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Martin Mac Viper AirFX-Quadray (Martin_Mac Viper AirFX-Quadray.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Mac Viper AirFX-Quadray" ShortName="MV AirFXQd" Company="Martin"> <Copyright Notice="© Avolites Ltd. 2018" /> <Thumbnail>8fd48527-32ae-41a8-899c-2c6d0bc93ee4</Thumbnail> <History Date="18-07-12" Author="Peter Budd" Comment="Created" /> <History Date="02-08-12" Author="Peter Budd" Comment="Updated to spec" /> <History Date="19-11-12" Author="Peter Budd" Comment="Edited corrected Gobo 2 Func" /> <History Date="19-11-12" Author="Peter Budd" Comment="Edited corrected iris locate to 0%" /> <History Date="28-01-13" Author="Peter Budd" Comment="Corrected Gobo function channels." /> <History Date="16-04-13" Author="Peter Budd" Comment="Created from Mac Viper Profile" /> <History Date="19-04-13" Author="RDM Sync Tool" Comment="Added RDM Manufacturer information." /> <History Date="21-05-13" Author="Peter Budd" Comment="Created from the Martin Mac Viper AirFX" /> <History Date="03-04-14" Author="Gregory Haynes" Comment="Moved Zoom channel from 24 to 14 in Basic mode." /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" /> <History Date="08-11-17" Author="Nic Morris" Comment="Inverted zoom" /> <History Date="07-01-18" Author="Nic Morris" Comment="Added product thumbnail" /> <History Date="07-01-18" Author="Nic Morris" Comment="Added gobo swatches. Added physical pan/tilt ranges." /> <History Date="07-01-18" Author="Nic Morris" Comment="Changed index ranges to ensure full field control. Added colour function index. Revised gobo 2 function index." /> <History Date="07-01-18" Author="Nic Morris" Comment="Removed Gobo2Rot from Gobo2Func update (doesn't exist)" /> <History Date="07-01-18" Author="Nic Morris" Comment="Increased wheel resolution. Fixed 16bit ranges and raw display range." /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="a66076e1-a1eb-4f6c-94dd-09d62e431d94" /> <Control> <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="20~49" Intensity="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="50~200" Intensity="0~0" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="211~255" Intensity="0~0" /> </Attribute> <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="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" /> <Condition Name="Index" ID="9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="27,28,29,30" If="'Colour1Func'==3" /> <Condition Name="Random" ID="31,32,33,34" If="'Colour1Func'==4" /> <Else ID="35" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Blue 101 SP" Display="'Blue 101 SP'" Dmx="121~125" WheelPosition="2" Colour="0,0,255" /> <Function ID="3" Name="Green 203 SP" Display="'Green 203 SP'" Dmx="126~130" WheelPosition="4" Colour="0,255,0" /> <Function ID="4" Name="Orange 311 SP" Display="'Orange 311 SP'" Dmx="131~135" WheelPosition="6" Colour="255,128,0" /> <Function ID="5" Name="Half Minus Green SP" Display="'Half Minus Green SP'" Dmx="136~140" WheelPosition="8" Colour="255,128,255" /> <Function ID="6" Name="Magenta 522 SP" Display="'Magenta 522 SP'" Dmx="141~145" WheelPosition="10" Colour="255,0,255" /> <Function ID="7" Name="Congo SP" Display="'Congo SP'" Dmx="146~150" WheelPosition="12" Colour="0,0,128" /> <Function ID="8" Name="Red 310 SP" Display="'Red 310 SP'" Dmx="151~155" WheelPosition="14" Colour="255,0,0" /> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="10" Name="Op - Blu" Display="'Op - Blu %.f%%',0~100" Dmx="0~15" WheelPosition="1" Colour="255,255,255" /> <Function ID="11" Name="Blue" Display="'Blue'" Dmx="15~15" WheelPosition="2" Colour="0,0,255" /> <Function ID="12" Name="Blu - Grn" Display="'Blu - Grn %.f%%',0~100" Dmx="15~30" WheelPosition="3" Colour="0,0,255" /> <Function ID="13" Name="Green" Display="'Green'" Dmx="30~30" WheelPosition="4" Colour="0,255,0" /> <Function ID="14" Name="Grn - Org" Display="'Grn - Org %.f%%',0~100" Dmx="30~45" WheelPosition="5" Colour="0,255,0" /> <Function ID="15" Name="Orange" Display="'Orange'" Dmx="45~45" WheelPosition="6" Colour="0,128,0" /> <Function ID="16" Name="Org - HM Grn" Display="'Org - HM Grn %.f%%',0~100" Dmx="45~60" WheelPosition="7" Colour="0,128,0" /> <Function ID="17" Name="Half - Green" Display="'Half - Green'" Dmx="60~60" WheelPosition="8" Colour="255,128,255" /> <Function ID="18" Name="HM Grn - Mag" Display="'HM Grn - Mag %.f%%',0~100" Dmx="60~75" WheelPosition="9" Colour="255,128,255" /> <Function ID="19" Name="Magenta" Display="'Magenta'" Dmx="75~75" WheelPosition="10" Colour="255,0,255" /> <Function ID="20" Name="Mag - Cgo" Display="'Mag - Cgo %.f%%',0~100" Dmx="75~90" WheelPosition="11" Colour="255,0,255" /> <Function ID="21" Name="Congo" Display="'Congo'" Dmx="90~90" WheelPosition="12" Colour="0,0,128" /> <Function ID="22" Name="Cgo - Rd" Display="'Cgo - Rd %.f%%',0~100" Dmx="90~105" WheelPosition="13" Colour="0,0,128" /> <Function ID="23" Name="Red" Display="'Red'" Dmx="105~105" WheelPosition="14" Colour="255,0,0" /> <Function ID="24" Name="Rd - Op" Display="'Rd - Op %.f%%',0~100" Dmx="105~120" WheelPosition="15" Colour="255,0,0" /> <Function ID="25" Name="Open" Display="'Open'" Dmx="120~120" WheelPosition="16" Colour="255,255,255" /> <Function ID="26" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~120" Colour="0,0,0" /> <Function ID="27" Name="No Scroll" Display="'No Scroll'" Dmx="201~203" Colour="255,255,255" /> <Function ID="28" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="161~200" Colour="0,0,0" /> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="201~203" Colour="255,255,255" /> <Function ID="30" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="204~243" Colour="0,0,0" /> <Function ID="31" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="32" Name="Rand Slow" Display="'Rand Slow'" Dmx="252~255" Colour="0,0,0" /> <Function ID="33" Name="Rand Med" Display="'Rand Med'" Dmx="248~251" Colour="0,0,0" /> <Function ID="34" Name="Rand Fast" Display="'Rand Fast'" Dmx="244~247" 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="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" 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="Random" Display="'Random'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed Index" ID="1,2,3,4,5,6" If="'Gobo1Func'==1" /> <Condition Name="Fixed Spin" ID="7,8,9,10,11,12" If="'Gobo1Func'==2" /> <Condition Name="Shake Index" ID="13,14,15,16,17,18" If="'Gobo1Func'==3" /> <Condition Name="Scroll" ID="19,20,21,22" If="'Gobo1Func'==4" /> <Else ID="23" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4f27dc95-3424-4655-9d4f-8437f69f96ee</Swatch> </Function> <Function ID="2" Name="1 (Split S)" Display="'1 (Split S)'" Dmx="10~14" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ac2ac751-b710-422a-b487-f66e665896c0</Swatch> </Function> <Function ID="3" Name="2 (Jaws)" Display="'2 (Jaws)'" Dmx="15~19" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3fece3c2-d43b-4c91-9996-249c3b7ab57f</Swatch> </Function> <Function ID="4" Name="3 (Organic Moments)" Display="'3 (Organic Moments)'" Dmx="20~24" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>37253fb6-e32d-4121-a037-db9a100b3cdc</Swatch> </Function> <Function