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Philips SL Nitro 510 (Philips_SL Nitro 510.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="SL Nitro 510" ShortName="SL Nitr510" Company="Philips" Version="4"> <Copyright Notice="© Avolites Ltd. 2022" /> <Thumbnail>94e1c9c4-8d1c-4f58-8051-de922e8b5569</Thumbnail> <History Date="30-04-13" Author="Peter Budd" Comment="Created" Version="1" /> <History Date="24-01-14" Author="Nic Morris" Comment="Added macros. Added cell layout." Version="2" /> <History Date="26-11-16" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" /> <History Date="05-09-22" Author="Nic Morris" Comment="Added product thumbnail. Changed zone mode to use master dimmer with cell dimmers linked to HTP dimmer in the master fixture." Version="4" /> <History Date="05-09-22" Author="Nic Morris" Comment="Changed duration group to intensity to match wheel bank." Version="4" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="e126e186-d878-400e-bfc9-03b22fb85508" /> <Control> <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" Intensity="0~0" /> </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="Ramp Up" Display="'Ramp Up'" Dmx="6~42" /> <Function ID="3" Name="Ramp Down" Display="'Ramp Down'" Dmx="43~85" /> <Function ID="4" Name="Ramp Up/Dwn" Display="'Ramp Up/Dwn'" Dmx="86~128" /> <Function ID="5" Name="Random" Display="'Random'" Dmx="129~171" /> <Function ID="6" Name="Top Row" Display="'Top Row'" Dmx="172~173" /> <Function ID="7" Name="Bottom Row" Display="'Bottom Row'" Dmx="174~175" /> <Function ID="8" Name="Left Zone" Display="'Left Zone'" Dmx="176~178" /> <Function ID="9" Name="Centre Zone" Display="'Centre Zone'" Dmx="179~180" /> <Function ID="10" Name="Right Zone" Display="'Right Zone'" Dmx="181~182" /> <Function ID="11" Name="Checker A" Display="'Checker A'" Dmx="183~184" /> <Function ID="12" Name="Checker B" Display="'Checker B'" Dmx="185~186" /> <Function ID="13" Name="Random Zone" Display="'Random Zone'" Dmx="187~214" /> <Function ID="14" Name="Spin CW" Display="'Spin CW'" Dmx="215~235" /> <Function ID="15" Name="Spin CCW" Display="'Spin CCW'" Dmx="236~255" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" /> <Function ID="2" Name="Linear Curve" Display="'Linear Curve'" Dmx="30~34" /> <Function ID="3" Name="Square Curve" Display="'Square Curve'" Dmx="35~39" /> <Function ID="4" Name="S-Curve" Display="'S-Curve'" Dmx="40~44" /> <Function ID="5" Name="PL Curve" Display="'PL Curve'" Dmx="45~79" /> <Function ID="6" Name="Fan Auto" Display="'Fan Auto'" Dmx="80~84" /> <Function ID="7" Name="Fan Off" Display="'Fan Off'" Dmx="85~99" /> <Function ID="8" Name="Combined Zone" Display="'Combined Zone'" Dmx="100~105" /> <Function ID="9" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Duration" Name="Duration" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Duration (ms)" Display="'%.f',0~8364" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter Rate" 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="6~255" Intensity="0~0" /> </Attribute> <Attribute ID="Dimmer2" Name="Intensity 1" 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="Duration2" Name="Duration 1" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Duration (ms)" Display="'Duration (ms) %.f',0~8364" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter2" Name="Shutter Rate 1" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~5" Intensity="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="6~255" Intensity="0~0" /> </Attribute> <Attribute ID="Dimmer3" Name="Intensity 2" 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="Duration3" Name="Duration 2" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Duration (ms)" Display="'Duration (ms) %.f',0~8364" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter3" Name="Shutter Rate 2" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~5" Intensity="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="6~255" Intensity="0~0" /> </Attribute> <Attribute ID="Dimmer4" Name="Intensity 3" 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="Duration4" Name="Duration 3" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Duration (ms)" Display="'Duration (ms) %.f',0~8364" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter4" Name="Shutter Rate 3" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~5" Intensity="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="6~255" Intensity="0~0" /> </Attribute> <Attribute ID="Dimmer5" Name="Intensity 4" 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="Duration5" Name="Duration 4" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Duration (ms)" Display="'Duration (ms) %.f',0~8364" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter5" Name="Shutter Rate 4" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~5" Intensity="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="6~255" Intensity="0~0" /> </Attribute> <Attribute ID="Dimmer6" Name="Intensity 5" 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="Duration6" Name="Duration 5" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Duration (ms)" Display="'Duration (ms) %.f',0~8364" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter6" Name="Shutter Rate 5" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~5" Intensity="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="6~255" Intensity="0~0" /> </Attribute> <Attribute ID="Dimmer7" Name="Intensity 