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Martin MAC Ultra Performance (Martin_MAC Ultra Performance.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="MAC Ultra Performance" ShortName="Ultra Perf" Company="Martin" Version="9"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>2f02a2d2-db03-4396-a096-3d65b5bf7159</Thumbnail> <History Date="23-03-21" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="30-03-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <History Date="19-12-21" Author="Nic Morris" Comment="Updated in line with firmware 1.5.0 in response to manufacturer request (adds keylight control functions/macros. adds discreet FX functions. adds Extended mode with 16bit iris and framing. renamed existing mode to Basic)" Version="2" /> <History Date="22-12-21" Author="Nic Morris" Comment="Added Extended mode Atlabase ID and updated basic to v1.5.0" Version="5" /> <History Date="03-05-22" Author="Nic Morris" Comment="Updated in line with firmware 1.6.0 in response to manufacturer request (adds colour mode control functions/macros)." Version="7" /> <History Date="27-02-23" Author="Nic Morris" Comment="Updated in line with firmware v2.0.0 (manual rev E) (adds gobo scroll and extended gamut colour mode control function/macro)" Version="8" /> <History Date="27-01-24" Author="Nic Morris" Comment="Corrected middle gobo rotate stop end dmx value (16bit value typo)" Version="9" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="935371db-c20b-4914-a094-b7a5154a659f" /> <Control> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="20~49" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="50~200" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="211~255" /> </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" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" /> </Attribute> <Attribute ID="CTC" Name="CTC" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTC C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,240,200" /> </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" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Colour1Func'==1" /> <Condition Name="Index" ID="8,9,10,11,12,13,14" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="15,16,17,18" If="'Colour1Func'==3" /> <Condition Name="Random" ID="19,20,21,22" If="'Colour1Func'==4" /> <Else ID="23" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Spectral Enhancement" Display="'Spectral Enhancement'" Dmx="161~163" WheelPosition="1" Colour="255,255,255" /> <Function ID="3" Name="Blue" Display="'Blue'" Dmx="164~166" WheelPosition="2" Colour="0,0,255" /> <Function ID="4" Name="Deep Green" Display="'Deep Green'" Dmx="167~169" WheelPosition="3" Colour="0,200,0" /> <Function ID="5" Name="Orange" Display="'Orange'" Dmx="170~172" WheelPosition="4" Colour="255,128,0" /> <Function ID="6" Name="Navy Blue" Display="'Navy Blue'" Dmx="173~175" WheelPosition="5" Colour="0,0,200" /> <Function ID="7" Name="Deep Red" Display="'Deep Red'" Dmx="176~178" WheelPosition="6" Colour="200,0,0" /> <Function ID="8" Name="Op - SE" Display="'Op - SE %.f%%',0~100" Dmx="0~15" WheelPosition="0" Colour="255,255,255" /> <Function ID="9" Name="SE - Blu" Display="'SE - Blu %.f%%',0~100" Dmx="15~30" WheelPosition="1" Colour="255,255,255" /> <Function ID="10" Name="Blu - D Grn" Display="'Blu - D Grn %.f%%',0~100" Dmx="30~45" WheelPosition="2" Colour="0,0,255" /> <Function ID="11" Name="D Grn - Org" Display="'D Grn - Org %.f%%',0~100" Dmx="45~60" WheelPosition="3" Colour="0,200,0" /> <Function ID="12" Name="Org - N Blu" Display="'Org - N Blu %.f%%',0~100" Dmx="60~75" WheelPosition="4" Colour="255,128,0" /> <Function ID="13" Name="N Blu - D Rd" Display="'N Blu - D Rd %.f%%',0~100" Dmx="75~90" WheelPosition="5" Colour="0,0,200" /> <Function ID="14" Name="D Rd - Op" Display="'D Rd - Op %.f%%',0~100" Dmx="90~105" WheelPosition="6" Colour="200,0,0" /> <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="215~221" Colour="0,0,0" /> <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="193~214" Colour="0,0,0" /> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="215~221" Colour="0,0,0" /> <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="223~243" Colour="0,0,0" /> <Function ID="19" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="20" Name="Rand Slow" Display="'Rand Slow'" Dmx="252~255" Colour="255,255,255" /> <Function ID="21" Name="Rand Med" Display="'Rand Med'" Dmx="248~251" Colour="255,255,255" /> <Function ID="22" Name="Rand Fast" Display="'Rand Fast'" Dmx="244~247" Colour="255,255,255" /> <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" 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" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="4" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> </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" 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"> <Swatch>d85cb011-285a-471e-a334-aeee96be80a6</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Time Ripples)" Display="'Gobo 1 (Time Ripples)'" Dmx="10~14" WheelPosition="1"> <Swatch>6442de6b-9b39-4dea-ac29-bff169017f46</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Look Sharper)" Display="'Gobo 2 (Look Sharper)'" Dmx="15~19" WheelPosition="2"> <Swatch>00a82115-e59b-47e2-9970-f598bf0afebe</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Compass)" Display="'Gobo 3 (Compass)'" Dmx="20~24" WheelPosition="3"> <Swatch>64dc9410-d965-4bbb-aa43-dceb29a6736a</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Deep Space)" Display="'Gobo 4 (Deep Space)'" Dmx="25~29" WheelPosition="4"> <Swatch>c97e530e-addb-477c-8ef9-693f7acbdae1</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Radar)" Display="'Gobo 5 (Radar)'" Dmx="30~34" WheelPosition="5"> <Swatch>361fcb37-96a1-438f-b64b-d0a8e05799a4</Swatch> </Function> <Function