View Personality

ColorStage Gladiator Beam 280W (ColorStage_Gladiator Beam 280W.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Gladiator Beam 280W" ShortName="Gladiator" Company="ColorStage" Version="9"> <Copyright Notice="© Avolites Ltd. 2020" /> <Thumbnail>86816cd3-7736-426e-b074-5117d721fc60</Thumbnail> <History Date="17-07-15" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="03-01-20" Author="Nic Morris" Comment="Added Atlabase ID's. Added product thumbnail. Added physical pan/tilt ranges." Version="2" /> <History Date="03-01-20" Author="Nic Morris" Comment="Fixed typo and revised colour function names. Revised colour scroll functions with sound option." Version="3" /> <History Date="03-01-20" Author="Nic Morris" Comment="Added gobo wheel 2 swatches (wheel 1 are outline only and cannot be used)" Version="4" /> <History Date="03-01-20" Author="Nic Morris" Comment="Added gobo wheel 2 palettes." Version="5" /> <History Date="03-01-20" Author="Nic Morris" Comment="Removed invalid palettes that were throwing an exception and preventing preset palettes from working." Version="6" /> <History Date="03-01-20" Author="Nic Morris" Comment="Added split colour palettes (note swatches must be set to R0G0B0 or R255G255B255 to enable text legend)" Version="7" /> <History Date="14-02-20" Author="Nic Morris" Comment="Created from Timpani NOVA300 (identica - no gobo images available - assumed the same and retained for now)" Version="8" /> <History Date="15-02-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="9" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="4ca46632-96f2-43aa-9618-416971050813" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </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="Low Power" Display="'Low Power'" Dmx="20~24" /> <Function ID="3" Name="Lamp On" Display="'Lamp On'" Dmx="130~139" /> <Function ID="4" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" /> <Function ID="5" Name="Reset Other" Display="'Reset Other'" Dmx="160~169" /> <Function ID="6" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> <Function ID="7" Name="Lamp Off" Display="'Lamp Off'" Dmx="230~239" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" Highlight="4" Lowlight="3" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Colour1Func'==1" /> <Condition Name="Split" ID="15,16,17,18,19,20,21,22,23,24,25,26,27,28" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="29,30,31,32,33,34" If="'Colour1Func'==3" /> <Else ID="35" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Deep Red" Display="'Deep Red'" Dmx="9~17" WheelPosition="1" Colour="180,0,0" /> <Function ID="3" Name="Deep Blue" Display="'Deep Blue'" Dmx="18~26" WheelPosition="2" Colour="0,0,180" /> <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="27~35" WheelPosition="3" Colour="255,255,0" /> <Function ID="5" Name="Green" Display="'Green'" Dmx="36~44" WheelPosition="4" Colour="0,255,0" /> <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="45~53" WheelPosition="5" Colour="255,0,255" /> <Function ID="7" Name="Light Blue" Display="'Light Blue'" Dmx="54~62" WheelPosition="6" Colour="0,128,255" /> <Function ID="8" Name="Red" Display="'Red'" Dmx="63~71" WheelPosition="7" Colour="255,0,0" /> <Function ID="9" Name="Deep Green" Display="'Deep Green'" Dmx="72~80" WheelPosition="8" Colour="0,180,0" /> <Function ID="10" Name="Amber" Display="'Amber'" Dmx="81~89" WheelPosition="9" Colour="255,100,0" /> <Function ID="11" Name="Blue" Display="'Blue'" Dmx="90~98" WheelPosition="10" Colour="0,0,255" /> <Function ID="12" Name="Orange" Display="'Orange'" Dmx="99~107" WheelPosition="11" Colour="255,128,0" /> <Function ID="13" Name="CTO" Display="'CTO'" Dmx="108~116" WheelPosition="12" Colour="255,240,200" /> <Function ID="14" Name="Blue" Display="'Blue'" Dmx="117~127" WheelPosition="13" Colour="0,0,255" /> <Function ID="15" Name="Op/ D Rd" Display="'Op/ D Rd'" Dmx="186~189" WheelPosition="0" Colour="0,0,0" /> <Function ID="16" Name="D Rd/ D Blu" Display="'D Rd/ D Blu'" Dmx="181~185" WheelPosition="1" Colour="0,0,0" /> <Function ID="17" Name="D Blu/ Yel" Display="'D Blu/ Yel'" Dmx="177~180" WheelPosition="2" Colour="0,0,0" /> <Function ID="18" Name="Yel/ Grn" Display="'Yel/ Grn'" Dmx="172~176" WheelPosition="3" Colour="0,0,0" /> <Function ID="19" Name="Grn/ Mag" Display="'Grn/ Mag'" Dmx="167~171" WheelPosition="4" Colour="0,0,0" /> <Function ID="20" Name="Mag/ L Blu" Display="'Mag/ L Blu'" Dmx="162~166" WheelPosition="5" Colour="0,0,0" /> <Function ID="21" Name="L Blu/ Rd" Display="'L Blu/ Rd'" Dmx="158~161" WheelPosition="6" Colour="0,0,0" /> <Function ID="22" Name="Rd/ Grn" Display="'Rd/ Grn'" Dmx="153~157" WheelPosition="7" Colour="0,0,0" /> <Function ID="23" Name="Grn/ Amb" Display="'Grn/ Amb'" Dmx="148~152" WheelPosition="8" Colour="0,0,0" /> <Function ID="24" Name="Amb/ Blu" Display="'Amb/ Blu'" Dmx="144~147" WheelPosition="9" Colour="0,0,0" /> <Function ID="25" Name="Blu/ Org" Display="'Blu/ Org'" Dmx="139~143" WheelPosition="10" Colour="0,0,0" /> <Function ID="26" Name="Org/ CTO" Display="'Org/ CTO'" Dmx="135~138" WheelPosition="11" Colour="0,0,0" /> <Function ID="27" Name="CTO/ Blu" Display="'CTO/ Blu'" Dmx="130~134" WheelPosition="12" Colour="0,0,0" /> <Function