ID="5" Name="4 (Munch Ball)" Display="'4 (Munch Ball)'" Dmx="25~29" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c334e95f-945d-43c3-aaa7-3eb7789e2adf</Swatch> </Function> <Function ID="6" Name="5 (Wave Away)" Display="'5 (Wave Away)'" Dmx="30~34" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>bfd76654-7b77-45d4-9b0e-0d16f890b57b</Swatch> </Function> <Function ID="7" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4f27dc95-3424-4655-9d4f-8437f69f96ee</Swatch> </Function> <Function ID="8" Name="1 (Split S)" Display="'1 (Split S)'" Dmx="35~39" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ac2ac751-b710-422a-b487-f66e665896c0</Swatch> </Function> <Function ID="9" Name="2 (Jaws)" Display="'2 (Jaws)'" Dmx="40~44" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3fece3c2-d43b-4c91-9996-249c3b7ab57f</Swatch> </Function> <Function ID="10" Name="3 (Organic Moments)" Display="'3 (Organic Moments)'" Dmx="45~49" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>37253fb6-e32d-4121-a037-db9a100b3cdc</Swatch> </Function> <Function ID="11" Name="4 (Munch Ball)" Display="'4 (Munch Ball)'" Dmx="50~54" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c334e95f-945d-43c3-aaa7-3eb7789e2adf</Swatch> </Function> <Function ID="12" Name="5 (Wave Away)" Display="'5 (Wave Away)'" Dmx="55~59" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>bfd76654-7b77-45d4-9b0e-0d16f890b57b</Swatch> </Function> <Function ID="13" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4f27dc95-3424-4655-9d4f-8437f69f96ee</Swatch> </Function> <Function ID="14" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="60~89" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ac2ac751-b710-422a-b487-f66e665896c0</Swatch> </Function> <Function ID="15" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="90~119" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3fece3c2-d43b-4c91-9996-249c3b7ab57f</Swatch> </Function> <Function ID="16" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="120~149" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>37253fb6-e32d-4121-a037-db9a100b3cdc</Swatch> </Function> <Function ID="17" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="150~179" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c334e95f-945d-43c3-aaa7-3eb7789e2adf</Swatch> </Function> <Function ID="18" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="180~209" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>bfd76654-7b77-45d4-9b0e-0d16f890b57b</Swatch> </Function> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',0~100" Dmx="210~232" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="233~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Fixed Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3" /> <Condition Name="Fixed Spin" ID="2,3,4,5,6" If="'Gobo1Func'==2||'Gobo1Func'==4" /> <Else ID="7" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin 0°" Display="'No Spin 0°'" Dmx="0~600" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="601~32130" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="32131~32895" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="32896~64515" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="No Spin 90°" Display="'No Spin 90°'" Dmx="64516~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" 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" Display="'Fixed'" Dmx="0~0" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Random" Display="'Random'" Dmx="0~0" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2" 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" If="'Gobo2Func'==1" /> <Condition Name="Index" ID="9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26" If="'Gobo2Func'==2" /> <Condition Name="Scroll" ID="27,28,29,30" If="'Gobo2Func'==3" /> <Condition Name="Random" ID="31,32,33,34" If="'Gobo2Func'==4" /> <Else ID="35" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4f27dc95-3424-4655-9d4f-8437f69f96ee</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="121~125" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b0ffaefc-264a-4b78-bcac-8c368fd8d251</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="126~130" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8dc6ea94-dfd1-4885-8978-55a7dede82f0</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="131~135" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>6c0ed47e-a956-4d63-a430-52a1957a75ab</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="136~140" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4afbfea5-8b48-49d4-81a3-49d63b0f887d</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="141~145" WheelPosition="10" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>42c0f6c6-77f8-406c-b6d6-3041a62164a3</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="146~150" WheelPosition="12" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>77dce3de-46f5-46ed-bd95-023073e96fd1</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="151~155" WheelPosition="14" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ec03b309-d6b7-404f-b7e3-48dd1a5b6e48</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4f27dc95-3424-4655-9d4f-8437f69f96ee</Swatch> </Function> <Function ID="10" Name="Op - 1" Display="'Op - 1 %.f%%',0~100" Dmx="0~15" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4f27dc95-3424-4655-9d4f-8437f69f96ee</Swatch> </Function> <Function ID="11" Name="Gobo 1" Display="'Gobo 1'" Dmx="15~15" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b0ffaefc-264a-4b78-bcac-8c368fd8d251</Swatch> </Function> <Function ID="12" Name="1 - 2" Display="'1 - 2 %.f%%',0~100" Dmx="15~30" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b0ffaefc-264a-4b78-bcac-8c368fd8d251</Swatch> </Function> <Function ID="13" Name="Gobo 2" Display="'Gobo 2'" Dmx="30~30" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8dc6ea94-dfd1-4885-8978-55a7dede82f0</Swatch> </Function> <Function ID="14" Name="2 - 3" Display="'2 - 3 %.f%%',0~100" Dmx="30~45" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8dc6ea94-dfd1-4885-8978-55a7dede82f0</Swatch> </Function> <Function ID="15" Name="Gobo 3" Display="'Gobo 3'" Dmx="45~45" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>6c0ed47e-a956-4d63-a430-52a1957a75ab</Swatch> </Function> <Function ID="16" Name="3 - 4" Display="'3 - 4 %.f%%',0~100" Dmx="45~60" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>6c0ed47e-a956-4d63-a430-52a1957a75ab</Swatch> </Function> <Function ID="17" Name="Gobo 4" Display="'Gobo 4'" Dmx="60~60" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4afbfea5-8b48-49d4-81a3-49d63b0f887d</Swatch> </Function> <Function ID="18" Name="4 - 5" Display="'4 - 5 %.f%%',0~100" Dmx="60~75" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4afbfea5-8b48-49d4-81a3-49d63b0f887d</Swatch> </Function> <Function ID="19" Name="Gobo 5" Display="'Gobo 5'" Dmx="75~75" WheelPosition="10" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>42c0f6c6-77f8-406c-b6d6-3041a62164a3</Swatch> </Function> <Function ID="20" Name="5 - 6" Display="'5 - 6 %.f%%',0~100" Dmx="75~90" WheelPosition="11" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>42c0f6c6-77f8-406c-b6d6-3041a62164a3</Swatch> </Function> <Function