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DTS Profilo LED 120 HQS (DTS_Profilo LED 120 HQS.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Profilo LED 120 HQS" ShortName="Pr120HQS" Company="DTS" Version="1"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>cef41700-9af7-4ce7-a7da-1278755b2795</Thumbnail> <History Date="24-05-22" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="31-12-23" Author="Nic Morris" Comment="Created from DTS Scena LED 120 HQS (identical)" Version="1" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="1808" ModelID="3439" /> </RDM> <AtlaBase TypeID="e15df924-38a8-464d-987f-5c96849b59e5" /> <Control> <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" /> </Attribute> <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" /> </Attribute> <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" /> <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" /> </Attribute> <Attribute ID="Amber" Name="Amber" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <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="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 %.f%%',0~100" Dmx="30~119" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="180~204" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="120~149" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="150~179" /> <Function ID="7" Name="Rnd Ind" Display="'Rnd Ind %.f%%',0~100" Dmx="205~229" /> <Function ID="8" Name="Single Flash" Display="'Single Flash'" Dmx="230~235" /> </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> <Attribute ID="CCT" Name="CCT" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="CCT C-Mix" Display="'%.fK',2700~8000" Dmx="10~255" Colour="255,240,200" /> <Function ID="3" Name="2700K" Display="'2700K'" Dmx="10~10" Colour="255,255,255" /> <Function ID="4" Name="3000K" Display="'3000K'" Dmx="33~33" Colour="255,255,255" /> <Function ID="5" Name="3200K" Display="'3200K'" Dmx="55~55" Colour="255,255,255" /> <Function ID="6" Name="3500K" Display="'3500K'" Dmx="77~77" Colour="255,255,255" /> <Function ID="7" Name="4000K" Display="'4000K'" Dmx="99~99" Colour="255,255,255" /> <Function ID="8" Name="4500K" Display="'4500K'" Dmx="121~121" Colour="255,255,255" /> <Function ID="9" Name="5000K" Display="'5000K'" Dmx="143~143" Colour="255,255,255" /> <Function ID="10" Name="5600K" Display="'5600K'" Dmx="165~165" Colour="255,255,255" /> <Function ID="11" Name="6000K" Display="'6000K'" Dmx="187~187" Colour="255,255,255" /> <Function ID="12" Name="6500K" Display="'6500K'" Dmx="209~209" Colour="255,255,255" /> <Function ID="13" Name="7000K" Display="'7000K'" Dmx="232~232" Colour="255,255,255" /> <Function ID="14" Name="8000K" Display="'8000K'" Dmx="255~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Filter 19 (Fire)" Display="'Filter 19 (Fire)'" Dmx="10~20" WheelPosition="0" Colour="255,255,255" /> <Function ID="3" Name="Filter 20 (Medium Amber)" Display="'Filter 20 (Medium Amber)'" Dmx="21~25" WheelPosition="0" Colour="255,255,255" /> <Function ID="4" Name="Filter 25 (Sunset Red)" Display="'Filter 25 (Sunset Red)'" Dmx="26~30" WheelPosition="0" Colour="255,255,255" /> <Function ID="5" Name="Filter 68 (Sky Blue)" Display="'Filter 68 (Sky Blue)'" Dmx="31~35" WheelPosition="0" Colour="255,255,255" /> <Function ID="6" Name="Filter 101 (Yellow)" Display="'Filter 101 (Yellow)'" Dmx="36~40" WheelPosition="0" Colour="255,255,255" /> <Function ID="7" Name="Filter 104 (Deep Amber)" Display="'Filter 104 (Deep