ID="28" Name="Blu/ Op" Display="'Blu/ Op'" Dmx="128~129" WheelPosition="13" Colour="0,0,0" /> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="30" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~220" Colour="0,0,0" /> <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="32" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="221~250" Colour="0,0,0" /> <Function ID="33" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="34" Name="Sound" Display="'Sound'" Dmx="251~255" Colour="0,0,0" /> <Function ID="35" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Reserved" Name="Reserved" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Reserved1" Name="Reserved" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="15,16,17,18,19,20,21,22,23,24,25,26,27,28" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="29,30" If="'Gobo1Func'==3" /> <Else ID="31" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4f32dbb6-e4fc-40a0-8315-7983a3f99d7c</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="4~9" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="10~15" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="16~21" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="22~27" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="28~33" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="34~39" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="40~45" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="46~51" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="52~57" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="58~63" WheelPosition="10" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="64~69" WheelPosition="11" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="70~75" WheelPosition="12" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="76~87" WheelPosition="13" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="15" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>4f32dbb6-e4fc-40a0-8315-7983a3f99d7c</Swatch> </Function> <Function ID="16" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="88~95" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="17" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="96~103" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="18" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="104~111" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="19" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="112~119" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="20" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="120~127" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="21" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="128~135" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="22" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="136~143" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="23" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="144~151" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="24" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="152~159" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="25" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="160~167" WheelPosition="10" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="26" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="168~175" WheelPosition="11" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="27" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.f%%',0~100" Dmx="176~183" WheelPosition="12" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="28" Name="Gobo 13 Shake" Display="'Gobo 13 Shake %.f%%',0~100" Dmx="184~199" WheelPosition="13" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="30" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="200~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="31" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="11,12,13,14,15,16,17,18,19,20" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Scroll" ID="21,22,23,24" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="25" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4f32dbb6-e4fc-40a0-8315-7983a3f99d7c</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="9~17" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0270d58b-38de-40bb-8272-d914b4558092</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="18~26" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a598b25f-78c9-410e-bb5b-0f3f0c69208b</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="27~35" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a305f8ae-1315-4c8b-a55c-9dcb8adba184</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="36~44" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>5441c082-866f-4c93-86ad-978a59407d33</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="45~53" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>34171fab-3251-4a41-83ed-ab7e1b1d22e4</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="54~62" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8a803d91-a8ed-4b35-97fb-2225e9ea0562</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="63~71" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0d173e2b-690c-433e-8b4c-aaf610bd6382</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="72~80" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>25b181e5-05f4-4103-9e73-6da9f4bd6b29</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="81~89" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>f5d6c4f2-b3a6-4a0e-b34b-436d3a77c0e4</Swatch> </Function> <Function