ID="7" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>d85cb011-285a-471e-a334-aeee96be80a6</Swatch> </Function> <Function ID="8" Name="Gobo 1 (Time Ripples)" Display="'Gobo 1 (Time Ripples)'" Dmx="35~39" WheelPosition="1"> <Swatch>6442de6b-9b39-4dea-ac29-bff169017f46</Swatch> </Function> <Function ID="9" Name="Gobo 2 (Look Sharper)" Display="'Gobo 2 (Look Sharper)'" Dmx="40~44" WheelPosition="2"> <Swatch>00a82115-e59b-47e2-9970-f598bf0afebe</Swatch> </Function> <Function ID="10" Name="Gobo 3 (Compass)" Display="'Gobo 3 (Compass)'" Dmx="45~49" WheelPosition="3"> <Swatch>64dc9410-d965-4bbb-aa43-dceb29a6736a</Swatch> </Function> <Function ID="11" Name="Gobo 4 (Deep Space)" Display="'Gobo 4 (Deep Space)'" Dmx="50~54" WheelPosition="4"> <Swatch>c97e530e-addb-477c-8ef9-693f7acbdae1</Swatch> </Function> <Function ID="12" Name="Gobo 5 (Radar)" Display="'Gobo 5 (Radar)'" Dmx="55~59" WheelPosition="5"> <Swatch>361fcb37-96a1-438f-b64b-d0a8e05799a4</Swatch> </Function> <Function ID="13" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>d85cb011-285a-471e-a334-aeee96be80a6</Swatch> </Function> <Function ID="14" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="60~89" WheelPosition="1"> <Swatch>6442de6b-9b39-4dea-ac29-bff169017f46</Swatch> </Function> <Function ID="15" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="90~119" WheelPosition="2"> <Swatch>00a82115-e59b-47e2-9970-f598bf0afebe</Swatch> </Function> <Function ID="16" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="120~149" WheelPosition="3"> <Swatch>64dc9410-d965-4bbb-aa43-dceb29a6736a</Swatch> </Function> <Function ID="17" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="150~179" WheelPosition="4"> <Swatch>c97e530e-addb-477c-8ef9-693f7acbdae1</Swatch> </Function> <Function ID="18" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="180~209" WheelPosition="5"> <Swatch>361fcb37-96a1-438f-b64b-d0a8e05799a4</Swatch> </Function> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="210~232" /> <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" /> <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Spin" ID="2,3,4,5,6" If="'Gobo1Func'==2" /> <Else ID="7" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" WheelPosition="0" /> <Function ID="2" Name="No Spin 0°" Display="'No Spin 0°'" Dmx="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="601~32130" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="32131~32895" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="32896~64515" /> <Function ID="6" Name="No Spin 90°" Display="'No Spin 90°'" Dmx="65535~65535" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="4" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed Index" ID="1,2,3,4,5,6" If="'Gobo2Func'==1" /> <Condition Name="Fixed Spin" ID="7,8,9,10,11,12" If="'Gobo2Func'==2" /> <Condition Name="Shake" ID="13,14,15,16,17,18" If="'Gobo2Func'==3" /> <Condition Name="Scroll" ID="19,20,21,22" If="'Gobo2Func'==4" /> <Else ID="23" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>d85cb011-285a-471e-a334-aeee96be80a6</Swatch> </Function> <Function ID="2" Name="Gobo 1 (String Theory)" Display="'Gobo 1 (String Theory)'" Dmx="10~14" WheelPosition="1"> <Swatch>49fafa57-eacc-4bdd-9421-d5c3b607705b</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Hazey Waves)" Display="'Gobo 2 (Hazey Waves)'" Dmx="15~19" WheelPosition="2"> <Swatch>761706d2-982e-4444-8669-496541b3392e</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Limbo)" Display="'Gobo 3 (Limbo)'" Dmx="20~24" WheelPosition="3"> <Swatch>5b755a72-03c4-4068-8c5c-e637575225cb</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Up Is Down)" Display="'Gobo 4 (Up Is Down)'" Dmx="25~29" WheelPosition="4"> <Swatch>a2089fdd-422d-4e19-806b-3624baaff5ba</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Brush Up)" Display="'Gobo 5 (Brush Up)'" Dmx="30~34" WheelPosition="5"> <Swatch>6c282355-9d4f-4de6-8986-10df09322bd4</Swatch> </Function> <Function ID="7" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>d85cb011-285a-471e-a334-aeee96be80a6</Swatch> </Function> <Function ID="8" Name="Gobo 1 (String Theory)" Display="'Gobo 1 (String Theory)'" Dmx="35~39" WheelPosition="1"> <Swatch>49fafa57-eacc-4bdd-9421-d5c3b607705b</Swatch> </Function> <Function ID="9" Name="Gobo 2 (Hazey Waves)" Display="'Gobo 2 (Hazey Waves)'" Dmx="40~44" WheelPosition="2"> <Swatch>761706d2-982e-4444-8669-496541b3392e</Swatch> </Function> <Function ID="10" Name="Gobo 3 (Limbo)" Display="'Gobo 3 (Limbo)'" Dmx="45~49" WheelPosition="3"> <Swatch>5b755a72-03c4-4068-8c5c-e637575225cb</Swatch> </Function> <Function ID="11" Name="Gobo 4 (Up Is Down)" Display="'Gobo 4 (Up Is Down)'" Dmx="50~54" WheelPosition="4"> <Swatch>a2089fdd-422d-4e19-806b-3624baaff5ba</Swatch> </Function> <Function ID="12" Name="Gobo 5 (Brush Up)" Display="'Gobo 5 (Brush Up)'" Dmx="55~59" WheelPosition="5"> <Swatch>6c282355-9d4f-4de6-8986-10df09322bd4</Swatch> </Function> <Function ID="13" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>d85cb011-285a-471e-a334-aeee96be80a6</Swatch> </Function> <Function ID="14" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="60~89" WheelPosition="1"> <Swatch>49fafa57-eacc-4bdd-9421-d5c3b607705b</Swatch> </Function> <Function ID="15" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="90~119" WheelPosition="2"> <Swatch>761706d2-982e-4444-8669-496541b3392e</Swatch> </Function> <Function ID="16" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="120~149" WheelPosition="3"> <Swatch>5b755a72-03c4-4068-8c5c-e637575225cb</Swatch> </Function> <Function ID="17" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="150~179" WheelPosition="4"> <Swatch>a2089fdd-422d-4e19-806b-3624baaff5ba</Swatch> </Function> <Function