Full" Display="'Fan Full'" Dmx="184~191" />
      <Function ID="21" Name="Display Auto Off" Display="'Display Auto Off'" Dmx="192~199" />
      <Function ID="22" Name="Display On" Display="'Display On'" Dmx="200~207" />
      <Function ID="23" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="224~231" />
      <Function ID="24" Name="Reset All" Display="'Reset All'" Dmx="250~250" />
    </Attribute>
  </Control>
  <Mode Name="Dimmer, 1 DMX" 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="408be935-39a5-4808-b102-38bfd31bf1f9" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Basic, 3 DMX" Channels="3">
    <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="0ea82be4-5135-43a9-8704-fbd5de6e4f74" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
    </Include>
  </Mode>
  <Mode Name="Pro, 5 DMX" Channels="5">
    <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="82556067-4f48-4ca2-9548-a066a855605d" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Zoom" ChannelOffset="4" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:24" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Zoom">
      <Set Channel="Control:23" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve Linear">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve Gamma 2.0">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve Gamma 2.2">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve S-Curve">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Speed Auto">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Speed Slow">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Speed Medium">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Speed Fast">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 1.1KHz">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 1.2KHz">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 1.3KHz">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 1.4KHz">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 1.5KHz">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 1.6KHz">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Calibration Disabled">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Calibration Enabled">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Full">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Auto Off">
      <Set Channel="Control:21" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:22" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>