ID="11" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>4f32dbb6-e4fc-40a0-8315-7983a3f99d7c</Swatch> </Function> <Function ID="12" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="90~97" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0270d58b-38de-40bb-8272-d914b4558092</Swatch> </Function> <Function ID="13" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="98~106" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a598b25f-78c9-410e-bb5b-0f3f0c69208b</Swatch> </Function> <Function ID="14" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="107~115" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a305f8ae-1315-4c8b-a55c-9dcb8adba184</Swatch> </Function> <Function ID="15" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="116~124" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>5441c082-866f-4c93-86ad-978a59407d33</Swatch> </Function> <Function ID="16" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="125~133" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>34171fab-3251-4a41-83ed-ab7e1b1d22e4</Swatch> </Function> <Function ID="17" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="134~142" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8a803d91-a8ed-4b35-97fb-2225e9ea0562</Swatch> </Function> <Function ID="18" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="143~151" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0d173e2b-690c-433e-8b4c-aaf610bd6382</Swatch> </Function> <Function ID="19" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="152~160" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>25b181e5-05f4-4103-9e73-6da9f4bd6b29</Swatch> </Function> <Function ID="20" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="161~169" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>f5d6c4f2-b3a6-4a0e-b34b-436d3a77c0e4</Swatch> </Function> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="171~179" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="22" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="180~217" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="171~179" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="24" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="218~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="25" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~127" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="178~203" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="204~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="178~203" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="128~177" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Reserved2" Name="Reserved" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="6 Facet Linear" Display="'6 Facet Linear'" Dmx="20~75" /> <Function ID="3" Name="8 Facet" Display="'8 Facet'" Dmx="76~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="192~193" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="65~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Reserved3" Name="Reserved" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" /> <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="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="143~128" Intensity="0~0" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="144~159" Intensity="0~0" /> </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="Reserved4" Name="Reserved" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> </Control> <Mode Name="Mode 1, 24 DMX" Channels="24"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="ba1d34c3-84ce-4498-9b7c-d9fb09d9e28c" /> <Include> <Attribute ID="Shutter" ChannelOffset="22" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="23" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="7" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="11" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="12" Wheel="18" /> <Attribute ID="Frost" ChannelOffset="16" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="17,18" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="19,20" Wheel="20" /> <Attribute ID="Prism" ChannelOffset="14" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="15" Wheel="24" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Control" ChannelOffset="6" Wheel="28" /> <Attribute ID="Reserved" ChannelOffset="8" Wheel="58" /> <Attribute ID="Reserved1" ChannelOffset="9" Wheel="59" /> <Attribute ID="Reserved2" ChannelOffset="13" Wheel="60" /> <Attribute ID="Reserved3" ChannelOffset="21" Wheel="88" /> <Attribute ID="Reserved4" ChannelOffset="24" Wheel="89" /> </Include> </Mode> <Mode Name="Mode 2, 16 DMX" Channels="16"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="3e94f8d1-d218-42ac-84b3-95b9d0dda572" /> <Include> <Attribute ID="Shutter" ChannelOffset="15" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="16" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="7" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="8" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="9" Wheel="18" /> <Attribute