ID="21" Name="Gobo 6" Display="'Gobo 6'" Dmx="90~90" WheelPosition="12" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>77dce3de-46f5-46ed-bd95-023073e96fd1</Swatch> </Function> <Function ID="22" Name="6 - 7" Display="'6 - 7 %.f%%',0~100" Dmx="90~105" WheelPosition="13" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>77dce3de-46f5-46ed-bd95-023073e96fd1</Swatch> </Function> <Function ID="23" Name="Gobo 7" Display="'Gobo 7'" Dmx="105~105" WheelPosition="14" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ec03b309-d6b7-404f-b7e3-48dd1a5b6e48</Swatch> </Function> <Function ID="24" Name="7 - 8" Display="'7 - 8 %.f%%',0~100" Dmx="105~120" WheelPosition="15" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ec03b309-d6b7-404f-b7e3-48dd1a5b6e48</Swatch> </Function> <Function ID="25" Name="Open" Display="'Open'" Dmx="120~120" WheelPosition="16" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4f27dc95-3424-4655-9d4f-8437f69f96ee</Swatch> </Function> <Function ID="26" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~120" /> <Function ID="27" Name="No Scroll" Display="'No Scroll'" Dmx="201~203" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="28" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="161~200" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="201~203" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="30" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="204~243" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="31" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4f27dc95-3424-4655-9d4f-8437f69f96ee</Swatch> </Function> <Function ID="32" Name="Rand Slow" Display="'Rand Slow'" Dmx="252~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="33" Name="Rand Med" Display="'Rand Med'" Dmx="248~251" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="34" Name="Rand Fast" Display="'Rand Fast'" Dmx="244~247" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="35" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'%.1f%%',0.0~100.0" Dmx="255~0" 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="65535~0" 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="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="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="Reset All" Display="'Reset All'" Dmx="10~14" /> <Function ID="3" Name="Reset Int" Display="'Reset Int'" Dmx="15~19" /> <Function ID="4" Name="Reset Colour" Display="'Reset Colour'" Dmx="20~24" /> <Function ID="5" Name="Reset Beam" Display="'Reset Beam'" Dmx="25~29" /> <Function ID="6" Name="Reset P/T" Display="'Reset P/T'" Dmx="30~34" /> <Function ID="7" Name="Lamp On" Display="'Lamp On'" Dmx="40~44" /> <Function ID="8" Name="Lamp Off" Display="'Lamp Off'" Dmx="45~49" /> <Function ID="9" Name="Enable Calibration" Display="'Enable Calibration'" Dmx="55~59" /> <Function ID="10" Name="Dim Linear" Display="'Dim Linear'" Dmx="60~64" /> <Function ID="11" Name="Dim Square" Display="'Dim Square'" Dmx="65~69" /> <Function ID="12" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="70~74" /> <Function ID="13" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="75~79" /> <Function ID="14" Name="P/T Normal" Display="'P/T Normal'" Dmx="80~84" /> <Function ID="15" Name="P/T Fast" Display="'P/T Fast'" Dmx="85~89" /> <Function ID="16" Name="P/T Slow" Display="'P/T Slow'" Dmx="90~94" /> <Function ID="17" Name="Effect Shortcut On" Display="'Effect Shortcut On'" Dmx="95~99" /> <Function ID="18" Name="Effect Shortcut Off" Display="'Effect Shortcut Off'" Dmx="100~104" /> <Function ID="19" Name="AutoFocus Off" Display="'AutoFocus Off'" Dmx="105~109" /> <Function ID="20" Name="AutoFocus Near" Display="'AutoFocus Near'" Dmx="110~114" /> <Function ID="21" Name="AutoFocus Med" Display="'AutoFocus Med'" Dmx="115~119" /> <Function ID="22" Name="AutoFocus Far" Display="'AutoFocus Far'" Dmx="120~124" /> <Function ID="23" Name="Lamp Full" Display="'Lamp Full'" Dmx="125~126" /> <Function ID="24" Name="Lamp 90%" Display="'Lamp 90%'" Dmx="127~128" /> <Function ID="25" Name="Lamp 80%" Display="'Lamp 80%'" Dmx="129~130" /> <Function ID="26" Name="Lamp 70%" Display="'Lamp 70%'" Dmx="131~132" /> <Function ID="27" Name="Lamp 60%" Display="'Lamp 60%'" Dmx="133~134" /> <Function ID="28" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="135~139" /> <Function ID="29" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="140~144" /> <Function ID="30" Name="Display On" Display="'Display On'" Dmx="150~154" /> <Function ID="31" Name="Display Off" Display="'Display Off'" Dmx="155~159" /> <Function ID="32" Name="Store P/T Cal" Display="'Store P/T Cal'" Dmx="165~169" /> <Function ID="33" Name="Store Dim Cal" Display="'Store Dim Cal'" Dmx="170~174" /> <Function ID="34" Name="Store Cyan Cal" Display="'Store Cyan Cal'" Dmx="175~179" /> <Function ID="35" Name="Store Magenta Cal" Display="'Store Magenta Cal'" Dmx="180~184" /> <Function ID="36" Name="Store Yellow Cal" Display="'Store Yellow Cal'" Dmx="185~189" /> <Function ID="37" Name="Store CTC Cal" Display="'Store CTC Cal'" Dmx="190~194" /> <Function ID="38" Name="Store CMY CTC Cal" Display="'Store CMY CTC Cal'" Dmx="195~199" /> <Function ID="39" Name="Store Gobo 1 Cal" Display="'Store Gobo 1 Cal'" Dmx="200~204" /> <Function ID="40" Name="Store BeamShape Cal" Display="'Store BeamShape Cal'" Dmx="205~209" /> <Function ID="41" Name="Store Iris Cal" Display="'Store Iris Cal'" Dmx="220~224" /> <Function ID="42" Name="Store Focus Cal" Display="'Store Focus Cal'" Dmx="225~229" /> <Function ID="43" Name="Store Zoom Cal" Display="'Store Zoom Cal'" Dmx="230~234" /> <Function ID="44" Name="Store Pan Cal" Display="'Store Pan Cal'" Dmx="235~239" /> <Function ID="45" Name="Store Tilt Cal" Display="'Store Tilt Cal'" Dmx="240~244" /> <Function ID="46" Name="Reset All Cal" Display="'Reset All Cal'" Dmx="245~249" /> </Attribute> <Attribute ID="Effect1" Name="Effect 1" Description="" Group="E"> <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="Effect1Adj" Name="Effect 1 Adj" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="127~129" /> <Function ID="2" Name="Spin CCW" Display="'Spin CCW %.1f%%',100.0~0.0" Dmx="0~126" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="127~129" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.1f%%',0.0~100.0" Dmx="130~255" /> </Attribute> <Attribute ID="Effect2" Name="Effect 2" Description="" Group="E"> <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="Effect2Adj" Name="Effect 2 Adj" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="127~129" /> <Function ID="2" Name="Spin CCW" Display="'Spin CCW %.1f%%',100.0~0.0" Dmx="0~126" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="127~129" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.1f%%',0.0~100.0" Dmx="130~255" /> </Attribute> <Attribute ID="EffectSync" Name="Effect Sync" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="FX 1+2 Sync" Display="'FX 1+2 Sync'" Dmx="0~0" /> <Function ID="2" Name="FX1+FX2 Offset" Display="'FX1+FX2 Offset'" Dmx="1~35" /> <Function ID="3" Name="No Function" Display="'No Function'" Dmx="36~49" /> <Function ID="4" Name="FX2 Offset" Display="'FX2 Offset'" Dmx="50~169" /> <Function