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DTS Scena LED 80 CT (DTS_Scena LED 80 CT.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Scena LED 80 CT" ShortName="LED 80 CT" Company="DTS"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>8f74ed22-ca61-462c-bd79-4bb764f83685</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." /> <History Date="30-07-19" Author="Nic Morris" Comment="Created from DTS Scena LED 200 CT" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="27c3b6e1-e505-4a7e-84a9-feb3b9735f72" /> <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="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="180~204" /> <Function ID="5" Name="Rnd Ind" Display="'Rnd Ind %.f%%',0~100" Dmx="205~229" /> <Function ID="6" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="120~149" /> <Function ID="7" 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="Output 5500Hz" Display="'Output 5500Hz'" Dmx="115~115" /> <Function ID="37" Name="Output 6000Hz" Display="'Output 6000Hz'" Dmx="116~116" /> <Function ID="38" Name="Output 6500Hz" Display="'Output 6500Hz'" Dmx="117~117" /> <Function ID="39" Name="Output 7000Hz" Display="'Output 7000Hz'" Dmx="118~118" /> <Function ID="40" Name="Output 7500Hz" Display="'Output 7500Hz'" Dmx="119~119" /> <Function ID="41" Name="Output 8000Hz" Display="'Output 8000Hz'" Dmx="120~120" /> <Function ID="42" Name="Output 8500Hz" Display="'Output 8500Hz'" Dmx="121~121" /> <Function ID="43" Name="Output 9000Hz" Display="'Output 9000Hz'" Dmx="122~122" /> <Function ID="44" Name="Output 9500Hz" Display="'Output 9500Hz'" Dmx="123~123" /> <Function ID="45" Name="Output 10000Hz" Display="'Output 10000Hz'" Dmx="124~124" /> <Function ID="46" Name="Output 11000Hz" Display="'Output 11000Hz'" Dmx="125~125" /> <Function ID="47" Name="Output 12000Hz" Display="'Output 12000Hz'" Dmx="126~126" /> <Function ID="48" Name="Output 13000Hz" Display="'Output 13000Hz'" Dmx="127~127" /> <Function ID="49" Name="Output 14000Hz" Display="'Output 14000Hz'" Dmx="128~128" /> <Function ID="50" Name="Output 15000Hz" Display="'Output 15000Hz'" Dmx="129~129" /> <Function ID="51" Name="Output 16000Hz" Display="'Output 16000Hz'" Dmx="130~130" /> <Function ID="52" Name="Output 17000Hz" Display="'Output 17000Hz'" Dmx="131~131" /> <Function ID="53" Name="Output 18000Hz" Display="'Output 18000Hz'" Dmx="132~132" /> <Function ID="54" Name="Output 19000Hz" Display="'Output 19000Hz'" Dmx="133~133" /> <Function ID="55" Name="Output 20000Hz" Display="'Output 20000Hz'" Dmx="134~134" /> <Function ID="56" Name="Boost On" Display="'Boost On'" Dmx="135~144" /> <Function ID="57" Name="Boost Off" Display="'Boost Off'" Dmx="145~154" /> <Function ID="58" Name="Display Standby Off" Display="'Display Standby Off'" Dmx="155~164" /> <Function ID="59" Name="Display Standby On" Display="'Display Standby On'" Dmx="165~174" /> <Function ID="60" Name="No DMX Hold" Display="'No DMX Hold'" Dmx="175~176" /> <Function ID="61" Name="No DMX Blackout" Display="'No DMX Blackout'" Dmx="177~178" /> <Function ID="62" Name="No DMX @100%" Display="'No DMX @100%'" Dmx="179~180" /> <Function ID="63" Name="No DMX @60%" Display="'No DMX @60%'" Dmx="181~182" /> <Function ID="64" Name="No DMX Custom" Display="'No DMX Custom'" Dmx="183~184" /> </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',2700~6000" 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="6000K" Display="'6000K'" Dmx="255~255" Colour="255,255,255" /> </Attribute> </Control> <Mode Name="7 DMX" Channels="7"> <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="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="" 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="Output 5500Hz"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 6000Hz"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 6500Hz"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 7000Hz"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 7500Hz"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 8000Hz"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 8500Hz"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 9000Hz"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 9500Hz"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 10000Hz"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 11000Hz"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 12000Hz"> <Set Channel="Control:47" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 13000Hz"> <Set Channel="Control:48" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 14000Hz"> <Set Channel="Control:49" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 15000Hz"> <Set Channel="Control:50" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 16000Hz"> <Set Channel="Control:51" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 17000Hz"> <Set Channel="Control:52" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 18000Hz"> <Set Channel="Control:53" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 19000Hz"> <Set Channel="Control:54" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output 20000Hz"> <Set Channel="Control:55" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Boost On"> <Set Channel="Control:56" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Boost Off"> <Set Channel="Control:57" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Standby Off"> <Set Channel="Control:58" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Standby On"> <Set Channel="Control:59" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Hold"> <Set Channel="Control:60" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Blackout"> <Set Channel="Control:61" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX @100%"> <Set Channel="Control:62" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX @60%"> <Set Channel="Control:63" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Custom"> <Set Channel="Control:64" 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="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>