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DTS Scena LED 200 CT (DTS_Scena LED 200 CT.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Scena LED 200 CT" ShortName="LED 200 CT" Company="DTS"> <Copyright Notice="© Avolites Ltd. 2018" /> <Thumbnail>2c29cede-8603-4c09-abd5-0868bf0f1eba</Thumbnail> <History Date="15-11-17" Author="Nic Morris" Comment="Created" /> <History Date="02-03-18" Author="Nic Morris" Comment="Created from DTS Scena LED 200 FR 3000K" /> <History Date="13-03-18" Author="Nic Morris" Comment="Added Atlabase ID's." /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="cd4efe1e-e3b0-4403-bd18-a7678c9e9066" /> <Control> <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="Single Flash" Display="'Single Flash'" Dmx="230~235" /> <Function ID="5" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="180~204" /> <Function ID="6" Name="Rnd Ind" Display="'Rnd Ind %.f%%',0~100" Dmx="205~229" /> <Function ID="7" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="120~149" /> <Function ID="8" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="150~179" /> </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="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="Smooth Off" Display="'Smooth Off'" Dmx="15~24" /> <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="Output 610Hz" Display="'Output 610Hz'" Dmx="85~104" /> <Function ID="26" Name="Output 800Hz" Display="'Output 800Hz'" Dmx="105~105" /> <Function ID="27" Name="Output 1000Hz" Display="'Output 1000Hz'" Dmx="106~106" /> <Function ID="28" Name="Output 1500Hz" Display="'Output 1500Hz'" Dmx="107~107" /> <Function ID="29" Name="Output 2000Hz" Display="'Output 2000Hz'" Dmx="108~108" /> <Function ID="30" Name="Output 2500Hz" Display="'Output 2500Hz'" Dmx="109~109" /> <Function ID="31" Name="Output 3000Hz" Display="'Output 3000Hz'" Dmx="110~110" /> <Function ID="32" Name="Output 3500Hz" Display="'Output 3500Hz'" Dmx="111~111" /> <Function ID="33" Name="Output 4000Hz" Display="'Output 4000Hz'" Dmx="112~112" /> <Function ID="34" Name="Output 4500Hz" Display="'Output 4500Hz'" Dmx="113~113" /> <Function ID="35" Name="Output 5000Hz" Display="'Output 5000Hz'" Dmx="114~114" /> <Function ID="36" Name="Boost On" Display="'Boost On'" Dmx="135~144" /> <Function ID="37" Name="Boost Off" Display="'Boost Off'" Dmx="145~154" /> <Function ID="38" Name="Display Standby Off" Display="'Display Standby Off'" Dmx="155~164" /> <Function ID="39" Name="Display Standby On" Display="'Display Standby On'" Dmx="165~174" /> <Function ID="40" Name="No DMX Hold" Display="'No DMX Hold'" Dmx="175~176" /> <Function ID="41" Name="No DMX Blackout" Display="'No DMX Blackout'" Dmx="177~178" /> <Function ID="42" Name="No DMX @100%" Display="'No DMX @100%'" Dmx="179~180" /> <Function ID="43" Name="No DMX @60%" Display="'No DMX @60%'" Dmx="181~182" /> <Function ID="44" Name="No DMX Custom" Display="'No DMX Custom'" Dmx="183~184" /> <Function ID="45" Name="Fan Standard" Display="'Fan Standard'" Dmx="235~244" /> <Function ID="46" Name="Fan Silent" Display="'Fan Silent'" Dmx="245~252" /> <Function ID="47" Name="Set to Default" Display="'Set to Default'" Dmx="255~255" /> </Attribute> <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" /> </Attribute> <Attribute ID="ColdWhite" Name="Cold White" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" /> </Attribute> <Attribute ID="CTO" Name="CTO" 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="CTO C-Mix" Display="'%.fK',2700~6500" Dmx="11~255" Colour="255,240,200" /> <Function ID="3" Name="2700K" Display="'2700K'" Dmx="11~11" Colour="255,255,255" /> <Function ID="4" Name="3000K" Display="'3000K'" Dmx="54~54" Colour="255,255,255" /> <Function ID="5" Name="3200K" Display="'3200K'" Dmx="83~83" Colour="255,255,255" /> <Function ID="6" Name="3500K" Display="'3500K'" Dmx="126~126" Colour="255,255,255" /> <Function ID="7" Name="4000K" Display="'4000K'" Dmx="169~169" Colour="255,255,255" /> <Function ID="8" Name="4500K" Display="'4500K'" Dmx="198~198" Colour="255,255,255" /> <Function ID="9" Name="5000K" Display="'5000K'" Dmx="226~226" Colour="255,255,255" /> <Function ID="10" Name="5600K" Display="'5600K'" Dmx="241~241" Colour="255,255,255" /> <Function ID="11" Name="6500K" Display="'6500K'" Dmx="255~255" Colour="255,255,255" /> </Attribute> </Control> <Mode Name="7 DMX" Channels="7"> <Import PearlRef="DTS200C7" 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="bb911b82-b4e7-457d-b96a-0d35baf9d741" /> <Include> <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="7" /> <Attribute ID="ColdWhite" ChannelOffset="2" Wheel="8" /> <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="4,5" Wheel="1" /> <Attribute ID="CTO" ChannelOffset="6" Wheel="9" /> <Attribute ID="Control" ChannelOffset="7" Wheel="28" /> </Include> </Mode> <Mode Name="2 DMX" Channels="2"> <Import PearlRef="DTS200C2" 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="5d9fe115-1f5d-4941-a3c1-b9d51f223301" /> <Include> <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="7" VirtualControl="Dimmer" /> <Attribute ID="ColdWhite" ChannelOffset="2" Wheel="8" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Macro> <Macro Name="Smooth Off"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 1 (25ms)"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 2 (50ms)"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 3 (75ms)"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 4 (100ms)"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 5 (125ms)"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 6 (150ms)"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 7 (175ms)"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 8 (200ms)"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 9 (225ms)"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 10 (250ms)"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 11 (275ms)"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 12 (300ms)"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 13 (325ms)"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 14 (350ms)"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 15 (375ms)"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 16 (400ms)"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 17 (425ms)"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 18 (450ms)"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 19 (475ms)"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Smooth 20 (500ms)"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma Quadratic"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma Linear"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 610Hz"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 800Hz"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 1000Hz"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 1500Hz"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 2000Hz"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 2500Hz"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 3000Hz"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 3500Hz"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 4000Hz"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 4500Hz"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 5000Hz"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Boost On"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Boost Off"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Standby Off"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Standby On"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Hold"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Blackout"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX @100%"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX @60%"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Custom"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Standard"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Silent"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Set to Default"> <Set Channel="Control:47" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>