ID="18" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="180~209" WheelPosition="5"> <Swatch>6c282355-9d4f-4de6-8986-10df09322bd4</Swatch> </Function> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="210~232" /> <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" /> <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Spin" ID="2,3,4,5,6" If="'Gobo2Func'==2" /> <Else ID="7" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" WheelPosition="0" /> <Function ID="2" Name="No Spin 0°" Display="'No Spin 0°'" Dmx="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="601~32130" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="32131~32895" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="32896~64515" /> <Function ID="6" Name="No Spin 90°" Display="'No Spin 90°'" Dmx="65535~65535" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Animation_Rot" /> <Function ID="2" Name="Horiz Pos Index" Display="'Horiz Pos Index'" Dmx="6~10" Update="Animation_Rot" /> <Function ID="3" Name="Horiz Pos Spin" Display="'Horiz Pos Spin'" Dmx="11~15" Update="Animation_Rot" /> <Function ID="4" Name="Vert Pos Index" Display="'Vert Pos Index'" Dmx="16~20" Update="Animation_Rot" /> <Function ID="5" Name="Vert Pos Spin" Display="'Vert Pos Spin'" Dmx="21~25" Update="Animation_Rot" /> <Function ID="6" Name="Angled Pos Spin" Display="'Angled Pos Spin'" Dmx="26~110" Update="Animation_Rot" /> <Function ID="7" Name="Angled Pos Vert Index" Display="'Angled Pos Vert Index'" Dmx="111~195" Update="Animation_Rot" /> <Function ID="8" Name="Angled Pos Horiz Index" Display="'Angled Pos Horiz Index'" Dmx="196~255" Update="Animation_Rot" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E"> <Locate Locate="7:0" PowerOn="7:0" /> <Condition Name="Index" ID="1" If="'Animation'==2||'Animation'==4||'Animation'==7||'Animation'==8" /> <Condition Name="Spin" ID="2,3,4,5,6" If="'Animation'==3||'Animation'==5||'Animation'==6" /> <Else ID="7" /> <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" WheelPosition="0" /> <Function ID="2" Name="No Spin 0°" Display="'No Spin 0°'" Dmx="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="3~126" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="127~129" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="130~253" /> <Function ID="6" Name="No Spin 90°" Display="'No Spin 90°'" Dmx="255~255" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </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" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Prism_Rot" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="11~138" Update="Prism_Rot" /> <Function ID="3" Name="Spin" Display="'Spin'" Dmx="139~255" Update="Prism_Rot" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="2" If="'Prism'==2" /> <Condition Name="Spin" ID="3,4,5,6,7" If="'Prism'==3" /> <Else ID="1" /> <Function ID="2" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" WheelPosition="0" /> <Function ID="3" Name="No Spin 0°" Display="'No Spin 0°'" Dmx="0~0" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="3~126" /> <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="127~129" WheelPosition="0" /> <Function ID="6" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="130~253" /> <Function ID="7" Name="No Spin 45°" Display="'No Spin 45°'" Dmx="255~255" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.2f%%',0.00~100.00" Dmx="51400~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="51401~57825" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="57826~59110" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="59111~65535" /> </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" /> </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" /> </Attribute> <Attribute ID="Blade_1" Name="Frame T Pos" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_1_Rot" Name="Frame T Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_2" Name="Frame R Pos" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_2_Rot" Name="Frame R Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_3" Name="Frame B Pos" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_3_Rot" Name="Frame B Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_4" Name="Frame L Pos" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_4_Rot" Name="Frame L Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Frame All Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </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 Colour" Display="'Reset Colour'" Dmx="16~16" /> <Function ID="4" Name="Reset Beam" Display="'Reset Beam'" Dmx="17~17" /> <Function ID="5" Name="Reset P/T" Display="'Reset P/T'" Dmx="18~18" /> <Function ID="6" Name="Dim Linear" Display="'Dim Linear'" Dmx="23~23" /> <Function ID="7" Name="Dim Square" Display="'Dim Square'" Dmx="24~24" /> <Function ID="8" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="25~25" /> <Function ID="9" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="26~26" /> <Function ID="10" Name="P/T Standard" Display="'P/T Standard'" Dmx="27~27" /> <Function ID="11" Name="P/T Fast" Display="'P/T Fast'" Dmx="28~28" /> <Function ID="12" Name="P/T Smooth" Display="'P/T Smooth'" Dmx="29~29" /> <Function ID="13" Name="Effect Shortcut On" Display="'Effect Shortcut On'" Dmx="30~30" /> <Function ID="14" Name="Effect Shortcut Off" Display="'Effect Shortcut Off'" Dmx="31~31" /> <Function ID="15" Name="AutoFocus Off" Display="'AutoFocus Off'" Dmx="32~32" /> <Function ID="16" Name="AutoFocus Near" Display="'AutoFocus Near'" Dmx="33~33" /> <Function ID="17" Name="AutoFocus Med" Display="'AutoFocus Med'" Dmx="34~34" /> <Function ID="18" Name="AutoFocus Far" Display="'AutoFocus Far'" Dmx="35~35" /> <Function ID="19" Name="Video Tracking On" Display="'Video Tracking On'" Dmx="36~36" /> <Function ID="20" Name="Video