ID="Frost" ChannelOffset="12" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="13" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="14" Wheel="20" /> <Attribute ID="Prism" ChannelOffset="10" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="11" Wheel="24" /> <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" /> <Attribute ID="Control" ChannelOffset="4" Wheel="28" /> <Attribute ID="Reserved" ChannelOffset="6" Wheel="58" /> </Include> </Mode> <Macro> <Macro Name="Lamp On"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset All"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" /> <Palette ID="2" Name="Deep Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Colour1:10,Colour1Func:1" /> <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:4,Colour1Func:1" /> <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="8" Name="Light Blue" Number="6" Page="1" SetControl="Colour1:7,Colour1Func:1" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:7,Colour1Func:1" /> <Palette ID="10" Name="Deep Blue" Number="7" Page="1" SetControl="Colour1:3,Colour1Func:1" /> <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:11,Colour1Func:1" /> <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:6,Colour1Func:1" /> <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:8,Colour1Func:1" /> <Palette ID="14" Name="Magenta" Number="8" Page="1" SetControl="Colour1:6,Colour1Func:1" /> <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:11,Colour1Func:1" /> <Palette ID="16" Name="Op/ D Rd" Legend="Op/D Rd" Number="20" Page="1" SetControl="Colour1:15,Colour1Func:2" /> <Palette ID="17" Name="D Rd/ D Blu" Legend="D Rd/D Blu" Number="21" Page="1" SetControl="Colour1:16,Colour1Func:2" /> <Palette ID="18" Name="D Blu/ Yel" Legend="D Blu/Yel" Number="22" Page="1" SetControl="Colour1:17,Colour1Func:2" /> <Palette ID="19" Name="Yel/ Grn" Legend="Yel/Grn" Number="23" Page="1" SetControl="Colour1:18,Colour1Func:2" /> <Palette ID="20" Name="Grn/ Mag" Legend="Grn/Mag" Number="24" Page="1" SetControl="Colour1:19,Colour1Func:2" /> <Palette ID="21" Name="Mag/ L Blu" Legend="Mag/L Blu" Number="25" Page="1" SetControl="Colour1:20,Colour1Func:2" /> <Palette ID="22" Name="L Blu/ Rd" Legend="L Blu/Rd" Number="26" Page="1" SetControl="Colour1:21,Colour1Func:2" /> <Palette ID="23" Name="Rd/ Grn" Legend="Rd/Grn" Number="27" Page="1" SetControl="Colour1:22,Colour1Func:2" /> <Palette ID="24" Name="Grn/ Amb" Legend="Grn/Amb" Number="28" Page="1" SetControl="Colour1:23,Colour1Func:2" /> <Palette ID="25" Name="Amb/ Blu" Legend="Amb/Blu" Number="29" Page="1" SetControl="Colour1:24,Colour1Func:2" /> <Palette ID="26" Name="Blu/ Org" Legend="Blu/Org" Number="30" Page="1" SetControl="Colour1:25,Colour1Func:2" /> <Palette ID="27" Name="Org/ CTO" Legend="Org/CTO" Number="31" Page="1" SetControl="Colour1:26,Colour1Func:2" /> <Palette ID="28" Name="CTO/ Blu" Legend="CTO/Blu" Number="32" Page="1" SetControl="Colour1:27,Colour1Func:2" /> <Palette ID="29" Name="Blu/ Op" Legend="Blu/Op" Number="33" Page="1" SetControl="Colour1:28,Colour1Func:2" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="15" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="16" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="17" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="18" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="19" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="20" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="21" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="22" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="23" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> </Group> <Group Name="Position"> <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </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> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch id="4f32dbb6-e4fc-40a0-8315-7983a3f99d7c">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</Swatch> <Swatch id="0270d58b-38de-40bb-8272-d914b4558092">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</Swatch> <Swatch id="a598b25f-78c9-410e-bb5b-0f3f0c69208b">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</Swatch> <Swatch id="a305f8ae-1315-4c8b-a55c-9dcb8adba184">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</Swatch> <Swatch id="5441c082-866f-4c93-86ad-978a59407d33">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</Swatch> <Swatch id="34171fab-3251-4a41-83ed-ab7e1b1d22e4">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</Swatch> <Swatch id="8a803d91-a8ed-4b35-97fb-2225e9ea0562">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</Swatch> <Swatch id="0d173e2b-690c-433e-8b4c-aaf610bd6382">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</Swatch> <Swatch id="25b181e5-05f4-4103-9e73-6da9f4bd6b29">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</Swatch> <Swatch id="f5d6c4f2-b3a6-4a0e-b34b-436d3a77c0e4">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</Swatch> <Swatch id="86816cd3-7736-426e-b074-5117d721fc60">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</Swatch> </swatchLibrary> </Fixture>