View Personality

Lanta Lighting Aurora 12x12 Hex (Lanta Lighting_Aurora 12x12 Hex.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Aurora 12x12 Hex" ShortName="12x12 Hex" Company="Lanta Lighting" Version="2"> <Copyright Notice="© Avolites Ltd. 2021" /> <Thumbnail>d6ce6879-fb24-4b65-be05-96bb33f6a7ed</Thumbnail> <History Date="28-03-15" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="03-07-21" Author="Nic Morris" Comment="Added product thumbnail. Added Atlabase IDs (used V2 - according to available information v1 and v2 are identical in every way)" Version="2" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="230ae6c9-4a29-4dfe-b41a-24a979d4d7d7" /> <Control> <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="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="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="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="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="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~255" 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" Colour="255,255,255" /> <Function ID="2" Name="R" Display="'R'" Dmx="16~18" Colour="255,255,255" /> <Function ID="3" Name="G" Display="'G'" Dmx="19~21" Colour="255,255,255" /> <Function ID="4" Name="B" Display="'B'" Dmx="22~24" Colour="255,255,255" /> <Function ID="5" Name="A" Display="'A'" Dmx="25~27" Colour="255,255,255" /> <Function ID="6" Name="W" Display="'W'" Dmx="28~30" Colour="255,255,255" /> <Function ID="7" Name="UV" Display="'UV'" Dmx="31~33" Colour="255,255,255" /> <Function ID="8" Name="R/G" Display="'R/G'" Dmx="34~36" Colour="255,255,255" /> <Function ID="9" Name="R/B" Display="'R/B'" Dmx="37~39" Colour="255,255,255" /> <Function ID="10" Name="R/A" Display="'R/A'" Dmx="40~42" Colour="255,255,255" /> <Function ID="11" Name="R/W" Display="'R/W'" Dmx="43~45" Colour="255,255,255" /> <Function ID="12" Name="R/UV" Display="'R/UV'" Dmx="46~48" Colour="255,255,255" /> <Function ID="13" Name="G/B" Display="'G/B'" Dmx="49~51" Colour="255,255,255" /> <Function ID="14" Name="G/A" Display="'G/A'" Dmx="52~54" Colour="255,255,255" /> <Function ID="15" Name="G/W" Display="'G/W'" Dmx="55~57" Colour="255,255,255" /> <Function ID="16" Name="G/UV" Display="'G/UV'" Dmx="58~60" Colour="255,255,255" /> <Function ID="17" Name="B/A" Display="'B/A'" Dmx="61~63" Colour="255,255,255" /> <Function ID="18" Name="B/W" Display="'B/W'" Dmx="64~66" Colour="255,255,255" /> <Function ID="19" Name="B/UV" Display="'B/UV'" Dmx="67~69" Colour="255,255,255" /> <Function ID="20" Name="A/W" Display="'A/W'" Dmx="70~72" Colour="255,255,255" /> <Function ID="21" Name="A/UV" Display="'A/UV'" Dmx="73~75" Colour="255,255,255" /> <Function ID="22" Name="W/UV" Display="'W/UV'" Dmx="76~78" Colour="255,255,255" /> <Function ID="23" Name="R/G/B" Display="'R/G/B'" Dmx="79~81" Colour="255,255,255" /> <Function ID="24" Name="R/G/A" Display="'R/G/A'" Dmx="82~84" Colour="255,255,255" /> <Function ID="25" Name="R/G/W" Display="'R/G/W'" Dmx="85~87" Colour="255,255,255" /> <Function ID="26" Name="R/G/UV" Display="'R/G/UV'" Dmx="88~90" Colour="255,255,255" /> <Function ID="27" Name="R/B/A" Display="'R/B/A'" Dmx="91~93" Colour="255,255,255" /> <Function ID="28" Name="R/B/W" Display="'R/B/W'" Dmx="94~96" Colour="255,255,255" /> <Function ID="29" Name="R/B/UV" Display="'R/B/UV'" Dmx="97~99" Colour="255,255,255" /> <Function ID="30" Name="R/A/W" Display="'R/A/W'" Dmx="100~102" Colour="255,255,255" /> <Function ID="31" Name="R/A/UV" Display="'R/A/UV'" Dmx="103~105" Colour="255,255,255" /> <Function ID="32" Name="R/W/UV" Display="'R/W/UV'" Dmx="106~108" Colour="255,255,255" /> <Function ID="33" Name="G/B/A" Display="'G/B/A'" Dmx="109~111" Colour="255,255,255" /> <Function ID="34" Name="G/B/W" Display="'G/B/W'" Dmx="112~114" Colour="255,255,255" /> <Function ID="35" Name="G/B/UV" Display="'G/B/UV'" Dmx="115~117" Colour="255,255,255" /> <Function ID="36" Name="G/A/W" Display="'G/A/W'" Dmx="118~120" Colour="255,255,255" /> <Function ID="37" Name="G/A/UV" Display="'G/A/UV'" Dmx="121~123" Colour="255,255,255" /> <Function ID="38" Name="G/W/UV" Display="'G/W/UV'" Dmx="124~126" Colour="255,255,255" /> <Function ID="39" Name="B/A/W" Display="'B/A/W'" Dmx="127~129" Colour="255,255,255" /> <Function ID="40" Name="B/A/UV" Display="'B/A/UV'" Dmx="130~132" Colour="255,255,255" /> <Function ID="41" Name="B/W/UV" Display="'B/W/UV'" Dmx="133~135" Colour="255,255,255" /> <Function ID="42" Name="A/W/UV" Display="'A/W/UV'" Dmx="136~138" Colour="255,255,255" /> <Function ID="43" Name="R/G/B/A" Display="'R/G/B/A'" Dmx="139~141" Colour="255,255,255" /> <Function ID="44" Name="R/G/B/W" Display="'R/G/B/W'" Dmx="142~144" Colour="255,255,255" /> <Function