ID="5" Name="Random Sync" Display="'Random Sync'" Dmx="170~209" /> <Function ID="6" Name="Random" Display="'Random'" Dmx="210~255" /> </Attribute> <Attribute ID="QuadrayMode" Name="Quadray Mode" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Index" ID="1" If="'QuadRayFunc'==1" /> <Condition Name="Rotation" ID="2" If="'QuadRayFunc'==2" /> <Condition Name="Positions" ID="6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23" If="'QuadRayFunc'==4" /> <Condition Name="Continuos FX" ID="24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49" If="'QuadRayFunc'==5" /> <Condition Name="Static FX" ID="50,51,52" If="'QuadRayFunc'==6" /> <Else ID="3,4,5" /> <Function ID="1" Name="Index" Display="'Index'" Dmx="0~40" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Rotation" Display="'Rotation'" Dmx="41~80" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="No Function" Display="'No Function'" Dmx="81~100" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="No Function" Display="'No Function'" Dmx="201~255" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="6" Name="Home" Display="'Home'" Dmx="101~101" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="7" Name="Out" Display="'Out'" Dmx="102~102" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="8" Name="Horizontal V" Display="'Horizontal V'" Dmx="103~103" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="9" Name="Vertical V" Display="'Vertical V'" Dmx="104~104" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="10" Name="Diagonal 1" Display="'Diagonal 1'" Dmx="105~105" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="11" Name="Diagonal 2" Display="'Diagonal 2'" Dmx="106~106" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="12" Name="3 Beam Fan" Display="'3 Beam Fan'" Dmx="110~110" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="13" Name="3 Beam Top" Display="'3 Beam Top'" Dmx="111~111" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="14" Name="3 Beam Bottom" Display="'3 Beam Bottom'" Dmx="112~112" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="15" Name="3 Beam Left" Display="'3 Beam Left'" Dmx="113~113" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="16" Name="3 Beam Right" Display="'3 Beam Right'" Dmx="114~114" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="17" Name="Narrow 3B Left" Display="'Narrow 3B Left'" Dmx="115~115" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="18" Name="Narrow 3B Right" Display="'Narrow 3B Right'" Dmx="116~116" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="19" Name="4 Beam Fan H" Display="'4 Beam Fan H'" Dmx="120~120" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="20" Name="4 Beam Fan V" Display="'4 Beam Fan V'" Dmx="121~121" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="21" Name="4 Beam Fan 2" Display="'4 Beam Fan 2'" Dmx="122~122" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="22" Name="Random" Display="'Random'" Dmx="129~129" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="23" Name="Ransom 2" Display="'Ransom 2'" Dmx="130~130" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="24" Name="Rotate" Display="'Rotate'" Dmx="131~131" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="25" Name="Bounce" Display="'Bounce'" Dmx="132~132" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="26" Name="Pair H" Display="'Pair H'" Dmx="133~133" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="27" Name="Pair V" Display="'Pair V'" Dmx="134~134" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="28" Name="Cross" Display="'Cross'" Dmx="135~135" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="29" Name="Cross Bounce" Display="'Cross Bounce'" Dmx="136~136" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="30" Name="Pair Bounce" Display="'Pair Bounce'" Dmx="137~137" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="31" Name="Cross Bounce 2" Display="'Cross Bounce 2'" Dmx="138~138" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="32" Name="Singles" Display="'Singles'" Dmx="139~139" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="33" Name="Singles reset" Display="'Singles reset'" Dmx="140~140" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="34" Name="Singles bounce" Display="'Singles bounce'" Dmx="141~141" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="35" Name="Juggler" Display="'Juggler'" Dmx="142~142" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="36" Name="Fold out" Display="'Fold out'" Dmx="143~143" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="37" Name="Fold In" Display="'Fold In'" Dmx="144~144" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="38" Name="Fold in-out" Display="'Fold in-out'" Dmx="145~145" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="39" Name="V-Chase " Display="'V-Chase'" Dmx="146~146" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="40" Name="Fan Chase" Display="'Fan Chase'" Dmx="147~147" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="41" Name="Pair Chase" Display="'Pair Chase'" Dmx="148~148" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="42" Name="Ripple" Display="'Ripple'" Dmx="149~149" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="43" Name="Home - Out" Display="'Home - Out'" Dmx="150~150" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="44" Name="Home, Fan" Display="'Home, Fan'" Dmx="151~151" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="45" Name="Wide single rotate" Display="'Wide single rotate'" Dmx="152~152" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="46" Name="Wide mirror rotate" Display="'Wide mirror rotate'" Dmx="153~153" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="47" Name="Random Sine" Display="'Random Sine'" Dmx="178~178" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="48" Name="Random Direction" Display="'Random Direction'" Dmx="179~179" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="49" Name="Random Beam" Display="'Random Beam'" Dmx="180~180" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="50" Name="Expand" Display="'Expand'" Dmx="181~181" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="51" Name="Expand Mirror" Display="'Expand Mirror'" Dmx="182~182" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> <Function ID="52" Name="Spread" Display="'Spread'" Dmx="183~183" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Ray1Func" Name="Ray 1 Func" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Condition Name="Index" ID="1" If="'QuadrayMode'==1" /> <Condition Name="Rotation" ID="2,3,4,5,6" If="'QuadrayMode'==2||'QuadrayMode'==5" /> <Condition Name="Positions" ID="7" If="'QuadrayMode'>5&&'QuadrayMode'<24" /> <Condition Name="Static FX" ID="8" If="'QuadrayMode'>49&&'QuadrayMode'<53" /> <Condition Name="Speed+Dir" ID="10" If="'QuadrayMode'>23&&'QuadrayMode'<50" /> <Else ID="9" /> <Function ID="1" Name="Index" Display="'Index %.f°',0~360" Dmx="0~127" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~2" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="3~126" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="127~129" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="130~253" Iris="0~0" Zoom="0~0" /> <Function ID="6" Name="No Spin" Display="'No Spin'" Dmx="254~255" Iris="0~0" Zoom="0~0" /> <Function ID="7" Name="Time" Display="'Time %.1f%%',100.0~0.