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American DJ 18P HEX IP (American DJ_18P HEX IP.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="18P HEX IP" ShortName="18P HEX IP" Company="American DJ"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>3031ca5d-a105-4f23-bd0a-626a1c8cba1a</Thumbnail> <History Date="03-04-15" Author="Nic Morris" Comment="Created" /> <History Date="03-07-15" Author="Nic Morris" Comment="Fixed shutter in response to customer bug report." /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" /> <History Date="08-02-19" Author="Nic Morris" Comment="Created from American DJ 12P Hex" /> <History Date="19-04-19" Author="Nic Morris" Comment="Created from American DJ 12P Hex IP" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="2673ea80-031a-46c4-93e6-98fc5c6671c1" /> <Control> <Attribute ID="Red" Name="Red" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" /> </Attribute> <Attribute ID="Green" Name="Green" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" /> </Attribute> <Attribute ID="Blue" Name="Blue" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" /> <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" /> </Attribute> <Attribute ID="White" Name="White" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Amber" Name="Amber" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" /> </Attribute> <Attribute ID="UV" Name="UV" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" /> </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" Intensity="0~0" /> </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="64~95" Intensity="0~0" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" Intensity="0~0" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" Intensity="0~0" /> </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" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="1~4" WheelPosition="1" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="5~8" WheelPosition="2" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="9~12" WheelPosition="3" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="13~16" WheelPosition="4" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="17~20" WheelPosition="5" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="21~24" WheelPosition="6" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="25~28" WheelPosition="7" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="29~32" WheelPosition="8" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="33~36" WheelPosition="9" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="37~40" WheelPosition="10" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="41~44" WheelPosition="11" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="45~48" WheelPosition="12" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="49~52" WheelPosition="13" Colour="0,0,0" /> <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="53~56" WheelPosition="14" Colour="0,0,0" /> <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="57~60" WheelPosition="15" Colour="0,0,0" /> <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="61~64" WheelPosition="16" Colour="0,0,0" /> <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="65~68" WheelPosition="17" Colour="0,0,0" /> <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="69~72" WheelPosition="18" Colour="0,0,0" /> <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="73~76" WheelPosition="19" Colour="0,0,0" /> <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="77~80" WheelPosition="20" Colour="0,0,0" /> <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="81~84" WheelPosition="21" Colour="0,0,0" /> <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="85~88" WheelPosition="22" Colour="0,0,0" /> <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="89~92" WheelPosition="23" Colour="0,0,0" /> <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="93~96" WheelPosition="24" Colour="0,0,0" /> <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="97~100" WheelPosition="25" Colour="0,0,0" /> <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="101~104" WheelPosition="26" Colour="0,0,0" /> <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="105~108" WheelPosition="27" Colour="0,0,0" /> <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="109~112" WheelPosition="28" Colour="0,0,0" /> <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="113~116" WheelPosition="29" Colour="0,0,0" /> <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="117~120" WheelPosition="30" Colour="0,0,0" /> <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="121~124" WheelPosition="31" Colour="0,0,0" /> <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="125~128" WheelPosition="32" Colour="0,0,0" /> <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="129~132" WheelPosition="33" Colour="0,0,0" /> <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="133~136" WheelPosition="34" Colour="0,0,0" /> <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="137~140" WheelPosition="35" Colour="0,0,0" /> <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="141~144" WheelPosition="36" Colour="0,0,0" /> <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="145~148" WheelPosition="37" Colour="0,0,0" /> <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="149~152" WheelPosition="38" Colour="0,0,0" /> <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="153~156" WheelPosition="39" Colour="0,0,0" /> <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="157~160" WheelPosition="40" Colour="0,0,0" /> <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="161~164" WheelPosition="41" Colour="0,0,0" /> <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="165~168" WheelPosition="42" Colour="0,0,0" /> <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="169~172" WheelPosition="43" Colour="0,0,0" /> <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="173~176" WheelPosition="44" Colour="0,0,0" /> <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="177~180" WheelPosition="45" Colour="0,0,0" /> <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="181~184" WheelPosition="46" Colour="0,0,0" /> <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="185~188" WheelPosition="47" Colour="0,0,0" /> <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="189~192" WheelPosition="48" Colour="0,0,0" /> <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="193~196" WheelPosition="49" Colour="0,0,0" /> <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="197~200" WheelPosition="50" Colour="0,0,0" /> <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="201~204" WheelPosition="51" Colour="0,0,0" /> <Function ID="53" Name="Colour 52" Display="'Colour 52'" Dmx="205~208" WheelPosition="52" Colour="0,0,0" /> <Function ID="54" Name="Colour 53" Display="'Colour 53'" Dmx="209~212" WheelPosition="53" Colour="0,0,0" /> <Function ID="55" Name="Colour 54" Display="'Colour 54'" Dmx="213~216" WheelPosition="54" Colour="0,0,0" /> <Function ID="56" Name="Colour 55" Display="'Colour 55'" Dmx="217~220" WheelPosition="55" Colour="0,0,0" /> <Function ID="57" Name="Colour 56" Display="'Colour 56'" Dmx="221~224" WheelPosition="56" Colour="0,0,0" /> <Function ID="58" Name="Colour 57" Display="'Colour 57'" Dmx="225~228" WheelPosition="57" Colour="0,0,0" /> <Function ID="59" Name="Colour 58" Display="'Colour 58'" Dmx="229~232" WheelPosition="58" Colour="0,0,0" /> <Function ID="60" Name="Colour 59" Display="'Colour 59'" Dmx="233~236" WheelPosition="59" Colour="0,0,0" /> <Function ID="61" Name="Colour 60" Display="'Colour 60'" Dmx="237~240" WheelPosition="60" Colour="0,0,0" /> <Function ID="62" Name="Colour 61" Display="'Colour 61'" Dmx="241~244" WheelPosition="61" Colour="0,0,0" /> <Function ID="63" Name="Colour 62" Display="'Colour 62'" Dmx="245~248" WheelPosition="62" Colour="0,0,0" /> <Function ID="64" Name="Colour 63" Display="'Colour 63'" Dmx="249~252" WheelPosition="63" Colour="0,0,0" /> <Function ID="65" Name="Colour 64" Display="'Colour 64'" Dmx="253~255" WheelPosition="64" Colour="0,0,0" /> </Attribute> <Attribute ID="Auto" Name="Auto" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Program 1" Display="'Program 1'" Dmx="20~39" /> <Function ID="3" Name="Program 2" Display="'Program 2'" Dmx="40~59" /> <Function ID="4" Name="Program 3" Display="'Program 3'" Dmx="60~79" /> <Function ID="5" Name="Program 4" Display="'Program 4'" Dmx="80~99" /> <Function ID="6" Name="Program 5" Display="'Program 5'" Dmx="100~119" /> <Function ID="7" Name="Program 6" Display="'Program 6'" Dmx="120~139" /> <Function ID="8" Name="Program 7" Display="'Program 7'" Dmx="140~159" /> <Function ID="9" Name="Program 8" Display="'Program 8'" Dmx="160~179" /> <Function ID="10" Name="Program 9" Display="'Program 9'" Dmx="180~199" /> <Function ID="11" Name="Program 10" Display="'Program 10'" Dmx="200~219" /> <Function ID="12" Name="Program 11" Display="'Program 11'" Dmx="220~239" /> <Function ID="13" Name="Program 12" Display="'Program 12'" Dmx="240~255" /> </Attribute> <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" /> <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" /> <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" /> <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" /> <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" /> <Function ID="6" Name="Default" Display="'Default'" Dmx="101~255" /> </Attribute> <Attribute ID="Auto_Fade" Name="Auto Fade" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Fade" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> </Control> <Mode Name="6 DMX" Channels="6"> <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="f2f57e35-a154-47be-98d1-ce8073b34eb8" /> <Include> <Attribute ID="Dimmer" Wheel="1" /> <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="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" /> </Include> </Mode> <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="a2a1cb65-3670-40a9-87b2-258713b3c688" /> <Include> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" /> <Attribute ID="Amber" ChannelOffset="5" Wheel="41" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" /> </Include> </Mode> <Mode Name="8 DMX" Channels="8"> <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="2b11f204-664b-4734-8556-a0902351e4ef" /> <Include> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" /> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" /> <Attribute ID="Amber" ChannelOffset="5" Wheel="41" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" /> </Include> </Mode> <Mode Name="13 DMX" Channels="13"> <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="566bfb5b-c2cb-4be2-a834-f2eaed20371d" /> <Include> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" /> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" /> <Attribute ID="Amber" ChannelOffset="5" Wheel="41" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" /> <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" /> <Attribute ID="Auto" ChannelOffset="10" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="11" Wheel="23" /> <Attribute ID="Dim_Mode" ChannelOffset="13" Wheel="25" /> <Attribute ID="Auto_Fade" ChannelOffset="12" Wheel="24" /> </Include> </Mode> <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 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>