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American DJ 7P HEX IP (American DJ_7P HEX IP.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="7P HEX IP" ShortName="7P HEX IP" Company="American DJ"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>f2f8e04d-935e-4b90-bb99-d79ee99f9548</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="baa27750-743c-4185-b32e-cbe3ffff3060" /> <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="131b5280-2669-4be5-8dda-7f77f3285abb" /> <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="a0e2cf97-af20-481b-a71f-b03fd5a3100f" /> <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="fcf519d0-c047-4257-be9a-f0ec101f73fb" /> <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="aa1185c7-8f10-4a2b-a9d1-218183c574b5" /> <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>