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> <Function ID="8" Name="Amount" Display="'Amount %.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> <Function ID="9" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Iris="0~0" Zoom="0~0" /> <Function ID="10" Name="Speed+Dir" Display="'Speed+Dir %.f%%',0~100" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Ray2Func" Name="Ray 2 Func" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Condition Name="Index" ID="1" If="'QuadrayMode'==1" /> <Condition Name="Rotation" ID="2,3,4,5,6" If="'QuadrayMode'==2" /> <Condition Name="Positions" ID="8" If="'QuadrayMode'==4||'QuadrayMode'==6" /> <Condition Name="Continuos FX" ID="9,10,11" If="'QuadrayMode'==5" /> <Else ID="7" /> <Function ID="1" Name="Index" Display="'Index %.f°',0~360" Dmx="0~127" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~2" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="3~126" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="127~129" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="130~253" Iris="0~0" Zoom="0~0" /> <Function ID="6" Name="No Spin" Display="'No Spin'" Dmx="254~255" Iris="0~0" Zoom="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Iris="0~0" Zoom="0~0" /> <Function ID="8" Name="Disabled" Display="'Disabled'" Dmx="0~0" Iris="0~0" Zoom="0~0" /> <Function ID="9" Name="Sychronous" Display="'Sychronous'" Dmx="0~50" Iris="0~0" Zoom="0~0" /> <Function ID="10" Name="Random" Display="'Random'" Dmx="51~100" Iris="0~0" Zoom="0~0" /> <Function ID="11" Name="No Function" Display="'No Function'" Dmx="101~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Ray3Func" Name="Ray 3 Func" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Condition Name="Index" ID="1" If="'QuadrayMode'==1" /> <Condition Name="Rotation" ID="2,3,4,5,6" If="'QuadrayMode'==2" /> <Condition Name="Disabled" ID="8" If="'QuadrayMode'==4||'QuadrayMode'==5||'QuadrayMode'==6" /> <Else ID="7" /> <Function ID="1" Name="Index" Display="'Index %.f°',0~360" Dmx="0~127" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~2" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="3~126" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="127~129" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="130~253" Iris="0~0" Zoom="0~0" /> <Function ID="6" Name="No Spin" Display="'No Spin'" Dmx="254~255" Iris="0~0" Zoom="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Iris="0~0" Zoom="0~0" /> <Function ID="8" Name="Disabled" Display="'Disabled'" Dmx="0~0" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Ray4Func" Name="Ray 4 Func" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Condition Name="Index" ID="1" If="'QuadrayMode'==1" /> <Condition Name="Rotation" ID="2,3,4,5,6" If="'QuadrayMode'==2||'QuadrayMode'==5" /> <Condition Name="Disabled" ID="8" If="'QuadrayMode'==4||'QuadrayMode'==5||'QuadrayMode'==6" /> <Else ID="7" /> <Function ID="1" Name="Index" Display="'Index %.f°',0~360" Dmx="0~127" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~2" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="3~126" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="127~129" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="130~253" Iris="0~0" Zoom="0~0" /> <Function ID="6" Name="No Spin" Display="'No Spin'" Dmx="254~255" Iris="0~0" Zoom="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Iris="0~0" Zoom="0~0" /> <Function ID="8" Name="Disabled" Display="'Disabled'" Dmx="0~0" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="QuadRayFunc" Name="Quad Ray Func" Description="" Group="B" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Index" Display="'Index'" Dmx="0~0" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func, QuadrayMode" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Rotation" Display="'Rotation'" Dmx="0~0" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func, QuadrayMode" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="No Function" Display="'No Function'" Dmx="0~0" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func, QuadrayMode" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="Positions" Display="'Positions'" Dmx="0~0" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func, QuadrayMode" Iris="0~0" Zoom="0~0" /> <Function ID="5" Name="Continuos FX" Display="'Continuos FX'" Dmx="0~0" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func, QuadrayMode" Iris="0~0" Zoom="0~0" /> <Function ID="6" Name="Static FX" Display="'Static FX'" Dmx="0~0" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func, QuadrayMode" Iris="0~0" Zoom="0~0" /> <Function ID="7" Name="No Function" Display="'No Function'" Dmx="0~0" Update="Ray1Func,Ray2Func,Ray3Func,Ray4Func, QuadrayMode" Iris="0~0" Zoom="0~0" /> </Attribute> </Control> <Mode Name="Basic, 20 DMX" Channels="20"> <Import PearlRef="MT_McVAFXQB" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="268" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="16,17" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="18,19" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="3" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="4" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="5" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="6" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="7" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="8" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="9,10" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="11" Wheel="17" /> <Attribute ID="Frost" ChannelOffset="12" Wheel="49" /> <Attribute ID="Iris" ChannelOffset="13" Wheel="21" /> <Attribute ID="Focus" ChannelOffset="15" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="14" Wheel="19" /> <Attribute ID="Control" ChannelOffset="20" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 33 DMX" Channels="33"> <Import PearlRef="MT_McVAFXQX" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="268" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="ed742c8b-0e2b-4947-a79d-19bd9466b2da" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="19,20" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="21,22" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="4" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="5" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="6" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="7" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="10,11" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="12" Wheel="17" /> <Attribute ID="QuadRayFunc" Wheel="50" /> <Attribute ID="Frost" ChannelOffset="13" Wheel="49" /> <Attribute ID="Iris" ChannelOffset="14" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="15,16" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="17,18" Wheel="20" /> <Attribute ID="QuadrayMode" ChannelOffset="29" Wheel="51" /> <Attribute ID="Ray1Func" ChannelOffset="30" Wheel="79" /> <Attribute ID="Ray2Func" ChannelOffset="31" Wheel="80" /> <Attribute ID="Ray3Func" ChannelOffset="32" Wheel="81" /> <Attribute