Amber)'" Dmx="41~45" WheelPosition="0" Colour="255,255,255" /> <Function ID="8" Name="Filter 105 (Orange)" Display="'Filter 105 (Orange)'" Dmx="46~50" WheelPosition="0" Colour="255,255,255" /> <Function ID="9" Name="Filter 106 (Primary Red)" Display="'Filter 106 (Primary Red)'" Dmx="51~55" WheelPosition="0" Colour="255,255,255" /> <Function ID="10" Name="Filter 111 (Dark Pink)" Display="'Filter 111 (Dark Pink)'" Dmx="56~60" WheelPosition="0" Colour="255,255,255" /> <Function ID="11" Name="Filter 113 (Magenta)" Display="'Filter 113 (Magenta)'" Dmx="61~65" WheelPosition="0" Colour="255,255,255" /> <Function ID="12" Name="Filter 117 (Steel Blue)" Display="'Filter 117 (Steel Blue)'" Dmx="66~70" WheelPosition="0" Colour="255,255,255" /> <Function ID="13" Name="Filter 118 (Light Blue)" Display="'Filter 118 (Light Blue)'" Dmx="71~75" WheelPosition="0" Colour="255,255,255" /> <Function ID="14" Name="Filter 122 (Fern Green)" Display="'Filter 122 (Fern Green)'" Dmx="76~80" WheelPosition="0" Colour="255,255,255" /> <Function ID="15" Name="Filter 126 (Mauve)" Display="'Filter 126 (Mauve)'" Dmx="81~85" WheelPosition="0" Colour="255,255,255" /> <Function ID="16" Name="Filter 132 (Medium Blue)" Display="'Filter 132 (Medium Blue)'" Dmx="86~90" WheelPosition="0" Colour="255,255,255" /> <Function ID="17" Name="Filter 136 (Pale Lavender)" Display="'Filter 136 (Pale Lavender)'" Dmx="91~95" WheelPosition="0" Colour="255,255,255" /> <Function ID="18" Name="Filter 137 (Lavender)" Display="'Filter 137 (Lavender)'" Dmx="96~100" WheelPosition="0" Colour="255,255,255" /> <Function ID="19" Name="Filter 138 (Pale Green)" Display="'Filter 138 (Pale Green)'" Dmx="101~105" WheelPosition="0" Colour="255,255,255" /> <Function ID="20" Name="Filter 139 (Primary Green)" Display="'Filter 139 (Primary Green)'" Dmx="106~110" WheelPosition="0" Colour="255,255,255" /> <Function ID="21" Name="Filter 147 (Apricot)" Display="'Filter 147 (Apricot)'" Dmx="111~115" WheelPosition="0" Colour="255,255,255" /> <Function ID="22" Name="Filter 151 (Gold Tint)" Display="'Filter 151 (Gold Tint)'" Dmx="116~120" WheelPosition="0" Colour="255,255,255" /> <Function ID="23" Name="Filter 154 (Pale Rose)" Display="'Filter 154 (Pale Rose)'" Dmx="121~125" WheelPosition="0" Colour="255,255,255" /> <Function ID="24" Name="Filter 156 (Chocolate)" Display="'Filter 156 (Chocolate)'" Dmx="126~130" WheelPosition="0" Colour="255,255,255" /> <Function ID="25" Name="Filter 181 (Congo Blue)" Display="'Filter 181 (Congo Blue)'" Dmx="131~135" WheelPosition="0" Colour="255,255,255" /> <Function ID="26" Name="Filter 200 (Double CTB)" Display="'Filter 200 (Double CTB)'" Dmx="136~140" WheelPosition="0" Colour="255,255,255" /> <Function ID="27" Name="Filter 201 (Full CTB)" Display="'Filter 201 (Full CTB)'" Dmx="141~145" WheelPosition="0" Colour="255,255,255" /> <Function ID="28" Name="Filter 204 (Full CTO)" Display="'Filter 204 (Full CTO)'" Dmx="146~150" WheelPosition="0" Colour="255,255,255" /> <Function ID="29" Name="Filter 341 (Plum)" Display="'Filter 341 (Plum)'" Dmx="151~155" WheelPosition="0" Colour="255,255,255" /> <Function ID="30" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="236~251" Colour="255,255,255" /> </Attribute> <Attribute ID="Function" Name="Function" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Smooth Off" Display="'Smooth Off'" Dmx="10~24" /> <Function ID="3" Name="Smooth 1 (25ms)" Display="'Smooth 1 (25ms)'" Dmx="25~26" /> <Function ID="4" Name="Smooth 2 (50ms)" Display="'Smooth 