Tracking Off" Display="'Video Tracking Off'" Dmx="37~37" /> <Function ID="21" Name="Col Mode Extended Gamut" Display="'Col Mode Extended Gamut'" Dmx="38~38" /> <Function ID="22" Name="Col Mode Calibrated" Display="'Col Mode Calibrated'" Dmx="39~39" /> <Function ID="23" Name="Col Mode Raw" Display="'Col Mode Raw'" Dmx="40~40" /> <Function ID="24" Name="Display On" Display="'Display On'" Dmx="52~52" /> <Function ID="25" Name="Display Off" Display="'Display Off'" Dmx="53~53" /> <Function ID="26" Name="Fan Auto" Display="'Fan Auto'" Dmx="54~54" /> <Function ID="27" Name="Fan Full" Display="'Fan Full'" Dmx="55~55" /> <Function ID="28" Name="Fan Med" Display="'Fan Med'" Dmx="56~56" /> <Function ID="29" Name="Fan Low" Display="'Fan Low'" Dmx="57~57" /> <Function ID="30" Name="Fan Ultra Low" Display="'Fan Ultra Low'" Dmx="58~58" /> <Function ID="31" Name="Hibernate On" Display="'Hibernate On'" Dmx="61~61" /> <Function ID="32" Name="Hibernate Off" Display="'Hibernate Off'" Dmx="62~62" /> <Function ID="33" Name="Followspot Mode On" Display="'Followspot Mode On'" Dmx="63~63" /> <Function ID="34" Name="Followspot Mode Off" Display="'Followspot Mode Off'" Dmx="64~64" /> <Function ID="35" Name="P/T Limit On" Display="'P/T Limit On'" Dmx="65~65" /> <Function ID="36" Name="P/T Limit Off" Display="'P/T Limit Off'" Dmx="66~66" /> <Function ID="37" Name="Pan Limit Low" Display="'Pan Limit Low'" Dmx="67~67" /> <Function ID="38" Name="Pan Limit High" Display="'Pan Limit High'" Dmx="68~68" /> <Function ID="39" Name="Tilt Limit Low" Display="'Tilt Limit Low'" Dmx="69~69" /> <Function ID="40" Name="Tilt Limit High" Display="'Tilt Limit High'" Dmx="70~70" /> <Function ID="41" Name="Reset P/T Limit" Display="'Reset P/T Limit'" Dmx="71~71" /> <Function ID="42" Name="Tungsten Emulation On" Display="'Tungsten Emulation On'" Dmx="72~72" /> <Function ID="43" Name="Tungsten Emulation Off" Display="'Tungsten Emulation Off'" Dmx="73~73" /> <Function ID="44" Name="Scene Capture Record" Display="'Scene Capture Record'" Dmx="74~74" /> <Function ID="45" Name="Scene Capture Playback On" Display="'Scene Capture Playback On'" Dmx="75~75" /> <Function ID="46" Name="Scene Capture Playback Off" Display="'Scene Capture Playback Off'" Dmx="76~76" /> <Function ID="47" Name="Gobo CT Correction On" Display="'Gobo CT Correction On'" Dmx="79~79" /> <Function ID="48" Name="Gobo CT Correction Off" Display="'Gobo CT Correction Off'" Dmx="80~80" /> <Function ID="49" Name="Keylight Cal Off" Display="'Keylight Cal Off'" Dmx="87~87" /> <Function ID="50" Name="Keylight Cal Manual" Display="'Keylight Cal Manual'" Dmx="88~88" /> <Function ID="51" Name="Keylight Cal Auto" Display="'Keylight Cal Auto'" Dmx="89~89" /> <Function ID="52" Name="Cal Enable" Display="'Cal Enable'" Dmx="100~100" /> <Function ID="53" Name="Store P/T Cal" Display="'Store P/T Cal'" Dmx="101~101" /> <Function ID="54" Name="Store Dim Cal" Display="'Store Dim Cal'" Dmx="102~102" /> <Function ID="55" Name="Store Cyan Cal" Display="'Store Cyan Cal'" Dmx="103~103" /> <Function ID="56" Name="Store Magenta Cal" Display="'Store Magenta Cal'" Dmx="104~104" /> <Function ID="57" Name="Store Yellow Cal" Display="'Store Yellow Cal'" Dmx="105~105" /> <Function ID="58" Name="Store CTC Cal" Display="'Store CTC Cal'" Dmx="106~106" /> <Function ID="59" Name="Store All CMYC Cal" Display="'Store All CMYC Cal'" Dmx="107~107" /> <Function ID="60" Name="Store Gobo 1 Cal" Display="'Store Gobo 1 Cal'" Dmx="108~108" /> <Function ID="61" Name="Store Gobo 2 Cal" Display="'Store Gobo 2 Cal'" Dmx="109~109" /> <Function ID="62" Name="Store Anim Cal" Display="'Store Anim Cal'" Dmx="110~110" /> <Function ID="63" Name="Store Frame Cal" Display="'Store Frame Cal'" Dmx="111~111" /> <Function ID="64" Name="Store Iris Cal" Display="'Store Iris Cal'" Dmx="112~112" /> <Function ID="65" Name="Store Focus Cal" Display="'Store Focus Cal'" Dmx="113~113" /> <Function ID="66" Name="Store Zoom Cal" Display="'Store Zoom Cal'" Dmx="114~114" /> <Function ID="67" Name="Store Col Cal" Display="'Store Col Cal'" Dmx="115~115" /> <Function ID="68" Name="Start CTO Keylight Cal" Display="'Start CTO Keylight Cal'" Dmx="194~194" /> <Function ID="69" Name="Start Spectral Enhancement Keylight Cal" Display="'Start Spectral Enhancement Keylight Cal'" Dmx="195~195" /> <Function ID="70" Name="Store CTO Keylight Cal" Display="'Store CTO Keylight Cal'" Dmx="196~196" /> <Function ID="71" Name="Store Spectral Enhancement Keylight Cal" Display="'Store Spectral Enhancement Keylight Cal'" Dmx="197~197" /> <Function ID="72" Name="Store All Cal" Display="'Store All Cal'" Dmx="198~198" /> <Function ID="73" Name="Default Cal" Display="'Default Cal'" Dmx="199~199" /> </Attribute> <Attribute ID="P3_Mode" Name="P3 Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="DMX Mode" Display="'DMX Mode'" Dmx="0~0" /> <Function ID="2" Name="DMX->P3" Display="'DMX->P3 %.1f%%',0.0~100.0" Dmx="27~228" /> <Function ID="3" Name="P3 Mode" Display="'P3 Mode'" Dmx="255~255" /> </Attribute> <Attribute ID="FX_1_Func" Name="FX 1 Func" Description="" Group="E" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="FX_1, FX_1_Spd" /> <Function ID="2" Name="Intensity" Display="'Intensity'" Dmx="0~0" Update="FX_1, FX_1_Spd" /> <Function ID="3" Name="Animotion" Display="'Animotion'" Dmx="0~0" Update="FX_1, FX_1_Spd" /> <Function ID="4" Name="Colour" Display="'Colour'" Dmx="0~0" Update="FX_1, FX_1_Spd" /> <Function ID="5" Name="Beam Shaping" Display="'Beam Shaping'" Dmx="0~0" Update="FX_1, FX_1_Spd" /> <Function ID="6" Name="Gobo" Display="'Gobo'" Dmx="0~0" Update="FX_1, FX_1_Spd" /> <Function ID="7" Name="Framing" Display="'Framing'" Dmx="0~0" Update="FX_1, FX_1_Spd" /> <Function ID="8" Name="P/T" Display="'P/T'" Dmx="0~0" Update="FX_1, FX_1_Spd" /> <Function