ID="45" Name="R/G/B/UV" Display="'R/G/B/UV'" Dmx="145~147" Colour="255,255,255" /> <Function ID="46" Name="R/G/A/W" Display="'R/G/A/W'" Dmx="148~150" Colour="255,255,255" /> <Function ID="47" Name="R/G/A/UV" Display="'R/G/A/UV'" Dmx="151~153" Colour="255,255,255" /> <Function ID="48" Name="R/G/W/UV" Display="'R/G/W/UV'" Dmx="154~156" Colour="255,255,255" /> <Function ID="49" Name="R/G/A/W" Display="'R/G/A/W'" Dmx="157~159" Colour="255,255,255" /> <Function ID="50" Name="R/B/A/UV" Display="'R/B/A/UV'" Dmx="160~162" Colour="255,255,255" /> <Function ID="51" Name="R/G/W/UV" Display="'R/G/W/UV'" Dmx="163~165" Colour="255,255,255" /> <Function ID="52" Name="R/A/W/UV" Display="'R/A/W/UV'" Dmx="166~168" Colour="255,255,255" /> <Function ID="53" Name="G/B/A/W" Display="'G/B/A/W'" Dmx="169~171" Colour="255,255,255" /> <Function ID="54" Name="G/B/A/UV" Display="'G/B/A/UV'" Dmx="172~174" Colour="255,255,255" /> <Function ID="55" Name="G/B/W/UV" Display="'G/B/W/UV'" Dmx="175~177" Colour="255,255,255" /> <Function ID="56" Name="G/A/W/UV" Display="'G/A/W/UV'" Dmx="178~180" Colour="255,255,255" /> <Function ID="57" Name="B/A/W/UV" Display="'B/A/W/UV'" Dmx="181~183" Colour="255,255,255" /> <Function ID="58" Name="R/G/B/A/W" Display="'R/G/B/A/W'" Dmx="184~186" Colour="255,255,255" /> <Function ID="59" Name="R/G/B/A/UV" Display="'R/G/B/A/UV'" Dmx="187~189" Colour="255,255,255" /> <Function ID="60" Name="R/G/B/W/UV" Display="'R/G/B/W/UV'" Dmx="190~192" Colour="255,255,255" /> <Function ID="61" Name="R/G/A/W/UV" Display="'R/G/A/W/UV'" Dmx="193~195" Colour="255,255,255" /> <Function ID="62" Name="R/B/A/W/UV" Display="'R/B/A/W/UV'" Dmx="196~198" Colour="255,255,255" /> <Function ID="63" Name="G/B/A/W/UV" Display="'G/B/A/W/UV'" Dmx="199~201" Colour="255,255,255" /> <Function ID="64" Name="R/G/B/A/W/UV" Display="'R/G/B/A/W/UV'" Dmx="202~204" Colour="255,255,255" /> <Function ID="65" Name="Auto" Display="'Auto'" Dmx="205~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Effect" Name="Effect" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Col Jump" Display="'Col Jump %.1f%%',0.0~100.0" Dmx="16~255" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Dim 0-4" Display="'Dim 0-4'" Dmx="0~0" /> <Function ID="2" Name="Dim 0" Display="'Dim 0'" Dmx="6~55" /> <Function ID="3" Name="Dim 1" Display="'Dim 1'" Dmx="56~105" /> <Function ID="4" Name="Dim 2" Display="'Dim 2'" Dmx="106~155" /> <Function ID="5" Name="Dim 3" Display="'Dim 3'" Dmx="156~205" /> <Function ID="6" Name="Dim 4" Display="'Dim 4'" Dmx="206~255" /> </Attribute> </Control> <Mode Name="6 DMX" Channels="6"> <Import PearlRef="LHA12HX1" 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="87438e47-2aa5-4741-8939-91bdc3b2cccf" /> <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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="White" 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="LHA12HX2" 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="1fd06238-9fdd-495a-93ed-4febcf57967a" /> <Include> <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" /> <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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="White" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" /> </Include> </Mode> <Mode Name="8 DMX" Channels="8"> <Import PearlRef="LHA12HX3" 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="5b766777-5475-4e7d-a5e4-bdf16cbcf1d9" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" /> <Attribute ID="Red" ChannelOffset="2" Wheel="10" /> <Attribute ID="Green" ChannelOffset="3" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="4" Wheel="12" /> <Attribute ID="Amber" ChannelOffset="5" Wheel="40" /> <Attribute ID="White" ChannelOffset="6" Wheel="41" /> <Attribute ID="UV" ChannelOffset="7" Wheel="42" /> </Include> </Mode> <Mode Name="11 DMX" Channels="11"> <Import PearlRef="LHA12HX4" 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="60e91a18-8fdb-440a-bcfa-e6241b357d79" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" /> <Attribute ID="Red" ChannelOffset="2" Wheel="10" /> <Attribute ID="Green" ChannelOffset="3" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="4" Wheel="12" /> <Attribute ID="Amber" ChannelOffset="5" Wheel="40" /> <Attribute ID="White" ChannelOffset="6" Wheel="41" /> <Attribute ID="UV" ChannelOffset="7" Wheel="42" /> <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" /> <Attribute ID="Effect" ChannelOffset="10" Wheel="22" /> <Attribute ID="Control" ChannelOffset="11" Wheel="28" /> </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:1" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" /> </Group> </Palettes> <swatchLibrary> <Swatch id="d6ce6879-fb24-4b65-be05-96bb33f6a7ed">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</Swatch> </swatchLibrary> </Fixture>