2 (50ms)'" Dmx="27~28" /> <Function ID="5" Name="Smooth 3 (75ms)" Display="'Smooth 3 (75ms)'" Dmx="29~30" /> <Function ID="6" Name="Smooth 4 (100ms)" Display="'Smooth 4 (100ms)'" Dmx="31~32" /> <Function ID="7" Name="Smooth 5 (125ms)" Display="'Smooth 5 (125ms)'" Dmx="33~34" /> <Function ID="8" Name="Smooth 6 (150ms)" Display="'Smooth 6 (150ms)'" Dmx="35~36" /> <Function ID="9" Name="Smooth 7 (175ms)" Display="'Smooth 7 (175ms)'" Dmx="37~38" /> <Function ID="10" Name="Smooth 8 (200ms)" Display="'Smooth 8 (200ms)'" Dmx="39~40" /> <Function ID="11" Name="Smooth 9 (225ms)" Display="'Smooth 9 (225ms)'" Dmx="41~42" /> <Function ID="12" Name="Smooth 10 (250ms)" Display="'Smooth 10 (250ms)'" Dmx="43~44" /> <Function ID="13" Name="Smooth 11 (275ms)" Display="'Smooth 11 (275ms)'" Dmx="45~46" /> <Function ID="14" Name="Smooth 12 (300ms)" Display="'Smooth 12 (300ms)'" Dmx="47~48" /> <Function ID="15" Name="Smooth 13 (325ms)" Display="'Smooth 13 (325ms)'" Dmx="49~50" /> <Function ID="16" Name="Smooth 14 (350ms)" Display="'Smooth 14 (350ms)'" Dmx="51~52" /> <Function ID="17" Name="Smooth 15 (375ms)" Display="'Smooth 15 (375ms)'" Dmx="53~54" /> <Function ID="18" Name="Smooth 16 (400ms)" Display="'Smooth 16 (400ms)'" Dmx="55~56" /> <Function ID="19" Name="Smooth 17 (425ms)" Display="'Smooth 17 (425ms)'" Dmx="57~58" /> <Function ID="20" Name="Smooth 18 (450ms)" Display="'Smooth 18 (450ms)'" Dmx="59~60" /> <Function ID="21" Name="Smooth 19 (475ms)" Display="'Smooth 19 (475ms)'" Dmx="61~62" /> <Function ID="22" Name="Smooth 20 (500ms)" Display="'Smooth 20 (500ms)'" Dmx="63~64" /> <Function ID="23" Name="Gamma Quadratic" Display="'Gamma Quadratic'" Dmx="65~74" /> <Function ID="24" Name="Gamma Linear" Display="'Gamma Linear'" Dmx="75~84" /> <Function ID="25" Name="Gamma S-Curve" Display="'Gamma S-Curve'" Dmx="69~70" /> <Function ID="26" Name="Gamma 2.2" Display="'Gamma 2.2'" Dmx="71~72" /> <Function ID="27" Name="Output 610Hz" Display="'Output 610Hz'" Dmx="85~104" /> <Function ID="28" Name="Output 800Hz" Display="'Output 800Hz'" Dmx="105~105" /> <Function ID="29" Name="Output 1000Hz" Display="'Output 1000Hz'" Dmx="106~106" /> <Function ID="30" Name="Output 1500Hz" Display="'Output 1500Hz'" Dmx="107~107" /> <Function ID="31" Name="Output 2000Hz" Display="'Output 2000Hz'" Dmx="108~108" /> <Function ID="32" Name="Output 2500Hz" Display="'Output 2500Hz'" Dmx="109~109" /> <Function ID="33" Name="Output 3000Hz" Display="'Output 3000Hz'" Dmx="110~110" /> <Function ID="34" Name="Output 3500Hz" Display="'Output 3500Hz'" Dmx="111~111" /> <Function ID="35" Name="Output 4000Hz" Display="'Output 4000Hz'" Dmx="112~112" /> <Function ID="36" Name="Output 4500Hz" Display="'Output 4500Hz'" Dmx="113~113" /> <Function ID="37" Name="Output 5000Hz" Display="'Output 5000Hz'" Dmx="114~114" /> <Function ID="38" Name="Boost On" Display="'Boost On'" Dmx="135~144" /> <Function ID="39" Name="Boost Off" Display="'Boost Off'" Dmx="145~154" /> <Function ID="40" Name="Display Off" Display="'Display Off'" Dmx="155~164" /> <Function ID="41" Name="Display On" Display="'Display On'" Dmx="165~172" /> <Function ID="42" Name="Display Forced On" Display="'Display Forced On'" Dmx="173~174" /> <Function ID="43" Name="No DMX Hold" Display="'No DMX Hold'" Dmx="175~176" /> <Function ID="44" Name="No DMX BO" Display="'No DMX BO'" Dmx="177~178" /> <Function ID="45" Name="No DMX All@100%" Display="'No DMX All@100%'" Dmx="179~180" /> <Function ID="46" Name="No DMX CHPR" Display="'No DMX