ID="9" Name="PWM Tune" Display="'PWM Tune'" Dmx="0~0" Update="FX_1, FX_1_Spd" /> <Function ID="10" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="FX_1, FX_1_Spd" /> </Attribute> <Attribute ID="FX_1" Name="FX 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Condition Name="No Effect" ID="1" If="'FX_1_Func'==1" /> <Condition Name="Intensity" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17" If="'FX_1_Func'==2" /> <Condition Name="Animotion" ID="18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33" If="'FX_1_Func'==3" /> <Condition Name="Colour" ID="34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62" If="'FX_1_Func'==4" /> <Condition Name="Beam Shaping" ID="63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78" If="'FX_1_Func'==5" /> <Condition Name="Gobo" ID="79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95" If="'FX_1_Func'==6" /> <Condition Name="Framing" ID="96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130" If="'FX_1_Func'==7" /> <Condition Name="P/T" ID="131,132,133,134,135,136,137,138,139,140,141,142,143" If="'FX_1_Func'==8" /> <Condition Name="PWM Tune" ID="144,145" If="'FX_1_Func'==9" /> <Else ID="146" /> <Function ID="1" Name="No Effect" Display="''" Dmx="0~0" /> <Function ID="2" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="3" Name="Strobe Pulse Width" Display="'Strobe Pulse Width'" Dmx="1~1" /> <Function ID="4" Name="Sine Wave" Display="'Sine Wave'" Dmx="2~2" /> <Function ID="5" Name="Step" Display="'Step'" Dmx="3~3" /> <Function ID="6" Name="Pulse" Display="'Pulse'" Dmx="4~4" /> <Function ID="7" Name="Blackout Strobe" Display="'Blackout Strobe'" Dmx="5~5" /> <Function ID="8" Name="2x Strobe" Display="'2x Strobe'" Dmx="6~6" /> <Function ID="9" Name="3x Strobe" Display="'3x Strobe'" Dmx="7~7" /> <Function ID="10" Name="4x Strobe" Display="'4x Strobe'" Dmx="8~8" /> <Function ID="11" Name="Up, Down, Flash" Display="'Up, Down, Flash'" Dmx="9~9" /> <Function ID="12" Name="Up, Flash, Down, Flash" Display="'Up, Flash, Down, Flash'" Dmx="10~10" /> <Function ID="13" Name="Random Levels" Display="'Random Levels'" Dmx="11~11" /> <Function ID="14" Name="Electric Arc" Display="'Electric Arc'" Dmx="12~12" /> <Function ID="15" Name="Atomic Lighting" Display="'Atomic Lighting'" Dmx="13~13" /> <Function ID="16" Name="Thunderstorm" Display="'Thunderstorm'" Dmx="14~14" /> <Function ID="17" Name="Welding" Display="'Welding'" Dmx="15~15" /> <Function ID="18" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="19" Name="Stop Motion" Display="'Stop Motion'" Dmx="32~32" /> <Function ID="20" Name="Movie Flicker" Display="'Movie Flicker'" Dmx="33~33" /> <Function ID="21" Name="Random Dimmers" Display="'Random Dimmers'" Dmx="34~34" /> <Function ID="22" Name="Shakey Dimmers" Display="'Shakey Dimmers'" Dmx="35~35" /> <Function ID="23" Name="Negative Pulse" Display="'Negative Pulse'" Dmx="36~36" /> <Function ID="24" Name="Positive Pulse" Display="'Positive Pulse'" Dmx="37~37" /> <Function ID="25" Name="Radar Wave" Display="'Radar Wave'" Dmx="38~38" /> <Function ID="26" Name="Radar Step" Display="'Radar Step'" Dmx="39~39" /> <Function ID="27" Name="Radar Pulse" Display="'Radar Pulse'" Dmx="40~40" /> <Function ID="28" Name="Odd/Even Wave" Display="'Odd/Even Wave'" Dmx="41~41" /> <Function ID="29" Name="Odd/Even Step" Display="'Odd/Even Step'" Dmx="42~42" /> <Function ID="30" Name="Odd/Even Pulse" Display="'Odd/Even Pulse'" Dmx="43~43" /> <Function ID="31" Name="5-Step Wave" Display="'5-Step Wave'" Dmx="44~44" /> <Function ID="32" Name="5-Step Step" Display="'5-Step Step'" Dmx="45~45" /> <Function ID="33" Name="5-Step Pulse" Display="'5-Step Pulse'" Dmx="46~46" /> <Function ID="34" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="35" Name="Rainbow Wave" Display="'Rainbow Wave'" Dmx="64~64" /> <Function ID="36" Name="Rainbow Step" Display="'Rainbow Step'" Dmx="65~65" /> <Function ID="37" Name="Rainbow Pulse" Display="'Rainbow Pulse'" Dmx="66~66" /> <Function ID="38" Name="RGB Wave" Display="'RGB Wave'" Dmx="67~67" /> <Function ID="39" Name="RGB Step" Display="'RGB Step'" Dmx="68~68" /> <Function ID="40" Name="RGB Pulse" Display="'RGB Pulse'" Dmx="69~69" /> <Function ID="41" Name="CMY Wave" Display="'CMY Wave'" Dmx="70~70" /> <Function ID="42" Name="CMY Step" Display="'CMY Step'" Dmx="71~71" /> <Function ID="43" Name="CMY Pulse" Display="'CMY Pulse'" Dmx="72~72" /> <Function ID="44" Name="Mix to White Wave" Display="'Mix to White Wave'" Dmx="73~73" /> <Function ID="45" Name="Mix to White Step" Display="'Mix to White Step'" Dmx="74~74" /> <Function ID="46" Name="Mix to White Pulse" Display="'Mix to White Pulse'" Dmx="75~75" /> <Function ID="47" Name="Random Mix Wave" Display="'Random Mix Wave'" Dmx="76~76" /> <Function ID="48" Name="Random Mix Step" Display="'Random Mix Step'" Dmx="77~77" /> <Function ID="49" Name="Random Mix Pulse" Display="'Random Mix Pulse'" Dmx="78~78" /> <Function ID="50" Name="Random Subtle Wave" Display="'Random Subtle Wave'" Dmx="79~79" /> <Function ID="51" Name="Red White Blue Fade" Display="'Red White Blue Fade'" Dmx="80~80" /> <Function ID="52" Name="Red White Blue Snaps" Display="'Red White Blue Snaps'" Dmx="81~81" /> <Function ID="53" Name="Full Bumps" Display="'Full Bumps'" Dmx="82~82" /> <Function ID="54" Name="All Bumps" Display="'All Bumps'" Dmx="83~83" /> <Function ID="55" Name="Split Bumps" Display="'Split Bumps'" Dmx="84~84" /> <Function ID="56" Name="Random Split Bumps" Display="'Random Split Bumps'" Dmx="85~85" /> <Function ID="57" Name="Colour Shaker" Display="'Colour Shaker'" Dmx="86~86" /> <Function ID="58" Name="Fire" Display="'Fire'" Dmx="87~87" /> <Function ID="59" Name="Water" Display="'Water'" Dmx="88~88" /> <Function ID="60" Name="Ice" Display="'Ice'" Dmx="89~89" /> <Function ID="61" Name="Hot and