ID="Ray4Func" ChannelOffset="33" Wheel="109" /> <Attribute ID="Effect1" ChannelOffset="24" Wheel="23" /> <Attribute ID="Effect1Adj" ChannelOffset="25" Wheel="24" /> <Attribute ID="Effect2" ChannelOffset="26" Wheel="52" /> <Attribute ID="Effect2Adj" ChannelOffset="27" Wheel="53" /> <Attribute ID="EffectSync" ChannelOffset="28" Wheel="22" /> <Attribute ID="Control" ChannelOffset="23" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Lamp On"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset All"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Int"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Beam"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:10" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:11" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:12" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:13" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Normal"> <Set Channel="Control:14" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Fast"> <Set Channel="Control:15" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Slow"> <Set Channel="Control:16" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Effect Shortcut On"> <Set Channel="Control:17" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Effect Shortcut Off"> <Set Channel="Control:18" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="AutoFocus Off"> <Set Channel="Control:19" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="AutoFocus Near"> <Set Channel="Control:20" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="AutoFocus Med"> <Set Channel="Control:21" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="AutoFocus Far"> <Set Channel="Control:22" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Full"> <Set Channel="Control:23" Delay="500" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp 90%"> <Set Channel="Control:24" Delay="500" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp 80%"> <Set Channel="Control:25" Delay="500" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp 70%"> <Set Channel="Control:26" Delay="500" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp 60%"> <Set Channel="Control:27" Delay="500" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark On"> <Set Channel="Control:28" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark Off"> <Set Channel="Control:29" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:30" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:31" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Enable Calibration"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store P/T Cal"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Dim Cal"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Cyan Cal"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Magenta Cal"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Yellow Cal"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store CTC Cal"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store CMY CTC Cal"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Gobo 1 Cal"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store BeamShape Cal"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Iris Cal"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Focus Cal"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Zoom Cal"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Pan Cal"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Tilt Cal"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset All Cal"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="2" Name="1 (Split S)" Number="12" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="2 (Jaws)" Number="13" Page="1" SetControl="Gobo1:9,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="3 (Organic Moments)" Number="14" Page="1" SetControl="Gobo1:10,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="4 (Munch Ball)" Number="15" Page="1" SetControl="Gobo1:11,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="5 (Wave Away)" Number="16" Page="1" SetControl="Gobo1:12,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 1" Number="17" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:7,Gobo1Func:2" /> <Palette ID="8" Name="Gobo 2" Number="18" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:7,Gobo1Func:2" /> <Palette ID="9" Name="Gobo 3" Number="19" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:7,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 4" Number="20" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:7,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:7,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:7,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:7,Gobo1Func:2" /> </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" 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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XCduvIyEgNZMJ9ixYtOrpixYrXICP+6MCBA+NcxyckUFh+oLy8PBK+pVdChf8qZFObIJvKxS5f4EHOJRoMhhzYHoZu4ra+vr6P4bPdXVBQ8O7Bgwf7uI5PCKCwWASyqQQQ1G3QrXi8u7v7FviWjuM6JsQ3kMwYtmr4EqpSqVSdJSUlf1uwYMFfTp8+/Rn0FnF8F0ugsFhgw4YN6SCqv4Ou32NjY2MrLBZLBNcxIexAzjvCFxIZxPtcTEzMI4WFhQdvvvnmP8TGxp6tr6+3cx1fsIHC8iF33HFHFkhqO2w79Hp9CVRmHDMlEKaHSKTD9tjAwMD9KSkpR1avXv0r6EaewkuCfAcKywesX78+m5xE7+vrewREtZhMucJ1TAh3QNd/gVKpfECj0dyZnJx8BDKuX0L38WRbW5uV69gCHRSWF2zevDlVoVB8GTKqb0CXAEWFXAdIKk6lUt2n1Wo3pqamHl61atUuyLbOQD1xcB1boILC8oDpk+n3QUb1zdHR0XJI+7Hrh8wLERdkXPcPDw+vz8/P319dXf1qU1PTeRzL5T4oLDeAjEqsVqvXg6i+q9Pp1thsNiw/xGWgq5gol8t3gLjuKi4ufm3dunW/OnHihJLruAIJbHAuQGZLqKqqWgndv+9oNJq7LBZLNNcxBQL33HNPyJYtW0J27twZAl1mrsPhDeTkfFdX17dBXPeWlZW9mpaWtru+vh6vWXQBFBYDkL5nwbfhN1tbWx8xGo2pXMcTKBBZ/elPfwpZsGDB1Pbwww+jtGZABg5Dll5kMBj+E74E71+5cuWP4HvxGP6iSAeFNQ9kmmH4JrxXpVI9Nzo6Wooj011npqwIJMsij1FaN2K320VDQ0PVer3+rYyMjLdqampeamhouMJ1XHwFhTUHkFUtVyqVz0NF+jur1SrmOp5AYrasnKC06JjN5liFQvEwfDnetmzZsp8mJCS83tjYaOA6Lr6BwprBmjVr4qExPd7X1/c0fONlch1PoDGfrJygtOiQwacgrIVGo/GVlJSUL0GW//2TJ0+24K+JX4DCCrl2Un11T0/PC1qt9jaSpnMdU6DBJCsnKC1mbDZbhFqt3kQu65JKpT+vra39DZ6U/xzBN0ySVUGl+McLFy48bTAY8KS6B7gqKycoLdeA+pjW2dn5Q8i61tfU1HyvoaHhDNcxcY2ghXXbbbdVKhSKFzUazQbMqjzDXVk5QWm5BrkedWBg4Pbx8fGypUuXvpSenv4HyLbGmN8ZnAiykUKKHTU4OPhQX1/fD6CxZHMdT6DiqaycoLRcR6/Xp1+5cuWnkG2tq66ufq6xsfEy1zFxgeCEVVVVlQ2y+nelUvng9KrCiAd4KysnKC3XgWwror+/f4vJZCqrrKz8l8TExINCm8JGMMIiJ9ZXr159a0dHx3/odLpKHFflOb6SlROUlluQAafF0EV8raCg4L9WrFjxo7NnzwrmhLwghEW6gKWlpV+7ePHiCwaDIYXreAIZX8vKCUrLPSwWSyx8+T6dlpZWVlNT82xDQ8MlrmPyB0EvLEid00BSP4Yu4FegC4iDQL2ALVk5QWm5B5klRK1W32k2m4uhnj99/vz5d6DnENTTMwe1sG6//faKvr6+XVqttga7gN7BtqycoLTch1yTCBnXn6VS6Q+rqqp+3dzcbOI6JrYISmGRFZQrKiruUigUu+DDXMR1PIGOv2TlBKXlPmSWU+givpifn18qk8m+29LSMsx1TGwQdMJasmSJGLZH4MP7odFoTOQ6nkDH37JygtJyH7vdLibzbY2NjeXW1NQ8FYwXUQeVsEpLS+Mgufq3rq6uJ202Gy5Q6iVcycoJSst9yNqJQ0ND661W61vV1dVPNQJcx+RLgkZYN910U6rJZHq1t7f37+FDC5r/F1dwLSsnKC33IRdR63S6ZW1tbW8uW7bsqU8//fRAsJyMD4qGvW7dOrL8+6/hm2Ujnlz3Hr7IyglKyzOgrLK6u7v/WFJSkiKTyf4UDJMDBrywyPWA7e3tv9FqtTLyzcJ1PIEO32TlBKXlGeQ8bmdn588LCwvTq6qqXg70XxADWlg1NTVVkPb+DtLfUq5jCQb4KisnRFrLly8PaWho4DqUgMJqtcaAtJ4vKipaUFlZ+f1z584ZuY7JUwJWWKtWrVrf0dHxe5DVQq5jCQb4LivC/v37Q1pbW7kOIyAhvyCCtL61cOHChCVLljxz+fJlPdcxeUJACmt6jNUfoGuAs4L6gECRFXYHvYNcPN3T07MjPz9fIpPJnmxpaQm4wgw4YUFKezfI6vdQcdO5jiUYQFkJC3I5j1wuf5DM/wZf/E+cP39ex