CHPR'" Dmx="181~182" /> <Function ID="47" Name="No DMX CUSTOM" Display="'No DMX CUSTOM'" Dmx="183~184" /> <Function ID="48" Name="Fan Standard" Display="'Fan Standard'" Dmx="235~244" /> <Function ID="49" Name="Fan Silent" Display="'Fan Silent'" Dmx="245~252" /> <Function ID="50" Name="Set Default" Display="'Set Default'" Dmx="253~255" /> </Attribute> <Attribute ID="Prom" Name="Prom" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="No DMX Hold" Display="'No DMX Hold'" Dmx="10~19" /> <Function ID="3" Name="No DMX BO" Display="'No DMX BO'" Dmx="20~29" /> <Function ID="4" Name="No DMX All@100%" Display="'No DMX All@100'" Dmx="30~39" /> <Function ID="5" Name="No DMX All@60%" Display="'No DMX All@60'" Dmx="40~49" /> <Function ID="6" Name="No DMX Custom" Display="'No DMX Custom'" Dmx="70~79" /> <Function ID="7" Name="No DMX Custom 2" Display="'No DMX Custom 2'" Dmx="80~89" /> <Function ID="8" Name="No DMX Custom 3" Display="'No DMX Custom 3'" Dmx="90~99" /> <Function ID="9" Name="No DMX Custom 4" Display="'No DMX Custom 4'" Dmx="100~109" /> <Function ID="10" Name="View Custom" Display="'View Custom'" Dmx="130~149" /> <Function ID="11" Name="View Custom 2" Display="'View Custom 2'" Dmx="150~169" /> <Function ID="12" Name="View Custom 3" Display="'View Custom 3'" Dmx="170~189" /> <Function ID="13" Name="View Custom 4" Display="'View Custom 4'" Dmx="190~209" /> <Function ID="14" Name="Store Custom" Display="'Store Custom'" Dmx="230~230" /> <Function ID="15" Name="Store Custom 2" Display="'Store Custom 2'" Dmx="231~231" /> <Function ID="16" Name="Store Custom 3" Display="'Store Custom 3'" Dmx="232~232" /> <Function ID="17" Name="Store Custom 4" Display="'Store Custom 4'" Dmx="233~233" /> <Function ID="18" Name="Set Defaults" Display="'Set Defaults'" Dmx="254~254" /> </Attribute> </Control> <Mode Name="Mode 1, 10 DMX" Channels="10" Id="d66421a6-f2d0-428f-b164-0d092b609505"> <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> <RDM> <Version SoftwareID="-1" PersonalityID="1" /> </RDM> <AtlaBase ModeID="413df84c-3cbc-42e8-8c64-2c70f10f7c0a" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="Amber" ChannelOffset="4" Wheel="40" /> <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="6,7" Wheel="1" /> <Attribute ID="CCT" ChannelOffset="8" Wheel="8" /> <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="9" /> <Attribute ID="Function" ChannelOffset="10" Wheel="28" /> </Include> </Mode> <Mode Name="Mode 2 (RGBA), 4 DMX" Channels="4" Id="7418ec4f-ea3c-42d6-9ce8-1191988ceaa2"> <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> <RDM> <Version SoftwareID="-1" PersonalityID="2" /> </RDM> <AtlaBase ModeID="da872337-dfd7-420f-b76d-2f38e29b7225" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" /> <Attribute ID="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="Mode 3, 6 DMX" Channels="6" Id="3cf7d882-40dc-4911-a14f-937cf4c86e3c"> <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> <RDM> <Version SoftwareID="-1" PersonalityID="3" /> </RDM> <AtlaBase ModeID="a2d859e7-d5c7-48b7-8881-de934a14a8c7" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="Amber" ChannelOffset="4" Wheel="40" /> <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" /> </Include> </Mode> <Mode Name="Mode 4 (Fine), 10 DMX" Channels="10" Id="c9d3bb25-2bc7-43f6-95c6-6bf790d96d55"> <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> <RDM> <Version SoftwareID="-1" PersonalityID="4" /> </RDM> <AtlaBase ModeID="7e59615d-9e34-4981-a6ee-2e8beec82011" /> <Include> <Attribute