Cold" Display="'Hot and Cold'" Dmx="90~90" /> <Function ID="62" Name="Warm and Fuzzy" Display="'Warm and Fuzzy'" Dmx="91~91" /> <Function ID="63" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="64" Name="Iris Wave" Display="'Iris Wave'" Dmx="96~96" /> <Function ID="65" Name="Iris Step" Display="'Iris Step'" Dmx="97~97" /> <Function ID="66" Name="Iris Pulse" Display="'Iris Pulse'" Dmx="98~98" /> <Function ID="67" Name="Zoom Wave" Display="'Zoom Wave'" Dmx="99~99" /> <Function ID="68" Name="Zoom Step" Display="'Zoom Step'" Dmx="100~100" /> <Function ID="69" Name="Zoom Pulse" Display="'Zoom Pulse'" Dmx="101~101" /> <Function ID="70" Name="Random Size Wave" Display="'Random Size Wave'" Dmx="102~102" /> <Function ID="71" Name="Random Size Step" Display="'Random Size Step'" Dmx="103~103" /> <Function ID="72" Name="Random Size Pulse" Display="'Random Size Pulse'" Dmx="104~104" /> <Function ID="73" Name="Prism Quarter Tick Tock" Display="'Prism Quarter Tick Tock'" Dmx="105~105" /> <Function ID="74" Name="Prism Half Tick Tock" Display="'Prism Half Tick Tock'" Dmx="106~106" /> <Function ID="75" Name="Prism Full Tick Tock" Display="'Prism Full Tick Tock'" Dmx="107~107" /> <Function ID="76" Name="Beam Spash" Display="'Beam Spash'" Dmx="108~108" /> <Function ID="77" Name="Beam Splash Invert" Display="'Beam Splash Invert'" Dmx="109~109" /> <Function ID="78" Name="Pin to Flood" Display="'Pin to Flood'" Dmx="110~110" /> <Function ID="79" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="80" Name="Gobo 1 Tick Tick Tick" Display="'Gobo 1 Tick Tick Tick'" Dmx="128~128" /> <Function ID="81" Name="Gobo 1 Quarter Tick Tock" Display="'Gobo 1 Quarter Tick Tock'" Dmx="129~129" /> <Function ID="82" Name="Gobo 1 Half Tick Tock" Display="'Gobo 1 Half Tick Tock'" Dmx="130~130" /> <Function ID="83" Name="Gobo 1 Full Tick Tock" Display="'Gobo 1 Full Tick Tock'" Dmx="131~131" /> <Function ID="84" Name="Gobo 1 Fade Spin Zoom" Display="'Gobo 1 Fade Spin Zoom'" Dmx="132~132" /> <Function ID="85" Name="Gobo 1 Twist" Display="'Gobo 1 Twist'" Dmx="133~133" /> <Function ID="86" Name="Gobo 1 Expand Twist" Display="'Gobo 1 Expand Twist'" Dmx="134~134" /> <Function ID="87" Name="Gobo 1 Collapse Twist" Display="'Gobo 1 Collapse Twist'" Dmx="135~135" /> <Function ID="88" Name="Gobo 2 Tick Tick Tick" Display="'Gobo 2 Tick Tick Tick'" Dmx="136~136" /> <Function ID="89" Name="Gobo 2 Quarter Tick Tock" Display="'Gobo 2 Quarter Tick Tock'" Dmx="137~137" /> <Function ID="90" Name="Gobo 2 Half Tick Tock" Display="'Gobo 2 Half Tick Tock'" Dmx="138~138" /> <Function ID="91" Name="Gobo 2 Full Tick Tock" Display="'Gobo 2 Full Tick Tock'" Dmx="139~139" /> <Function ID="92" Name="Gobo 2 Fade Spin Zoom" Display="'Gobo 2 Fade Spin Zoom'" Dmx="140~140" /> <Function ID="93" Name="Gobo 2 Twist" Display="'Gobo 2 Twist'" Dmx="141~141" /> <Function ID="94" Name="Gobo 2 Expand Twist" Display="'Gobo 2 Expand Twist'" Dmx="142~142" /> <Function ID="95" Name="Gobo 2 Collapse Twist" Display="'Gobo 2 Collapse Twist'" Dmx="143~143" /> <Function ID="96" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="97" Name="Vertical Bar Slim" Display="'Vertical Bar Slim'" Dmx="161~161" /> <Function ID="98" Name="Vertical Bar Med" Display="'Vertical Bar Med'" Dmx="162~162" /> <Function ID="99" Name="Vertical Bar Large" Display="'Vertical Bar Large'" Dmx="163~163" /> <Function ID="100" Name="Horizontal Bar Slim" Display="'Horizontal Bar Slim'" Dmx="164~164" /> <Function ID="101" Name="Horizontal Bar Med" Display="'Horizontal Bar Med'" Dmx="165~165" /> <Function ID="102" Name="Horizontal Bar Large" Display="'Horizontal Bar Large'" Dmx="166~166" /> <Function ID="103" Name="Small Square" Display="'Small Square'" Dmx="167~167" /> <Function ID="104" Name="Med Square" Display="'Med Square'" Dmx="168~168" /> <Function ID="105" Name="Large Square" Display="'Large Square'" Dmx="169~169" /> <Function ID="106" Name="Small Horizontal Rectangle" Display="'Small Horizontal Rectangle'" Dmx="170~170" /> <Function ID="107" Name="Med Horizontal Rectangle" Display="'Med Horizontal Rectangle'" Dmx="171~171" /> <Function ID="108" Name="Large Horizontal Rectangle" Display="'Large Horizontal Rectangle'" Dmx="172~172" /> <Function ID="109" Name="Small Vertical Rectangle" Display="'Small Vertical Rectangle'" Dmx="173~173" /> <Function ID="110" Name="Med Vertical Rectangle" Display="'Med Vertical Rectangle'" Dmx="174~174" /> <Function ID="111" Name="Large Vertical Rectangle" Display="'Large Vertical Rectangle'" Dmx="175~175" /> <Function ID="112" Name="Small Parallelogram Left" Display="'Small Parallelogram Left'" Dmx="176~176" /> <Function ID="113" Name="Med Parallelogram Left" Display="'Med Parallelogram Left'" Dmx="177~177" /> <Function ID="114" Name="Small Parallelogram Right" Display="'Small Parallelogram Right'" Dmx="178~178" /> <Function ID="115" Name="Med Parallelogram Right" Display="'Med Parallelogram Right'" Dmx="179~179" /> <Function ID="116" Name="Vertical Bar Slim to Horizontal Bar Slim" Display="'Vertical Bar Slim to Horizontal Bar Slim'" Dmx="180~180" /> <Function ID="117" Name="Vertical Bar Med to Horizontal Bar Med" Display="'Vertical Bar Med to Horizontal Bar Med'" Dmx="181~181" /> <Function ID="118" Name="Vertical Bar Large to Horizontal Bar Large" Display="'Vertical Bar Large to Horizontal Bar Large'" Dmx="182~182" /> <Function ID="119" Name="Vertical Bar Slim to Med Square" Display="'Vertical Bar Slim to Med Square'" Dmx="183~183" /> <Function ID="120" Name="Vertical Bar Med to Med Square" Display="'Vertical Bar Med to Med Square'" Dmx="184~184" /> <Function ID="121" Name="Horizontal Bar Slim to Med Square" Display="'Horizontal Bar Slim to Med Square'" Dmx="185~185" /> <Function ID="122" Name="Horizontal Bar Med to Med Square" Display="'Horizontal Bar Med to