3VM7hBQwoIC3gLfEL/DmUF9A8pKmExMTISpVKr7Q0NDw8vLy7/e1tY2wnVMrhIwwiKZFcrKd6CshA2RVm9v7705OTkTK1as+HqgTFETEMK66aab7gJZ/R5l5RtQVghhOtP6+7CwMIdMJnsiEM5p8V5YN99884aurq4/4Dkr34CyQmZCpKVUKrdB99AG3cMnoXvI6/nieS0sMs6qs7Pzd/hroG9AWSFzMS2tLxcVFY1BpvVtyLTGuY5pPngrLDKCHWyP46x8BMoKoUGuv4WezKPFxcVXN2/e/MI777xj4TqmueClsMi1geRyG5BVCdexBAMoK8QV7HZ7JPRodk5OTmrCwsJehczLwXVMs+GdsMisC+RCZnJtINexBAMoK8QdyLRMcrn8B6WlpUOhoaF7QF6TXMc0E14Ji8xnRaaIIbMu4IXM3oOyQjzBbDbHK5XKXStXriSzlr7PdTwz4Y2woN8sBkn9G5nPCqeI8R6UFeINZHWprq6uX9XU1DzQ0NBwlut4nPBCWJB6hkml0q+RmUJx8j3vQVkhvoCsh3Dp0qVfrFmzZtupU6dUXMdD4IUcKisr77xy5cqLOK2x96CsEF8yMjKyRqVS7aqurt7R2Nho4DoezoUFKecyuVz+Ci4Y4T0oKzqkfMicWjt37kRZugg5PaNWq7fExcV1ymSyf+V61lJOhUUWOe3r63sFl+LyHpQVnZnlQzbM8FyHzPDQ1dX1VFFRUTs8fI3LWDgTFlk+Xq/X/4gscspVDMECyorO7PLB6Zbdh8xaCl3Dn6xbt67rxIkTTVzFwYmwQoHS0tKv9fb2PoS/CHoHyorOfOWD0nIfSDDS29vbX66urt7a2NjYz0UMnAhr9erVt168ePEFm80m5uL4wQLKig5T+aC03GdkZETW19f3kkwm+wYX1xz6XVhVVVXZnZ2dPyPjPPx97GACZUXH1fJBabkH6RFB13BbVFRUC3SUfunvkfB+FRY5bzU4OPjvYOkV/jxusIGyouNu+aC03AN6RpEgreeha3gOHvr1fJZfhQWyekipVD6I5608B2VFx9PyQWm5B/SQ0i5duvTTW265ZUtTU9OQv47rN2GR6WKg7/sDsHOUv44ZbKCs6HhbPigt99DpdKs1Gs3zMpnsGX+Nz/KLsNasWROvUChehEqQ7Y/jBSMoKzq+Kh+UluuQnhK06x2lpaX18HC/P47JurCmhzD8I5h4A9vHClZQVnR8XT4oLdexWCyxSqXyxbVr17aePHlSzvbxWBdWVVXV6gsXLjxN1kFj+1jBCMqKDlvlg9JynZGRkZLBwcF/LS8vf6Ktrc3K5rFYlQj0bRN6e3tfwNVuPANlRYft8kFpuQaZu66vr2+7VCp9Dx7+jc1jsSoso9H4uFarvY3NYwQrKCs6/ioflJZrQNcwWqVSvXDrrbeeOX78eC9bx2FNWNXV1cvBuv+MXUH3QVnR8Xf5oLRcg6zBAG3+u2FhYTsnJibsbByDFZlUVVVJlErl83q9HpfnchOUFR2uygelxQz51RCE9X9kMhn5xfAoG8dgRVhjY2P3DQ0N/R0b+w5mUFZ0uC4flBYzJpMpXi6Xf3/dunWfnDhxQufr/ftcWORawd7e3uesVite2OwGXDdGVxCyrJygtJghs5QODw9/De6+7Ot9+1RYZMxVcXHxU/BB4nqCbsCXxkgDZfUFKC06drs9vL+//1vV1dX/29jYeNmX+/apsCC7Wtna2voIXivoOnxrjHOBsroRlBYdvV6fC9J6tra29on6+nqfnYD3mbDIMl0KheI7RqMRx1y5CF8b40xQVvNDpLV8+fKQhoYGrkPhHWRsllqtfiApKWkPPPzQV/v1mbDAphs0Gs1dvtpfsMP3xkhAWdEh5QM9Cq7D4C3kBDx44TsymeyMryb784mwNm7cmEACI4PHfLG/YCdQGiPKan5wqTLXGB4evi0tLe1LcPdNX+zPJ8IaHBy8T6fTrfHFvoIdbIx0sHyCCzJaQKVSPb1hw4YPAK23+/NaWJs3b07t6+v7ps1mwxHtDGBjpIPlE5yMjo6ugKTmfrj7G2/35bVkFArFlyGgcm/3E+xgY6SD5RO8kGEOkNQ8WVtbu7++vn7Am315Jaz169dn9/f3f4MstOjNfoIdbIx0sHyCH0hqSoeGhh6Cu//hzX68EtbAwMB2+AAXe7OPYAcbIx0sH2EwMTERBlnWI3fcccee999/3+M1DT0WFhw4C7KrR0kgnu4j2MHGSAfLR1jo9frFIK0HQ7y4ZMdjYYGsMLuigI2RDpaP8CDJDXjjkbvuumvPu+++q/ZkHx4Ja9OmTWlw4Icxu5obbIx0sHyEC5Tnkt7e3nvh7q88eb9HwgJZ3Q3pXakn7w12sDHSwfIRNtNZ1tc2bNjwpifjstwW1vSo9sfIT5XuvjfYwcZIB8sHIRgMhmVqtXoT3P2Lu+91W1ggq1vhgLjU/CywMdLB8kGckEHmw8PDj8lksn3uXmPolrDKy8sj4cN83Gq1RrgXYnCDjZEOlg8yGyjnm7Ozs9eGuDmVslvCiomJuam7u7varciCHGyMdLB8kLkwm80SyLIeDQsL+3BiYsLh6vvcEpZWq314fHw8zv3wghNsjHSwfOgkJCRMzadFpqgRoizBJ7evXr16Kdy94Op7XBbWxo0bCwcHBzd5FFkQgo2RDpYPHSIrUj5kEkChZniQ/CTrdLoHQtgQVn9//2aj0ZjrUWRBBjZGOlg+dGbKiiDU6ZbJrKQDAwPw39/yC/g8Bl15j0vCqq2tjYUdP4hztWNjZALLh85sWTkRqrQgCZJ2dnaug7tvufJ6l4Q1Ojq6EtK3Sq8iCwKwMdLB8qEzn6ycCFFaNpstHP6v/xAWFrbPldWiXRKWwWB40GQyRXkfXuCCjZEOlg8dJlk5EaK0yGzFAFkasI3ptYzC2rhxY55Go1nvk8gCFGyMdLB86LgqKydCkxb03pLg/0nmffdeWH19fWuhn7nQF4EFItgY6WD50HFXVk6EJC1y8r2/v/9LW7dufXXfvn0G2mupwoJ+ZVhubu6DdrtdkLMyYGOkg+VDx1NZORGStCwWS3lPT89yuNtIex1VWLW1tcVnzpy52aeRBQjYGOlg+dDxVlZOhCIt6BZKrFYrmXbGc2ENDg7WwI7SfRpZAICNkQ6WDx1fycqJUKQF3cLa++67L3nv3r3zTjszr7CgNxiemZm5VWhjr7Ax0sHyoeNrWTkRgrQgw5JeuXJlWQhlaft5hbVx48bi5uZmQY29wsZIB8uHDluychLs0jKZTJGQIJHCc19Yvb29q2AHaaxExkOwMdLB8qHDtqycBLu0VCpV9b333rvg7bffHp3r73MKKxTIy8u71+FwCKI7iI2RDpYPHX/JykkwS8tut5d0dnaS6ddPzvX3OYW1devW/KNHjy5jNTKegI2RDpYPHX/LykmwSmt8fDwKuoUbQtwRVltbW4nFYgn6mRmwMdLB8qHDlaycBKu0BgYGbisvL/8xeMg6+29zCkssFm+1Wq1BvcgENkY6WD50uJaVk2CUls1mK8vMzFwSMselOjcIC7qDcUqlcrlfIuMIbIx0sHzo8EVWToJNWkajMamnp6csxBVhabVaspqz1B+BcQE2RjpYPnT4JisnwSQt8mNfWFjY3XD3jdl/u0FYQ0NDK8bGxmL9EpmfwcZIB8uHDl9l5YTEtWvXrpAdO3ZwHYrX9Pf3L922bVtSXV3dyMznbxCW3W7fRK6e9l9o/gEbIx0sHzp8lxVhdHR0qoyChOLu7u5iuD0z88nrhEWu4xkcHCz2a1h+ABsjHSwfOoEiK1I+Bw4c4DoUn2A0GqNgI+fS5xdWb2/vIrhZ5M/A2AYbIx0sHzooK24gvTzo7ZGJQ3878/nrhGUwGMrBahK/RsYi2BjpYPnQQVlxi1qtLn7ooYcSX3/9dZ3zueuEFRoauj5Yzl9hY6SD5UMHZcU94KNCpVJZCHc/cT53TVjbtm2TQJdwIReB+RpsjHSwfOigrPjB+Ph4rEKhyAuZS1hms7kwLCysiJPIfAg2RjpYPnRQVvyBjMdKTEzcCHf3OZ+7JqwLFy5kgLSSOInMR2BjpIPlQwdlxT+g17eErC0xAZDH14QFH9ZquVwesItNYGOkg+VDB2XFT6xWa9727duz4W4veXxNWGNjYzdxFpWXYGOkg+VDB2XFa7I6OjqyQmYKCyp0tFqtzuI0LA/BxkgHy4cOyorfkPmxBgcHc0KmB5BOCSsyMjIvIiJiIZeBeQI2RjpYPnRQVvyHLIKTkpKyDu7uJY+nhHXx4sUkm80WUCfcsTHSwfKhg7IKHLRa7bXRC1PCgrQrx2QyMS5bzxewMdLB8qGDsgoshoaGUr/61a/GvPbaa8YpSSUlJa1VKBQBMcIdGyMdLB86KKvAQywW50JSRaZs/2xKWFBxAuKCZ2yMdLB86KCsmKmoqAiRy+W8mgTQ4XCQGUgTyX1RWFiYKCoqir81fBpsjHSwfOigrJhx1qHjx4/zauZSyK4iQKIJ5L5o+/btmYcOHcrkOiga2BjpYPnQQVkxM7MO8W26ZfJLYW5uLlmF/rAICio1PDw8leug5gMbIx0sHzooK2bmqkN8kxZ0C8niqiEi6BtG22y2aK4DmgtsjHSwfOigrJih1SE+SYskVuRWpNFo4k0mE+/WIMTGSAfLhw7KihlX6hBfpDUwMBArk8kiRDk5OUu1Wi2vhjRgY6SD5UMHZcWMO3WID9ISi8VpFRUVqaLw8HBezYGFjZEOlg8dlBUzntQhrqUFnkoaGRlJFkF3kDcn3LEx0sHyoYOyYsabOsSltCYnJ6OhJxgtAmvF+fXI84CNkQ6WDx2UFTO+qENcSctms0X29fVFEmGJ/XbUecDGSAfLhw7Kihlf1iEupGU2m8OGh4djRUAC2MsvB50LbIx0sHzooKyYYaMO+VtaZDWvoqKiZURYnHUJsTHSwfKhg7Jihs065G9pRUdHLyG/EsawfqQ5wMZIB8uHDsqKGX/UIX9Ka2JiIl8EqVYUq0eZA2yMdLB86KCsmPFnHfKXtBwORyYRViRrR5gDbIx0sHzooKyY4aIO+UNaJpMpUQRplt8uy8HGSAfLhw7Kihku6xDb0rJYLBIiLL+sRYiNkQ6WDx2UFTN8qENsSstsNotF0C9kXVh8KEgmUFZ0UFZ0UFZfwJa0jEZjBBGWz3Y4F3wqyPlAWdFBWdFBWd0IG9KCLmEYOenuk53NBR8LcjYoKzooKzooq/khn9uuXbtCduzY4ZP92e32ECIsVqaW4XNBOkFZ0UFZ0UFZ+RcQVig56e7zHQdCQaKs6KCs6KCsmCF1aOfOnT7b31SGFRoaGuLLbmGgFCTKan5QVnRQVsywUYeIq3wqLKEWpKtg+dBBWTEj5DoUERExtS7hJFlGx9udCbkgXQHLhw7Kihmh1yGRSDQ5lWF5i9ALkgksHzooK2awDk1lWJNktoZJm83Gq0UofA3Kig7Kig7Kihl/1CGJROIgwiI/E3o12p18kCRYPhYqyooOyooOyooZf9Wh6OhoKzmHRYa6i7zdGR+lhbKig7Kig7Jixp91SCwWm4mw7OS+L3bIJ2mhrOigrOigrJjxdx2KiooaI5mVBTafzTrKB2mhrOigrOigrJjhog6BsIaIsEy+3jGX0kJZ0UFZ0UFZMcNVHYLeoEpkt9vH2Ng5F9JCWdFBWdFBWTHDZR1yOBzdIqvVytqRyQdPriUiHwLboKzooKzooKyY4bIOEQYGBi6IxGKxkc11Ccl/kmxsVlaUFR2UFR2UFTNcy4oMGtXpdEpRSkqKaWyMlV7hFOQ/6OwaslFpUVZ0UFZ0UFbMcC0rAiRW9oULF9pE8fHxo2wfjC1poazooKzooKyY4YOsCOHh4ea0tDSzKDIyUuWPA/paWigrOigrOigrZvgiq2n00BvUi0ZGRi7664i+khbKig7Kig7KihmeyYqsSThks9mGRAaDQUlOaPnrAmhvpYWyooOyooOyYoZvsiJER0eP1tXVXRUtWrTIfPHiRQsIy29L1nsqLZQVHZQVHZQVM3yUFSE9PV1PbkU5OTmj7e3tJDq/CYvgrrRQVnRQVnRQVszwVVaE2NhYBbklFz+rLRZLP9xP93cQrkoLZUUHZUUHZcUMn2VF0Ol0n5BbEekXpqSkaM1mMyeBMEkLZUUHZUUHZcUM32UlFosnwE9ycn9qHqyMjIwhrVbLWUDzSQtlRQdlRQdlxQzfZUUgV+NIpVIjuT8lLOgWnoObL3MZ1GxpoazooKzooKyYCQRZERwOhzo9PV1N7k8JS6PRnIuIiJiw2WxeTZXsLU5pLV++PKS1tRVlNQ8oKzooK2YCRVYEcFP/m2++ObBnz57PhVVaWjr68ccfk4ug47gOjhRgQ0MDJ8fGikYHZcUM1iHfk5OTM6DT6aaWqJ8SVnZ2dv+ZM2fIL4VLOI2MQ7Ci0UFZMYN1iDVanHemhLV79+6BlJQUldFoFKSwsKLRQVkxg3WIHcRisQO8dNb5eEpYk0BlZWXX8PDw7dyFxg1Y0eigrJjBOsQeUVFRo2VlZcPOx9eW94L/SENoaOhj4K6gXlR1JljR6KCsmME6xC42m61HIpHInY+vCSs5OblLo9FYxsbG/HqJDldgRaODsmIG6xD7pKenq+rq6q7NMHpNWMXFxb3t7e1KuLuYk8j8CFY0OigrZrAO+Yfo6OjmmY+vCeuNN94gg7PkRqMxqIWFFY0OyooZrEP+AbqCdugSfjTzuWvCmj7x3jo4OLjR/6H5B6xodFBWzGAd8h8REREDy5cv75/5nGjmA4PBcDQyMvIZq9Ua7t/Q2AcrGh2UFTNYh/wLuKjjrbfe6qmrq7v23HXCKi8vV2o0miEQVqbfo2MRrGh0UFbMYB3yP1lZWa3gI8fM564TFvxHu8LDw6/A3aARFlY0OigrZrAO+R/IribGxsben/38dcKqr6+3V1RUnNXpdDX+C409sKLRQVkxg3WIG6KiogaXLVsmn/28aPYTZrP5PbFY/C2LxRLQ57GwotFBWTGDdYg7IMNqh8+9a/bzNwhLKpV2qtVqFQgr3z+h+R7IErGiUUBZMYOy4pbMzMwmjUZjn/38DcI6ePCgIisrq91gMASssPgOyooOyoqZYJaVRCKxOhyOY3P97QZhTU5OTixduvR9yLLuCNTrCs+fP39t9lK+VTqUFR2UFTPBLCuCSCTqLisruzLn3+Z6Mi4urikmJmYM4HxCP08hFZ5v0kJZL8CAHwAAFLhJREFU0UFZMRPssiKkp6e31tXVDcz1tzmFBR9Ye3h4+CW4u4rVyFiGT9JCWdFBWTEjBFlBdjURGhq6b96/z/Xk4cOHjZCSNUPBBLSwCHyQFsqKDsqKGSHIiiCRSAYXL17cOt/f5xQWATKsg/DmJ00mk5id0PwHl9JCWdFBWTEjFFkRoM6ee/fdd28YzuBkXmFJpdI2uVz+GQirgp3Q/AsX0kJZ0UFZMSMkWYWFhU3Gx8fv6+3tdcz3mnmFVVdXN1JaWtqk1+uDQlgEf0oLZUUHZcWMkGRFiImJ0WRlZZ2kvWZeYRHEYvFe6BY+GgzdQif+kBbKig7KihmhyYoAdfeTY8eOzTmcwQlVWAUFBeegW3gRhLXCt6FxC5vSQlnRQVkxI0RZQXdwArqDddAdvGF0+0yownr77bfJihUfQCULKmER2JAWyooOyooZIcqKAN3B/ry8vGam11GFRYAu4b7o6Ognx8fHY30TGn/wpbRQVnRQVswIVVaElJSUk4cPH57310EnjMKKi4s7D/b7BIQVFFPOzMYX0kJZ0UFZMSNkWYnFYjskRrvJNO1Mr2UUVn19vRm6hW+OjIysczgcAXltIRPeSAtlRQdlxYyQZUWIiopqLyoqOu3KaxmFRUhLSzuqVCr7DAZDjneh8RdPpIWyooOyYkbosiJkZWW9A3VkmPmVLgrrww8/7Fq0aNFRENbDXkXGc9yRFsqKDsqKGZTV1LqDutjY2L+6+nqXhDW9BNifoZ+5zWQySTwPj/+4Ii2UFR2UFTMoq89JSkpqBr186urrXRIWIT09/SOVSvUJCOsWz0ILHGjSQlnRQVkxg7L6nMjISHt8fPz/tLS02Fx9j8vCIjM4lJeX7x4ZGVk7MTER5lmIgcNc0kJZ0UFZMYOy+oKYmJhPpVJpgzvvcVlYhIKCgncgy+qEihnUy9k7mSmt48ePo6wooKyYQVl9AbnQOTMz8429e/dq3XmfW8I6ePBgX0lJyd+gwJ8L1OmT3YU0wFtvvTVELpejrOYBZcUMyup6YmNje7Ozs//m7vvcEhYBKsVfIJV7ZGxsLN3d9wYqZI54LkBZMYOyCkzS0tIOHDlypNvd97ktrNOnT39WWFh4EIT1mLvvRVwHZcUMyiowiY6OHk5KSvpvT97rtrDIqjo333zzHwYGBu4fHx/nb00JYFBWzKCsApf09PT3Wlpa2jx5r9vCIkD/82xKSsoRpVL5gCfvR+YHZcUMyipwkUgkenDHb7u7u+edVZSGR8Kqr6+3r169+lcajeZOk8kUsEuB8Q2UFTMoq8AmLS3tCPTSPvL0/R4Ji+BwOE4lJycfUalU93m6D+QLUFbMoKwCG8iuDNAd/OWZM2dcHig6G4+FRUanrlq16hdarXYjZlnegbJiBmUV+JAEZ3x8/JQ3+/BYWARycEjxDisUivu92Y+QQVkxg7IKfMi5q+zs7FdPnz5t9WY/Xgmrra3Nunr16p8PDQ2thywr0Zt9CRGUFTMoq+AAuoKHyGkkb/fjlbAIHwH5+fn75XL5Dm/3JSRQVsygrIKD6OhoLfTEXvHm3JUTr4U1MTHhWLNmzSvDw8N3CWn0uzegrJhBWQUHoaGh5JrBv7a0tHzii/15LSwC9EsvFBcXv9bV1fVtEJggrjH0FJQVMyir4CEuLk4Fwnqls7Nzwhf784mwyAR/t9xyy68hy7pXp9MV+WKfwQjKihmUVfBA1hrMysr6XWNj42Vf7dMnwiI0NTUpysrKXjUYDP9pt9t9tt9gAWXFDMoquEhMTPwUsqs/+HKfPhVLWlrabo1G88DQ0FDQz0rqDigrZlBWwUVkZKQlJyfnJ/X19QO+3K9PhQXBja5cufJFvV7/ltlsDrqFVz1l+fLlKCsKKKvgIzU19UhERMR+X+/X51230NDQYxkZGX9TKBRfFcokf0y0trZOVXg+SgtlxQzKyj1iYmK0ubm5Pzp16tS4r/ftc2GRS3aqq6tfgoZwK2wLfb3/QIRUdOdUy3ySFsqKGZSVe5AT7dAV/N3p06c9vsCZBisnx8mvAkuXLv3Z2NjYLrvdHsHGMQINvkkLZcUMysp9EhMTzyclJb1C5s1jY/+s/ZoHQe+GfuzdarV6E1vHCDT4Ii2UFTMoK/cRi8VGyK5eOHny5CBbx2BNWJBlGdauXfsDyLJWGAyGNLaOE2hwLS2UFTMoK/chI9qzs7PfcDgc77F5HFbHS506deqj0tLSn1+5cuWH0DUMZ/NYgQRX0kJZMYOy8gz4TD/LzMz8YVNTk1ezMTDBqrDICPja2trfjIyMrB8YGLidzWMFGv6WFsqKGZSVZ0RGRo7n5ub+gAweZ/tYrI9IJ2Ozampqvjc+Pl6m1+vx4ugZ+EtaKCtmUFaeQRZEzcvL+8vExITPx1zNhV8uoWloaDhTVlb248uXL/8MfzW8HralhbJiBmXlOYmJiRfS0tJeaG5uZrUr6MRv1/zBf+qPOp2uRq1Wb8EBpdfDlrRQVsygrDxHIpFczc/Pfw5k1eevY/pNWNA1HKutrf2/JpOpHGd0uBFfSwtlxQzKynPCw8MdCxcufPXcuXNH/Hlcv86qANL6rLKy8rvj4+OvWSwWvNZwFr6SFsqKGZSVd5DlumJiYl4mE3j687h+nwYG+rwHCwoK/qujo+Nph8OBQx1m4a20UFbMoKy8A9qwfMmSJd/98MMP/V6AfhcWWYR1xYoVPwJDl6nV6jv9ffxAwFNpoayYQVl5R1RUlCE7O/tZkJVHS817CycT7Z09e5YMdXjWbDYX4/msuXFXWigrZlBW3uE8b5WamspNJQvhSFiEhoaGS5WVlU9bLJY/j4+P87eWc4ir0kJZMYOy8g5y6U1WVtYh+Ix/SnpJXMXB6VTG58+ff0cqlf6wo6PjRbvdLuYyFr7CJC2UFTMoK+9JTExsLSwsfPr48eN6LuPgVFgTQFVV1a/z8vJKyLqG8DCMy3j4ynzSQlkxg7LynoSEhIHS0tJ/Aln1cB0L54tFNDc3m2Qy2b8YjcbcoaGhDTiodG5mSwtlxQzKynvISfbc3NxnGgGuYyFwLixCS0vLcHV19besVutfdTrdMq7j4StOae3atWuqMaKs5gdl5T0ikchaUFDw0sWLF//KdSxOeCEsApmlFKT1VFtb25tQybK4joevkAa4Y8cOzo6PshIGZKrjhQsX/jkmJmbXxMQEZyfZZ8MbYRFI2rls2bKnurq6/jg+Pp7IdTzI9aCshAGZgSEzM/NQXFzct6H34/OFJLyBV8IifPrppwdKSkpSOjs7fw5dxBiu40E+B2UlHJKTkxvz8/OfbG5uHuU6ltnwTljkl0OZTPanwsLCDJDW93C4A/egrIQDWUQCEoYnGhoa/DYDgzvwTlgEslRYVVXVfxQXFy+4cuXKNx0OB86hxREoK+EAsupctmzZ48ePH7/EdSzzwUthEchwh8rKyn8rKCiI7+np2YEXSvsflJVwgM9YJZVKHwNZsbKeoK/grbAI586dMy5ZsuQZ6E9L5HL5gziw1H+grIRDQkLC4KJFix47efLkcY5DYYTXwiJcvnxZv2LFiqdycnJEKpXqfpQW+6CshENcXNwQ9GIe/fjjjw9zHYsr8F5YBDK7Q0VFxROhoaHhvb2996K02ANlJRzi4+OHQVaPQ0/mf7mOxVUCQliE8+fP68rLy78OmdYEZFp/j9LyPSgr4TCdWT3e2trK2VQxnhAwwiK0tbWNQPfw62FhYQ7ItB7AE/G+A2UlHMjFzHl5eY+BrAIms3ISUMIikO5hUVHREwsXLrQqFIqv2O32gPs/8A2UlXAgvwaSE+yBcs5qNgHZ2Ds7O6/W1tY+JRKJxrq6uh4DaUVyHVOggrISDomJiR1SqfTxQPg1cD4CUlgEsmyYTCb7zuLFi692dHT8s81mk3AdU6CBshIOZAT79KBQXo+zYiJghUUgF2Zu3rz5/01MTGjkcvkLZrM5nuuYAgWUlTAgFzInJyefKC0tfQJk1c51PN4S0MIivPPOOxb4UH4BH4imt7d3l16vT+E6Jr5TUVGBshIAZIoYMusCuZAZZMXLawPdJeCFRSCLOYaGhu5ZuXLlcFdX1690Ot0irmPiM5CNhkAF9skK02yAsvIeMvkemc+KTBHDx1kXPCUohEWYBODm/ZqamgcuXbr0C61WuwanW54bX60wzQYoK+8Ri8WGwsLCl8jke3ybz8pbgkZYThoaGs6uWrVqu0Qi2dXf338PjtWaGz5KC2XlPWSMVU5OzrPwpV3Hp5lCfUXQCYtw5syZ3jVr1uyAb5jvdXd3P4kTAc4Nn6SFsvIOsm5gUlJSq1Qq3dnU1HSC63jYIiiFRTh16pReJpM9X1RUdEmlUv1Er9encx0TH+GDtFBW3kFWZE5PTz9UXFz8NB+W4mKToBUWgUwECDevrVu3rqu9vf3lkZERGaTJeF5rFlxKC2XlHWQZLrJ8PFmRmetFTv1BUAvLyYkTJ5qqq6u39vX1vQTZ1jabzYYj42fBhbRQVt6RmJgoz87OfjY1NfUAl8vH+xNBCIvQ2NjYD13Eb8A3UgtI63mDwZDGdUx8w5/SQll5DukCpqWlHYEu4L80NDRc4DoefyIYYRHIT7yhoaG/hGzr3KVLl36q0+lWYxfxevwhLZSV50gkkqukCxgTE/MyyEpwBSgoYRGmx2s13XLLLVs0Gs3zCoVih8ViieU6Lj7BprRQVp5BLrGBLuCF/Pz8586dO3eEDJbmOiYuEJywnDQ1NQ1BF/GZ0tLSerlc/qPR0VEpDjT9AjakhbLyjMjIyPGcnJy/ZGRkvNDc3BwUl9h4imCFRZj+FXH/2rVrWwcHB/+1r69vO2Rb0VzHxRd8KS2UlfuQrCohIeGz3NzcH0BGtR9kZeU6Jq4RtLCcnDx5Ul5eXv6EVCp9V6VSvaDT6Urx3Nbn+EJaKCv3EYvFxuzs7D2ZmZkvQm9AwXU8fAGFNU1bWxv59tq7atWqj0ZGRr4D2dY/mEwmnK4mxDtpoazcg8ywkJycfB6yqhesVut7ICvBZ1UzQWHNglzWA5Xmn2Uy2QG5XP59kNcau90u+OsRPZEWyso9YmJihnNycn6flJT0CmT9g1zHw0dQWHMwfdHo0XXr1n2i1Wp3QLb1T3q9PlfoJ+XdkRbKynUiIyMtqamp70NW9ePTp09/BPVsguuY+AoKi8KJEyd0cPOf1dXV7/T39z+rVqsfEHo30RVpoaxcg3T/EhMTP4Ws6icRERH7T506FVRTwbABCssFGhsbL9fW1j4BqfoeyLa+DVlXrdVqFXMdF1fQpIWyYobMrBAXF6fKzs7+bUZGxh/r6+sHuI4pUEBhucj0tVofymSyM+np6V9SqVTPjI6OVgr1/NZc0kJZMRMdHa3NzMz8K2yvkC9CruMJNFBYbjI9g+ObGzZs+AC6iPfD9hSIq0SIK1E7pbVr166pxzt37kRZzYNEItGTKWAgqyIn1M92dnYKcqS6t6CwPOSDDz7Qws1vampqDkAX8aH+/v6vQWNdLDRxEUHt2LGD6zB4C4jKkJKS8kFWVtYrDofjVFNTk43rmAIZFJaXNDQ0qOHmZ+vXr98zMDCwHcT1CDTiJUITF3I9JKMiMypAVvXL8fHxU6dPn8bxVD4AheUjjh49Sq7xevmOO+54A6R1L2w7DAbDMpvNhmUsIKKjo4dBUu8lJyf/LmRqWN8ZzKh8CDYmH/P+++/3w80vN2zY8MbQ0NCmwcHBxyDjWmU2m6O4jg1hB3LNX2xsbC9kVAeSkpL+u6Wlpa27uxvPUbEACoslps9x/eWee+7Z19vbWzU6OvooCKwWugfJQh+AGixERkbaY2JiyDiqNzIyMv525MiRbq5jCnZQWCxz4MAB8qviB/AtXL9mzZrSkZGRbQMDA1uMRqMUuouCHBIR6EC3T5eSktIEWdX/SKXSE3v37tVyHZNQQGH5iekJ19rItmXLll90dnaug67iP5BZTzHr4j9isdgeFRXVnpWV9Q50+/4K2VWbUOZR5xMoLA7Yv38/ubD1Lci69kHWVQLi+lJ/f/+XLBZLOchLwnV8yOeQS2egy9cP2dRJiUSyu6io6DRkzMNcxyVkUFgcMn2R9VTWtXXr1lflcnkFSIv8wni71WqVmkwmXN3Hz5AT6CApTUJCwifx8fF1eXl5zYcPH+6anlob4RgUFk/Yt2+fAW6ayHbfffclX7lyZRkIbYtKpaq22+0lkHnhr4wsIRKJJiCDGgRJnYPt7czMzFPHjh270tvbi10+noHC4iHTJ3E/JNvdd9+dqFAoSuH+Bsi8brXZbGVjY2NJOCOqd4CgrCCq7vT09NbQ0NB90N07D5lUJ0gKhyPwGBQWzzl06BCZ4qaZbOXl5ZHw7b+ku7u7PDw8/G4Q2FJ4vshoNEbhSXs6ERERJIsaioyMbM/IyGgG4R8tKyu7XFdXhzMlBBAorABiehrntultD+k6KpVKIqzl0G3coFariyBbKITuY6zD4RC0wEBOdsigBsRicUdWVlarwWA4UlFR0XPgwIEujUaDXb0ABYUVwEx3Hcl2BrbfPvTQQ4kgsELoQuYlJiZugO6N1Gq15sPfMsk5sGDtRoKUHFFRUaPQXZZDBqqE+81wv6WkpKT/4MGDPSAo7OYFCSisIOL1118n3cdPprd9YcD27duzOzo6sgYHB7NTUlJqtFpt0dDQUCo08jzIwhJBZBGBIjKIeQJkZIRsUg1dvP6cnBzSnWu5evXq2eXLlw9DN1kx/eMFEqSgsIIYEBGZG7x3eiO8Tf7ZtGlTTFxcXG5PT0+iXC5fAA2/cnJysnR4eDgVspEYEEMaNP4keC4aMpVIs9kcxvY5MhDQJBmcCcc1w0O9yWQaIllTenq6AWJVjI6OfgKi6oGsyZiUlKR+8803B3Q6Hc59LjBQWALk8OHDRrj5bMZT7znvyGSyiLKysjTIWpIgG4vu6+uLBJHFFhUVlUskksXwkkKLxZIJXc0FcCsBmYmNRmMEkRpkbCEglVDYyHimEJDPlIhEItFkdHS0AzYLSMkCIhqDW5IRKeG1nSDJiyMjI/KFCxfaQFBmEJIBRDlUV1c372yAe/bsYbGEEL7y/wHk2XG+H9Y4ewAAAABJRU5ErkJggg==</Swatch> </swatchLibrary> </Fixture>