ID="Red" ChannelOffset="1,2" Wheel="10" /> <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" /> <Attribute ID="Amber" ChannelOffset="7,8" Wheel="40" /> <Attribute ID="Dimmer" ChannelOffset="9,10" Wheel="1" /> </Include> </Mode> <Mode Name="Mode 5 (Prom), 11 DMX" Channels="11" Id="1090c0dc-36ee-478c-ba80-9a9ba8aa8f5d"> <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> <RDM> <Version SoftwareID="-1" PersonalityID="5" /> </RDM> <AtlaBase ModeID="42923e08-670c-4fc4-ba9e-0d9e48ee861a" /> <Include> <Attribute ID="Red" ChannelOffset="1,2" Wheel="10" /> <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" /> <Attribute ID="Amber" ChannelOffset="7,8" Wheel="40" /> <Attribute ID="Dimmer" ChannelOffset="9,10" Wheel="1" /> <Attribute ID="Prom" ChannelOffset="11" Wheel="29" /> </Include> </Mode> <Macro> <Macro Name="Smooth Off"> <Set Channel="Function:2" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 1 (25ms)"> <Set Channel="Function:3" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 2 (50ms)"> <Set Channel="Function:4" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 3 (75ms)"> <Set Channel="Function:5" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 4 (100ms)"> <Set Channel="Function:6" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 5 (125ms)"> <Set Channel="Function:7" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 6 (150ms)"> <Set Channel="Function:8" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 7 (175ms)"> <Set Channel="Function:9" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 8 (200ms)"> <Set Channel="Function:10" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 9 (225ms)"> <Set Channel="Function:11" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 10 (250ms)"> <Set Channel="Function:12" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 11 (275ms)"> <Set Channel="Function:13" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 12 (300ms)"> <Set Channel="Function:14" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 13 (325ms)"> <Set Channel="Function:15" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 14 (350ms)"> <Set Channel="Function:16" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 15 (375ms)"> <Set Channel="Function:17" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 16 (400ms)"> <Set Channel="Function:18" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 17 (425ms)"> <Set Channel="Function:19" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 18 (450ms)"> <Set Channel="Function:20" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 19 (475ms)"> <Set Channel="Function:21" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Smooth 20 (500ms)"> <Set Channel="Function:22" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Gamma Quadratic"> <Set Channel="Function:23" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Gamma Linear"> <Set Channel="Function:24" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Gamma S-Curve"> <Set Channel="Function:25" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.2"> <Set Channel="Function:26" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Output 610Hz"> <Set Channel="Function:27" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Output 800Hz"> <Set Channel="Function:28" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Output 1000Hz"> <Set Channel="Function:29" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Output 1500Hz"> <Set Channel="Function:30" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Output 