Med Square'" Dmx="186~186" /> <Function ID="123" Name="Med Square to Med Horizontal Rectangle" Display="'Med Square to Med Horizontal Rectangle'" Dmx="187~187" /> <Function ID="124" Name="Med Square to Med Vertical Rectangle" Display="'Med Square to Med Vertical Rectangle'" Dmx="188~188" /> <Function ID="125" Name="Med Square to Large Horizontal Rectangle" Display="'Med Square to Large Horizontal Rectangle'" Dmx="189~189" /> <Function ID="126" Name="Med Square to Large Vertical Rectangle" Display="'Med Square to Large Vertical Rectangle'" Dmx="190~190" /> <Function ID="127" Name="Small Square to Small Parallelogram Left" Display="'Small Square to Small Parallelogram Left'" Dmx="191~191" /> <Function ID="128" Name="Med Square to Med Parallelogram Left" Display="'Med Square to Med Parallelogram Left'" Dmx="192~192" /> <Function ID="129" Name="Small Square to Small Parallelogram Right" Display="'Small Square to Small Parallelogram Right'" Dmx="193~193" /> <Function ID="130" Name="Med Square to Med Parallelogram Right" Display="'Med Square to Med Parallelogram Right'" Dmx="194~194" /> <Function ID="131" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="132" Name="Circle Small" Display="'Circle Small'" Dmx="224~224" /> <Function ID="133" Name="Circle Med" Display="'Circle Med'" Dmx="225~225" /> <Function ID="134" Name="Circle Large" Display="'Circle Large'" Dmx="226~226" /> <Function ID="135" Name="Figure 8 Small" Display="'Figure 8 Small'" Dmx="227~227" /> <Function ID="136" Name="Figure 8 Med" Display="'Figure 8 Med'" Dmx="228~228" /> <Function ID="137" Name="Figure 8 Large" Display="'Figure 8 Large'" Dmx="229~229" /> <Function ID="138" Name="Diagonal Line Small" Display="'Diagonal Line Small'" Dmx="230~230" /> <Function ID="139" Name="Diagonal Line Med" Display="'Diagonal Line Med'" Dmx="231~231" /> <Function ID="140" Name="Diagonal Line Large" Display="'Diagonal Line Large'" Dmx="232~232" /> <Function ID="141" Name="Square Small" Display="'Square Small'" Dmx="233~233" /> <Function ID="142" Name="Square Med" Display="'Square Med'" Dmx="234~234" /> <Function ID="143" Name="Square Large" Display="'Square Large'" Dmx="235~235" /> <Function ID="144" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="145" Name="PWM Tune" Display="'PWM Tune'" Dmx="255~255" /> <Function ID="146" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="FX_1_Spd" Name="FX 1 Spd" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Condition Name="No Effect" ID="1" If="'FX_1_Func'==1" /> <Condition Name="Speed" ID="2,3,4" If="'FX_1_Func'>1&&'FX_1_Func'<9" /> <Condition Name="Frequency" ID="5" If="'FX_1_Func'==9" /> <Else ID="6" /> <Function ID="1" Name="No Effect" Display="''" Dmx="0~0" WheelPosition="0" /> <Function ID="2" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="255~130" /> <Function ID="3" Name="Stop" Display="'Stop'" Dmx="128~128" WheelPosition="0" /> <Function ID="4" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="126~0" /> <Function ID="5" Name="Frequency" Display="'%.f',0~255" Dmx="0~255" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="FX_2_Func" Name="FX 2 Func" Description="" Group="E" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="FX_2_Spd, FX_2" /> <Function ID="2" Name="Intensity" Display="'Intensity'" Dmx="0~0" Update="FX_2_Spd, FX_2" /> <Function ID="3" Name="Animotion" Display="'Animotion'" Dmx="0~0" Update="FX_2_Spd, FX_2" /> <Function ID="4" Name="Colour" Display="'Colour'" Dmx="0~0" Update="FX_2_Spd, FX_2" /> <Function ID="5" Name="Beam Shaping" Display="'Beam Shaping'" Dmx="0~0" Update="FX_2_Spd, FX_2" /> <Function ID="6" Name="Gobo" Display="'Gobo'" Dmx="0~0" Update="FX_2_Spd, FX_2" /> <Function ID="7" Name="P/T" Display="'P/T'" Dmx="0~0" Update="FX_2_Spd, FX_2" /> <Function ID="8" Name="FX1 Y-Axis Control" Display="'FX1 Y-Axis Control'" Dmx="0~0" Update="FX_2_Spd, FX_2" /> <Function ID="9" Name="PWM Tune" Display="'PWM Tune'" Dmx="0~0" Update="FX_2_Spd, FX_2" /> <Function ID="10" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="FX_2_Spd, FX_2" /> </Attribute> <Attribute ID="FX_2" Name="FX 2" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Condition Name="No Effect" ID="1" If="'FX_2_Func'==1" /> <Condition Name="Intensity" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17" If="'FX_2_Func'==2" /> <Condition Name="Animotion" ID="18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33" If="'FX_2_Func'==3" /> <Condition Name="Colour" ID="34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62" If="'FX_2_Func'==4" /> <Condition Name="Beam Shaping" ID="63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78" If="'FX_2_Func'==5" /> <Condition Name="Gobo" ID="79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95" If="'FX_2_Func'==6" /> <Condition Name="P/T" ID="96,97,98,99,100,101,102,103,104,105,106,107,108" If="'FX_2_Func'==7" /> <Condition Name="FX1 Y-Axis Control" ID="109,110" If="'FX_2_Func'==8" /> <Condition Name="PWM Tune" ID="111,112" If="'FX_2_Func'==9" /> <Else ID="113" /> <Function ID="1" Name="No Effect" Display="''" Dmx="0~0" /> <Function ID="2" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="3" Name="Strobe Pulse Width" Display="'Strobe Pulse Width'" Dmx="1~1" /> <Function ID="4" Name="Sine Wave" Display="'Sine Wave'" Dmx="2~2" /> <Function ID="5" Name="Step" Display="'Step'" Dmx="3~3" /> <Function ID="6" Name="Pulse" Display="'Pulse'" Dmx="4~4" /> <Function ID="7" Name="Blackout Strobe" Display="'Blackout Strobe'" Dmx="5~5" /> <Function ID="8" Name="2x Strobe" Display="'2x Strobe'" Dmx="6~6" /> <Function ID="9" Name="3x Strobe" Display="'3x Strobe'" Dmx="7~7" /> <Function ID="10" Name="4x Strobe" Display="'4x Strobe'" Dmx="8~8" /> <Function ID="11" Name="Up, Down, Flash" Display="'Up, Down, Flash'" Dmx="9~9" /> <Function