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Chromlech Elidy-Big (Chromlech_Elidy-Big.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Elidy-Big" ShortName="Elidy-Big" Company="Chromlech" Version="5"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>e3feafeb-3eb1-466e-9578-50afc4496a8e</Thumbnail> <History Date="12-07-13" Author="Peter Budd" Comment="Created" Version="1" /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="2" /> <History Date="04-09-16" Author="Nic Morris" Comment="Created from Chromlech Elidy (split for Capture)" Version="3" /> <History Date="24-05-17" Author="Peter Budd" Comment="Corrected the Cell Layout on request from customer." Version="4" /> <History Date="17-07-24" Author="Nic Morris" Comment="Added Animation modes. Added product thumbnail." Version="5" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="59e45927-8850-4ee5-8360-88dc8c02f8d3" /> <Control> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Intensity="0~0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="5~66" Intensity="0~0" /> <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="132~193" Intensity="0~0" /> <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="70~131" Intensity="0~0" /> <Function ID="5" Name="Rnd Pulse" Display="'Rnd Pulse %.f%%',0~100" Dmx="194~255" Intensity="0~0" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Round White" Display="'Round White %.f%%',0~100" Dmx="0~64" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Round Black" Display="'Round Black %.f%%',0~100" Dmx="65~128" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Square White" Display="'Square White %.f%%',0~100" Dmx="129~191" Iris="0~0" Zoom="0~0" /> <Function ID="4" Name="Square Black" Display="'Square Black %.f%%',0~100" Dmx="192~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Mix_A/B" Name="Mix A/B" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="A - > A+B" Display="'A - > A+B %.1f%%',0.0~100.0" Dmx="0~127" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="A+B" Display="'A+B'" Dmx="128~128" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="A+B -> B" Display="'A+B -> B %.1f%%',0.0~100.0" Dmx="129~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Mix_Type" Name="Mix Type" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Crossfade" Display="'Crossfade'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Manual fade" Display="'Manual fade'" Dmx="8~15" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="White fade" Display="'White fade'" Dmx="16~23" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Black fade" Display="'Black fade'" Dmx="24~31" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Mask" Display="'Mask'" Dmx="32~39" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="A NOR B" Display="'A NOR B'" Dmx="40~47" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="B NOR A" Display="'B NOR A'" Dmx="48~55" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="8" Name="XOR" Display="'XOR'" Dmx="56~63" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="9" Name="Reserved" Display="'Reserved %.f',64~255" Dmx="64~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Bank_A" Name="Bank A" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Factory GIF 1" Display="'Factory GIF 1'" Dmx="3~5" /> <Function ID="3" Name="Factory GIF 2" Display="'Factory GIF 2'" Dmx="6~8" /> <Function ID="4" Name="Factory GIF 3" Display="'Factory GIF 3'" Dmx="9~11" /> <Function ID="5" Name="Factory GIF 