6" 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="Duration7" Name="Duration 6" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Duration (ms)" Display="'Duration (ms) %.f',0~8364" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter7" Name="Shutter Rate 6" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~5" Intensity="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="6~255" Intensity="0~0" /> </Attribute> <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> </Control> <Mode Name="1 DMX, 8bit" Channels="1"> <Import PearlRef="PH_SLN510_1" 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="765d2f25-acd0-4f98-ac4d-2ac70b878318" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> </Include> </Mode> <Mode Name="3 DMX, 8bit" Channels="3"> <Import PearlRef="PH_SLN510_3" 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="04cc8a85-9f49-465a-9e1b-a3996c62f7dc" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Duration" ChannelOffset="2" Wheel="6" /> <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" /> </Include> </Mode> <Mode Name="4 DMX, 8bit" Channels="4"> <Import PearlRef="PH_SLN510_4" 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="3eef24bd-c747-470d-ad39-f5eb1bc675b6" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Duration" ChannelOffset="2" Wheel="6" /> <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" /> <Attribute ID="Effect" ChannelOffset="4" Wheel="23" /> </Include> </Mode> <Mode Name="6 DMX, 16bit" Channels="6"> <Import PearlRef="PH_SLN510_6" 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="51dab767-68b6-4f13-98e4-4907e0cf7d7f" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" /> <Attribute ID="Effect" ChannelOffset="3" Wheel="23" /> <Attribute ID="Control" ChannelOffset="4" Wheel="28" /> <Attribute ID="Duration" ChannelOffset="5" Wheel="6" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" /> </Include> </Mode> <Mode Name="Zone, 22 DMX" Channels="22"> <Import PearlRef="PH_SLN51022" 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="faa3bec8-8f45-432d-a7bc-605af778b38d" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" /> <Attribute ID="Dimmer2" ChannelOffset="5" Wheel="4" /> <Attribute ID="Shutter2" ChannelOffset="7" Wheel="5" /> <Attribute ID="Dimmer3" ChannelOffset="8" Wheel="34" /> <Attribute ID="Shutter3" ChannelOffset="10" Wheel="35" /> <Attribute ID="Dimmer4" ChannelOffset="11" Wheel="64" /> <Attribute ID="Shutter4" ChannelOffset="13" Wheel="65" /> <Attribute ID="Dimmer5" ChannelOffset="14" Wheel="94" /> <Attribute ID="Shutter5" ChannelOffset="16" Wheel="95" /> <Attribute ID="Dimmer6" ChannelOffset="17" Wheel="124" /> <Attribute ID="Shutter6" ChannelOffset="19" Wheel="125" /> <Attribute ID="Dimmer7" ChannelOffset="20" Wheel="154" /> <Attribute ID="Shutter7" ChannelOffset="22" Wheel="155" /> <Attribute ID="Effect" ChannelOffset="3" Wheel="23" /> <Attribute ID="Control" ChannelOffset="4" Wheel="28" /> <Attribute ID="Duration2" ChannelOffset="6" Wheel="6" /> <Attribute ID="Duration3" ChannelOffset="9" Wheel="36" /> <Attribute ID="Duration4" ChannelOffset="12" Wheel="66" /> <Attribute ID="Duration5" ChannelOffset="15" Wheel="96" /> <Attribute ID="Duration6" ChannelOffset="18" Wheel="126" /> <Attribute ID="Duration7" ChannelOffset="21" Wheel="156" /> </Include> <Cells> <Master> <Attribute ID="Shutter" Wheel="5" /> <Attribute ID="Duration" Wheel="6" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Effect" ChannelOffset="3" Wheel="23" /> <Attribute ID="Control" ChannelOffset="4" Wheel="28" /> <Attribute ID="Master_Dimmer" ChannelOffset="1,2" Wheel="4" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="3 DMX, 8bit" X="0" Y="0"> <AttributeLink SourceId="Duration" TargetId="Duration" /> <AttributeLink SourceId="Shutter" TargetId="Shutter" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="8" ModeLink="3 DMX, 8bit" X="1" Y="0"> <AttributeLink SourceId="Duration" TargetId="Duration" /> <AttributeLink SourceId="Shutter" TargetId="Shutter" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="11" ModeLink="3 DMX, 8bit" X="2" Y="0"> <AttributeLink SourceId="Duration" TargetId="Duration" /> <AttributeLink SourceId="Shutter" TargetId="Shutter" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="14" ModeLink="3 DMX, 8bit" X="0" Y="1"> <AttributeLink SourceId="Duration" TargetId="Duration" /> <AttributeLink SourceId="Shutter" TargetId="Shutter" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="Cell 5" ChannelOffset="17" ModeLink="3 DMX, 8bit" X="1" Y="1"> <AttributeLink SourceId="Duration" TargetId="Duration" /> <AttributeLink SourceId="Shutter" TargetId="Shutter" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell6" Name="Cell 6" ChannelOffset="20" ModeLink="3 DMX, 8bit" X="2" Y="1"> <AttributeLink SourceId="Duration" TargetId="Duration" /> <AttributeLink SourceId="Shutter" TargetId="Shutter" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Macro> <Macro Name="Linear Curve"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Square Curve"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="S-Curve"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PL Curve"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Off"> <Set Channel="Control:7" 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: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 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</Swatch> </swatchLibrary> </Fixture>