2000Hz"> <Set Channel="Function:31" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Output 2500Hz"> <Set Channel="Function:32" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Output 3000Hz"> <Set Channel="Function:33" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Output 3500Hz"> <Set Channel="Function:34" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Output 4000Hz"> <Set Channel="Function:35" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Output 4500Hz"> <Set Channel="Function:36" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Output 5000Hz"> <Set Channel="Function:37" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Boost On"> <Set Channel="Function:38" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Boost Off"> <Set Channel="Function:39" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Function:40" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Function:41" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Display Forced On"> <Set Channel="Function:42" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="No DMX Hold"> <Set Channel="Function:43,Prom:2" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="No DMX BO"> <Set Channel="Function:44,Prom:3" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="No DMX All@100%"> <Set Channel="Function:45,Prom:4" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="No DMX CHPR"> <Set Channel="Function:46" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="No DMX CUSTOM"> <Set Channel="Function:47" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Fan Standard"> <Set Channel="Function:48" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Fan Silent"> <Set Channel="Function:49" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Set Default"> <Set Channel="Function:50,Prom:18" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="No DMX All@60%"> <Set Channel="Prom:5" Delay="6000" /> <Set Channel="Prom:1" Delay="0" /> </Macro> <Macro Name="No DMX Custom"> <Set Channel="Prom:6" Delay="6000" /> <Set Channel="Prom:1" Delay="0" /> </Macro> <Macro Name="No DMX Custom 2"> <Set Channel="Prom:7" Delay="6000" /> <Set Channel="Prom:1" Delay="0" /> </Macro> <Macro Name="No DMX Custom 3"> <Set Channel="Prom:8" Delay="6000" /> <Set Channel="Prom:1" Delay="0" /> </Macro> <Macro Name="No DMX Custom 4"> <Set Channel="Prom:9" Delay="6000" /> <Set Channel="Prom:1" Delay="0" /> </Macro> <Macro Name="View Custom"> <Set Channel="Prom:10" Delay="6000" /> <Set Channel="Prom:1" Delay="0" /> </Macro> <Macro Name="View Custom 2"> <Set Channel="Prom:11" Delay="6000" /> <Set Channel="Prom:1" Delay="0" /> </Macro> <Macro Name="View Custom 3"> <Set Channel="Prom:12" Delay="6000" /> <Set Channel="Prom:1" Delay="0" /> </Macro> <Macro Name="View Custom 4"> <Set Channel="Prom:13" Delay="6000" /> <Set Channel="Prom:1" Delay="0" /> </Macro> <Macro Name="Store Custom"> <Set Channel="Prom:14" Delay="6000" /> <Set Channel="Prom:1" Delay="0" /> </Macro> <Macro Name="Store Custom 2"> <Set Channel="Prom:15" Delay="6000" /> <Set Channel="Prom:1" Delay="0" /> </Macro> <Macro Name="Store Custom 3"> <Set Channel="Prom:16" Delay="6000" /> <Set Channel="Prom:1" Delay="0" /> </Macro> <Macro Name="Store Custom 4"> <Set Channel="Prom:17" Delay="6000" /> <Set Channel="Prom:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" /> </Group> <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="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>