4" Display="'Factory GIF 4'" Dmx="12~14" /> <Function ID="6" Name="Factory GIF 5" Display="'Factory GIF 5'" Dmx="15~17" /> <Function ID="7" Name="Factory GIF 6" Display="'Factory GIF 6'" Dmx="18~20" /> <Function ID="8" Name="Factory GIF 7" Display="'Factory GIF 7'" Dmx="21~23" /> <Function ID="9" Name="Factory GIF 8" Display="'Factory GIF 8'" Dmx="24~26" /> <Function ID="10" Name="Factory GIF 9" Display="'Factory GIF 9'" Dmx="27~29" /> <Function ID="11" Name="Factory GIF 10" Display="'Factory GIF 10'" Dmx="30~32" /> <Function ID="12" Name="Factory GIF 11" Display="'Factory GIF 11'" Dmx="33~35" /> <Function ID="13" Name="Factory GIF 12" Display="'Factory GIF 12'" Dmx="36~38" /> <Function ID="14" Name="Factory GIF 13" Display="'Factory GIF 13'" Dmx="39~41" /> <Function ID="15" Name="Factory GIF 14" Display="'Factory GIF 14'" Dmx="42~44" /> <Function ID="16" Name="Factory GIF 15" Display="'Factory GIF 15'" Dmx="45~47" /> <Function ID="17" Name="Factory GIF 16" Display="'Factory GIF 16'" Dmx="48~50" /> <Function ID="18" Name="Factory GIF 17" Display="'Factory GIF 17'" Dmx="51~53" /> <Function ID="19" Name="Factory GIF 18" Display="'Factory GIF 18'" Dmx="54~56" /> <Function ID="20" Name="Factory GIF 19" Display="'Factory GIF 19'" Dmx="57~59" /> <Function ID="21" Name="Factory GIF 20" Display="'Factory GIF 20'" Dmx="60~62" /> <Function ID="22" Name="Factory GIF 21" Display="'Factory GIF 21'" Dmx="63~65" /> <Function ID="23" Name="Factory GIF 22" Display="'Factory GIF 22'" Dmx="66~68" /> <Function ID="24" Name="Factory GIF 23" Display="'Factory GIF 23'" Dmx="69~71" /> <Function ID="25" Name="Factory GIF 24" Display="'Factory GIF 24'" Dmx="72~74" /> <Function ID="26" Name="Factory GIF 25" Display="'Factory GIF 25'" Dmx="75~77" /> <Function ID="27" Name="Factory GIF 26" Display="'Factory GIF 26'" Dmx="78~80" /> <Function ID="28" Name="Factory GIF 27" Display="'Factory GIF 27'" Dmx="81~83" /> <Function ID="29" Name="Factory GIF 28" Display="'Factory GIF 28'" Dmx="84~86" /> <Function ID="30" Name="Factory GIF 29" Display="'Factory GIF 29'" Dmx="87~89" /> <Function ID="31" Name="Factory GIF 30" Display="'Factory GIF 30'" Dmx="90~92" /> <Function ID="32" Name="Factory GIF 31" Display="'Factory GIF 31'" Dmx="93~95" /> <Function ID="33" Name="Factory GIF 32" Display="'Factory GIF 32'" Dmx="96~98" /> <Function ID="34" Name="Factory GIF 33" Display="'Factory GIF 33'" Dmx="99~101" /> <Function ID="35" Name="Factory GIF 34" Display="'Factory GIF 34'" Dmx="102~104" /> <Function ID="36" Name="Factory GIF 35" Display="'Factory GIF 35'" Dmx="105~107" /> <Function ID="37" Name="Factory GIF 36" Display="'Factory GIF 36'" Dmx="108~110" /> <Function ID="38" Name="Factory GIF 37" Display="'Factory GIF 37'" Dmx="111~113" /> <Function ID="39" Name="Factory GIF 38" Display="'Factory GIF 38'" Dmx="114~116" /> <Function ID="40" Name="Factory GIF 39" Display="'Factory GIF 39'" Dmx="117~119" /> <Function ID="41" Name="Factory GIF 40" Display="'Factory GIF 40'" Dmx="120~122" /> <Function ID="42" Name="Factory GIF 41" Display="'Factory GIF 41'" Dmx="123~125" /> <Function ID="43" Name="Factory GIF 42" Display="'Factory GIF 42'" Dmx="126~128" /> <Function ID="44" Name="Factory GIF 43" Display="'Factory GIF 43'" Dmx="129~131" /> <Function ID="45" Name="Factory GIF 44" Display="'Factory GIF 44'" Dmx="132~134" /> <Function ID="46" Name="Factory GIF 45" Display="'Factory GIF 45'" Dmx="135~137" /> <Function ID="47" Name="Factory GIF 46" Display="'Factory GIF 46'" Dmx="138~140" /> <Function ID="48" Name="Factory GIF 47" Display="'Factory GIF 47'" Dmx="141~143" /> <Function ID="49" Name="Factory GIF 48" Display="'Factory GIF 48'" Dmx="144~146" /> <Function ID="50" Name="Factory GIF 49" Display="'Factory GIF 49'" Dmx="147~149" /> <Function ID="51" Name="Factory GIF 50" Display="'Factory GIF 50'" Dmx="150~152" /> <Function ID="52" Name="Factory GIF 51" Display="'Factory GIF 51'" Dmx="153~155" /> <Function ID="53" Name="Factory GIF 52" Display="'Factory GIF 52'" Dmx="156~158" /> <Function ID="54" Name="Factory GIF 53" Display="'Factory GIF 53'" Dmx="159~161" /> <Function ID="55" Name="Factory GIF 54" Display="'Factory GIF 54'" Dmx="162~164" /> <Function ID="56" Name="Factory GIF 55" Display="'Factory GIF 55'" Dmx="165~167" /> <Function ID="57" Name="Factory GIF 56" Display="'Factory GIF 56'" Dmx="168~170" /> <Function ID="58" Name="Factory GIF 57" Display="'Factory GIF 57'" Dmx="171~173" /> <Function ID="59" Name="Factory GIF 58" Display="'Factory GIF 58'" Dmx="174~176" /> <Function ID="60" Name="Factory GIF 59" Display="'Factory GIF 59'" Dmx="177~179" /> <Function ID="61" Name="Factory GIF 60" Display="'Factory GIF 60'" Dmx="180~182" /> <Function ID="62" Name="Factory GIF 61" Display="'Factory GIF 61'" Dmx="183~185" /> <Function ID="63" Name="Factory GIF 62" Display="'Factory GIF 62'" Dmx="186~188" /> <Function ID="64" Name="Factory GIF 63" Display="'Factory GIF 63'" Dmx="189~191" /> <Function ID="65" Name="Factory GIF 64" Display="'Factory GIF 64'" Dmx="192~194" /> <Function ID="66" Name="User GIF 1" Display="'User GIF 1'" Dmx="195~197" /> <Function ID="67" Name="User GIF 2" Display="'User GIF 2'" Dmx="198~200" /> <Function ID="68" Name="User GIF 3" Display="'User GIF 3'" Dmx="201~203" /> <Function ID="69" Name="User GIF 4" Display="'User GIF 4'" Dmx="204~206" /> <Function ID="70" Name="User GIF 5" Display="'User GIF 5'" Dmx="207~209" /> <Function ID="71" Name="User GIF 6" Display="'User GIF 6'" Dmx="210~212" /> <Function ID="72" Name="User GIF 7" Display="'User GIF 7'" Dmx="213~215" /> <Function ID="73" Name="User GIF 8" Display="'User GIF 8'" Dmx="216~218" /> <Function ID="74" Name="User GIF 9" Display="'User GIF 9'" Dmx="219~221" /> <Function ID="75" Name="User GIF 10" Display="'User GIF 10'" Dmx="222~224" /> <Function ID="76" Name="User GIF 11" Display="'User GIF 11'" Dmx="225~227" /> <Function ID="77" Name="User GIF 12" Display="'User GIF 12'" Dmx="228~230" /> <Function ID="78" Name="User GIF 13" Display="'User GIF 13'" Dmx="231~233" /> <Function ID="79" Name="User GIF 14" Display="'User GIF 14'" Dmx="234~236" /> <Function ID="80" Name="User GIF 15" Display="'User GIF 15'" Dmx="237~239" /> <Function ID="81" Name="User GIF 16" Display="'User GIF 16'" Dmx="240~242" /> <Function ID="82" Name="User GIF 17" Display="'User GIF 17'" Dmx="243~245" /> <Function ID="83" Name="User GIF 18" Display="'User GIF 18'" Dmx="246~248" /> <Function ID="84" Name="User GIF 19" Display="'User GIF 19'" Dmx="249~251" /> <Function ID="85" Name="User GIF 20" Display="'User GIF 20'" Dmx="252~255" /> </Attribute> <Attribute ID="Bank_A_Speed" Name="Bank A Speed" Description="" Group="G"> <Locate Locate="2:50" PowerOn="2:50" /> <Function ID="1" Name="Pause" Display="'Pause'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="2~126" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Stop/ Synchro" Display="'Stop/ Synchro'" Dmx="127~128" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="129~252" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Stop - Flash Sync" Display="'Stop - Flash Sync'" Dmx="253~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Bank_B" Name="Bank B" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Factory GIF 1" Display="'Factory GIF 1'" Dmx="3~5" /> <Function ID="3" Name="Factory GIF 2" Display="'Factory GIF 2'" Dmx="6~8" /> <Function ID="4" Name="Factory GIF 3" Display="'Factory GIF 3'" Dmx="9~11" /> <Function ID="5" Name="Factory GIF 4" Display="'Factory GIF 4'" Dmx="12~14" /> <Function ID="6" Name="Factory GIF 5" Display="'Factory GIF 5'" Dmx="15~17" /> <Function ID="7" Name="Factory GIF 6" Display="'Factory GIF 6'" Dmx="18~20" /> <Function ID="8" Name="Factory GIF 7" Display="'Factory GIF 7'" Dmx="21~23" /> <Function ID="9" Name="Factory GIF 8" Display="'Factory GIF 8'" Dmx="24~26" /> <Function ID="10" Name="Factory GIF 9" Display="'Factory GIF 9'" Dmx="27~29" /> <Function ID="11" Name="Factory GIF 10" Display="'Factory GIF 10'" Dmx="30~32" /> <Function ID="12" Name="Factory GIF 11" Display="'Factory GIF 11'" Dmx="33~35" /> <Function ID="13" Name="Factory GIF 12" Display="'Factory GIF 12'" Dmx="36~38" /> <Function ID="14" Name="Factory GIF 13" Display="'Factory GIF 13'" Dmx="39~41" /> <Function ID="15" Name="Factory GIF 14" Display="'Factory GIF 14'" Dmx="42~44" /> <Function ID="16" Name="Factory GIF 15" Display="'Factory GIF 15'" Dmx="45~47" /> <Function ID="17" Name="Factory GIF 16" Display="'Factory GIF 16'" Dmx="48~50" /> <Function ID="18" Name="Factory GIF 17" Display="'Factory GIF 17'" Dmx="51~53" /> <Function ID="19" Name="Factory GIF 18" Display="'Factory GIF 18'" Dmx="54~56" /> <Function ID="20" Name="Factory GIF 19" Display="'Factory GIF 19'" Dmx="57~59" /> <Function ID="21" Name="Factory GIF 20" Display="'Factory GIF 20'" Dmx="60~62" /> <Function ID="22" Name="Factory GIF 21" Display="'Factory GIF 21'" Dmx="63~65" /> <Function ID="23" Name="Factory GIF 22" Display="'Factory GIF 22'" Dmx="66~68" /> <Function ID="24" Name="Factory GIF 23" Display="'Factory GIF 23'" Dmx="69~71" /> <Function ID="25" Name="Factory GIF 24" Display="'Factory GIF 24'" Dmx="72~74" /> <Function ID="26" Name="Factory GIF 25" Display="'Factory GIF 25'" Dmx="75~77" /> <Function ID="27" Name="Factory GIF 26" Display="'Factory GIF 26'" Dmx="78~80" /> <Function ID="28" Name="Factory GIF 27" Display="'Factory GIF 27'" Dmx="81~83" /> <Function ID="29" Name="Factory GIF 28" Display="'Factory GIF 28'" Dmx="84~86" /> <Function ID="30" Name="Factory GIF 29" Display="'Factory GIF 29'" Dmx="87~89" /> <Function ID="31" Name="Factory GIF 30" Display="'Factory GIF 30'" Dmx="90~92" /> <Function ID="32" Name="Factory GIF 31" Display="'Factory GIF 31'" Dmx="93~95" /> <Function ID="33" Name="Factory GIF 32" Display="'Factory GIF 32'" Dmx="96~98" /> <Function ID="34" Name="Factory GIF 33" Display="'Factory GIF 33'" Dmx="99~101" /> <Function ID="35" Name="Factory GIF 34" Display="'Factory GIF 34'" Dmx="102~104" /> <Function ID="36" Name="Factory GIF 35" Display="'Factory GIF 35'" Dmx="105~107" /> <Function ID="37" Name="Factory GIF 36" Display="'Factory GIF 36'" Dmx="108~110" /> <Function ID="38" Name="Factory GIF 37" Display="'Factory GIF 37'" Dmx="111~113" /> <Function ID="39" Name="Factory GIF 38" Display="'Factory GIF 38'" Dmx="114~116" /> <Function ID="40" Name="Factory GIF 39" Display="'Factory GIF 39'" Dmx="117~119" /> <Function ID="41" Name="Factory GIF 40" Display="'Factory GIF 40'" Dmx="120~122" /> <Function ID="42" Name="Factory GIF 41" Display="'Factory GIF 41'" Dmx="123~125" /> <Function ID="43" Name="Factory GIF 42" Display="'Factory GIF 42'" Dmx="126~128" /> <Function ID="44" Name="Factory GIF 43" Display="'Factory GIF 43'" Dmx="129~131" /> <Function ID="45" Name="Factory GIF 44" Display="'Factory GIF 44'" Dmx="132~134" /> <Function ID="46" Name="Factory GIF 45" Display="'Factory GIF 45'" Dmx="135~137" /> <Function ID="47" Name="Factory GIF 46" Display="'Factory GIF 46'" Dmx="138~140" /> <Function ID="48" Name="Factory GIF 47" Display="'Factory GIF 47'" Dmx="141~143" /> <Function ID="49" Name="Factory GIF 48" Display="'Factory GIF 48'" Dmx="144~146" /> <Function ID="50" Name="Factory GIF 49" Display="'Factory GIF 49'" Dmx="147~149" /> <Function ID="51" Name="Factory GIF 50" Display="'Factory GIF 50'" Dmx="150~152" /> <Function ID="52" Name="Factory GIF 51" Display="'Factory GIF 51'" Dmx="153~155" /> <Function ID="53" Name="Factory GIF 52" Display="'Factory GIF 52'" Dmx="156~158" /> <Function ID="54" Name="Factory GIF 53" Display="'Factory GIF 53'" Dmx="159~161" /> <Function ID="55" Name="Factory GIF 54" Display="'Factory GIF 54'" Dmx="162~164" /> <Function ID="56" Name="Factory GIF 55" Display="'Factory GIF 55'" Dmx="165~167" /> <Function ID="57" Name="Factory GIF 56" Display="'Factory GIF 56'" Dmx="168~170" /> <Function ID="58" Name="Factory GIF 57" Display="'Factory GIF 57'" Dmx="171~173" /> <Function ID="59" Name="Factory GIF 58" Display="'Factory GIF 58'" Dmx="174~176" /> <Function ID="60" Name="Factory GIF 59" Display="'Factory GIF 59'" Dmx="177~179" /> <Function ID="61" Name="Factory GIF 60" Display="'Factory GIF 60'" Dmx="180~182" /> <Function ID="62" Name="Factory GIF 61" Display="'Factory GIF 61'" Dmx="183~185" /> <Function ID="63" Name="Factory GIF 62" Display="'Factory GIF 62'" Dmx="186~188" /> <Function ID="64" Name="Factory GIF 63" Display="'Factory GIF 63'" Dmx="189~191" /> <Function ID="65" Name="Factory GIF 64" Display="'Factory GIF 64'" Dmx="192~194" /> <Function ID="66" Name="User GIF 1" Display="'User GIF 1'" Dmx="195~197" /> <Function ID="67" Name="User GIF 2" Display="'User GIF 2'" Dmx="198~200" /> <Function ID="68" Name="User GIF 3" Display="'User GIF 3'" Dmx="201~203" /> <Function ID="69" Name="User GIF 4" Display="'User GIF 4'" Dmx="204~206" /> <Function ID="70" Name="User GIF 5" Display="'User GIF 5'" Dmx="207~209" /> <Function ID="71" Name="User GIF 6" Display="'User GIF 6'" Dmx="210~212" /> <Function ID="72" Name="User GIF 7" Display="'User GIF 7'" Dmx="213~215" /> <Function ID="73" Name="User GIF 8" Display="'User GIF 8'" Dmx="216~218" /> <Function ID="74" Name="User GIF 9" Display="'User GIF 9'" Dmx="219~221" /> <Function ID="75" Name="User GIF 10" Display="'User GIF 10'" Dmx="222~224" /> <Function ID="76" Name="User GIF 11" Display="'User GIF 11'" Dmx="225~227" /> <Function ID="77" Name="User GIF 12" Display="'User GIF 12'" Dmx="228~230" /> <Function ID="78" Name="User GIF 13" Display="'User GIF 13'" Dmx="231~233" /> <Function ID="79" Name="User GIF 14" Display="'User GIF 14'" Dmx="234~236" /> <Function ID="80" Name="User GIF 15" Display="'User GIF 15'" Dmx="237~239" /> <Function ID="81" Name="User GIF 16" Display="'User GIF 16'" Dmx="240~242" /> <Function ID="82" Name="User GIF 17" Display="'User GIF 17'" Dmx="243~245" /> <Function ID="83" Name="User GIF 18" Display="'User GIF 18'" Dmx="246~248" /> <Function ID="84" Name="User GIF 19" Display="'User GIF 19'" Dmx="249~251" /> <Function ID="85" Name="User GIF 20" Display="'User GIF 20'" Dmx="252~255" /> </Attribute> <Attribute ID="Bank_B_Speed" Name="Bank B Speed" Description="" Group="G"> <Locate Locate="2:50" PowerOn="2:50" /> <Function ID="1" Name="Pause" Display="'Pause'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="2~126" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Stop/ Synchro" Display="'Stop/ Synchro'" Dmx="127~128" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="129~252" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Stop - Flash Sync" Display="'Stop - Flash Sync'" Dmx="253~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Symmetry" Name="Symmetry" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Symmetry (No Rot)" Display="'No Symmetry (No Rot)'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Horizontal (No Rot)" Display="'Horizontal (No Rot)'" Dmx="32~63" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Vertical (No Rot)" Display="'Vertical (No Rot)'" Dmx="64~95" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="H+V (No Rot)" Display="'H+V (No Rot)'" Dmx="96~127" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="No Symmetry (90° Rot)" Display="'No Symmetry (90° Rot)'" Dmx="128~159" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Horizontal (90° Rot)" Display="'Horizontal (90° Rot)'" Dmx="160~191" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Vertical (90° Rot)" Display="'Vertical (90° Rot)'" Dmx="192~223" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="8" Name="H+V (90° Rot)" Display="'H+V (90° Rot)'" Dmx="224~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Effect" Name="Effect" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Negative" Display="'Negative'" Dmx="8~14" /> <Function ID="3" Name="Symmetry" Display="'Symmetry'" Dmx="15~23" /> <Function ID="4" Name="Blur" Display="'Blur'" Dmx="24~31" /> <Function ID="5" Name="Index A" Display="'Index A'" Dmx="32~39" /> <Function ID="6" Name="Index B" Display="'Index B'" Dmx="40~47" /> <Function ID="7" Name="Iris Round FX 1" Display="'Iris Round FX 1'" Dmx="48~55" /> <Function ID="8" Name="Iris Round FX 2" Display="'Iris Round FX 2'" Dmx="56~63" /> <Function ID="9" Name="Iris Round FX 3" Display="'Iris Round FX 3'" Dmx="64~71" /> <Function ID="10" Name="Iris Round FX 4" Display="'Iris Round FX 4'" Dmx="72~79" /> <Function ID="11" Name="Iris Square FX 1" Display="'Iris Square FX 1'" Dmx="80~87" /> <Function ID="12" Name="Iris Square FX 2" Display="'Iris Square FX 2'" Dmx="88~95" /> <Function ID="13" Name="Iris Square FX 3" Display="'Iris Square FX 3'" Dmx="96~103" /> <Function ID="14" Name="Iris Square FX 4" Display="'Iris Square FX 4'" Dmx="104~111" /> <Function ID="15" Name="Reserved" Display="'Reserved %.f',112~255" Dmx="112~255" /> </Attribute> <Attribute ID="Effect_Value" Name="Effect Value" 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="Fade_Out" Name="Fade Out" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Normal" Display="'Normal %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Fade Out+Low Voltage FX" Display="'Fade Out+Low Voltage FX %.1f%%',0.0~100.0" Dmx="128~254" /> <Function ID="3" Name="Low Voltage FX" Display="'Low Voltage FX'" Dmx="255~255" /> </Attribute> </Control> <Mode Name="Pixel, 225 DMX" Channels="225" Id="5d271b57-5237-45e8-8521-570d8d8c135d"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="bab8f9f0-ed00-4112-b3e4-91ca83dfec22" /> <Include /> <Cells> <Master> <Attribute 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</Swatch> </swatchLibrary> </Fixture>