ID="12" Name="Up, Flash, Down, Flash" Display="'Up, Flash, Down, Flash'" Dmx="10~10" /> <Function ID="13" Name="Random Levels" Display="'Random Levels'" Dmx="11~11" /> <Function ID="14" Name="Electric Arc" Display="'Electric Arc'" Dmx="12~12" /> <Function ID="15" Name="Atomic Lighting" Display="'Atomic Lighting'" Dmx="13~13" /> <Function ID="16" Name="Thunderstorm" Display="'Thunderstorm'" Dmx="14~14" /> <Function ID="17" Name="Welding" Display="'Welding'" Dmx="15~15" /> <Function ID="18" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="19" Name="Stop Motion" Display="'Stop Motion'" Dmx="32~32" /> <Function ID="20" Name="Movie Flicker" Display="'Movie Flicker'" Dmx="33~33" /> <Function ID="21" Name="Random Dimmers" Display="'Random Dimmers'" Dmx="34~34" /> <Function ID="22" Name="Shakey Dimmers" Display="'Shakey Dimmers'" Dmx="35~35" /> <Function ID="23" Name="Negative Pulse" Display="'Negative Pulse'" Dmx="36~36" /> <Function ID="24" Name="Positive Pulse" Display="'Positive Pulse'" Dmx="37~37" /> <Function ID="25" Name="Radar Wave" Display="'Radar Wave'" Dmx="38~38" /> <Function ID="26" Name="Radar Step" Display="'Radar Step'" Dmx="39~39" /> <Function ID="27" Name="Radar Pulse" Display="'Radar Pulse'" Dmx="40~40" /> <Function ID="28" Name="Odd/Even Wave" Display="'Odd/Even Wave'" Dmx="41~41" /> <Function ID="29" Name="Odd/Even Step" Display="'Odd/Even Step'" Dmx="42~42" /> <Function ID="30" Name="Odd/Even Pulse" Display="'Odd/Even Pulse'" Dmx="43~43" /> <Function ID="31" Name="5-Step Wave" Display="'5-Step Wave'" Dmx="44~44" /> <Function ID="32" Name="5-Step Step" Display="'5-Step Step'" Dmx="45~45" /> <Function ID="33" Name="5-Step Pulse" Display="'5-Step Pulse'" Dmx="46~46" /> <Function ID="34" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="35" Name="Rainbow Wave" Display="'Rainbow Wave'" Dmx="64~64" /> <Function ID="36" Name="Rainbow Step" Display="'Rainbow Step'" Dmx="65~65" /> <Function ID="37" Name="Rainbow Pulse" Display="'Rainbow Pulse'" Dmx="66~66" /> <Function ID="38" Name="RGB Wave" Display="'RGB Wave'" Dmx="67~67" /> <Function ID="39" Name="RGB Step" Display="'RGB Step'" Dmx="68~68" /> <Function ID="40" Name="RGB Pulse" Display="'RGB Pulse'" Dmx="69~69" /> <Function ID="41" Name="CMY Wave" Display="'CMY Wave'" Dmx="70~70" /> <Function ID="42" Name="CMY Step" Display="'CMY Step'" Dmx="71~71" /> <Function ID="43" Name="CMY Pulse" Display="'CMY Pulse'" Dmx="72~72" /> <Function ID="44" Name="Mix to White Wave" Display="'Mix to White Wave'" Dmx="73~73" /> <Function ID="45" Name="Mix to White Step" Display="'Mix to White Step'" Dmx="74~74" /> <Function ID="46" Name="Mix to White Pulse" Display="'Mix to White Pulse'" Dmx="75~75" /> <Function ID="47" Name="Random Mix Wave" Display="'Random Mix Wave'" Dmx="76~76" /> <Function ID="48" Name="Random Mix Step" Display="'Random Mix Step'" Dmx="77~77" /> <Function ID="49" Name="Random Mix Pulse" Display="'Random Mix Pulse'" Dmx="78~78" /> <Function ID="50" Name="Random Subtle Wave" Display="'Random Subtle Wave'" Dmx="79~79" /> <Function ID="51" Name="Red White Blue Fade" Display="'Red White Blue Fade'" Dmx="80~80" /> <Function ID="52" Name="Red White Blue Snaps" Display="'Red White Blue Snaps'" Dmx="81~81" /> <Function ID="53" Name="Full Bumps" Display="'Full Bumps'" Dmx="82~82" /> <Function ID="54" Name="All Bumps" Display="'All Bumps'" Dmx="83~83" /> <Function ID="55" Name="Split Bumps" Display="'Split Bumps'" Dmx="84~84" /> <Function ID="56" Name="Random Split Bumps" Display="'Random Split Bumps'" Dmx="85~85" /> <Function ID="57" Name="Colour Shaker" Display="'Colour Shaker'" Dmx="86~86" /> <Function ID="58" Name="Fire" Display="'Fire'" Dmx="87~87" /> <Function ID="59" Name="Water" Display="'Water'" Dmx="88~88" /> <Function ID="60" Name="Ice" Display="'Ice'" Dmx="89~89" /> <Function ID="61" Name="Hot and Cold" Display="'Hot and Cold'" Dmx="90~90" /> <Function ID="62" Name="Warm and Fuzzy" Display="'Warm and Fuzzy'" Dmx="91~91" /> <Function ID="63" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="64" Name="Iris Wave" Display="'Iris Wave'" Dmx="96~96" /> <Function ID="65" Name="Iris Step" Display="'Iris Step'" Dmx="97~97" /> <Function ID="66" Name="Iris Pulse" Display="'Iris Pulse'" Dmx="98~98" /> <Function ID="67" Name="Zoom Wave" Display="'Zoom Wave'" Dmx="99~99" /> <Function ID="68" Name="Zoom Step" Display="'Zoom Step'" Dmx="100~100" /> <Function ID="69" Name="Zoom Pulse" Display="'Zoom Pulse'" Dmx="101~101" /> <Function ID="70" Name="Random Size Wave" Display="'Random Size Wave'" Dmx="102~102" /> <Function ID="71" Name="Random Size Step" Display="'Random Size Step'" Dmx="103~103" /> <Function ID="72" Name="Random Size Pulse" Display="'Random Size Pulse'" Dmx="104~104" /> <Function ID="73" Name="Prism Quarter Tick Tock" Display="'Prism Quarter Tick Tock'" Dmx="105~105" /> <Function ID="74" Name="Prism Half Tick Tock" Display="'Prism Half Tick Tock'" Dmx="106~106" /> <Function ID="75" Name="Prism Full Tick Tock" Display="'Prism Full Tick Tock'" Dmx="107~107" /> <Function ID="76" Name="Beam Spash" Display="'Beam Spash'" Dmx="108~108" /> <Function ID="77" Name="Beam Splash Invert" Display="'Beam Splash Invert'" Dmx="109~109" /> <Function ID="78" Name="Pin to Flood" Display="'Pin to Flood'" Dmx="110~110" /> <Function ID="79" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="80" Name="Gobo 1 Tick Tick Tick" Display="'Gobo 1 Tick Tick Tick'" Dmx="128~128" /> <Function ID="81" Name="Gobo 1 Quarter Tick Tock" Display="'Gobo 1 Quarter Tick Tock'" Dmx="129~129" /> <Function ID="82" Name="Gobo 1 Half Tick Tock" Display="'Gobo 1 Half Tick Tock'" Dmx="130~130" /> <Function ID="83" Name="Gobo 1 Full Tick Tock" Display="'Gobo 1 Full Tick Tock'" Dmx="131~131" /> <Function ID="84" Name="Gobo 1 Fade Spin Zoom" Display="'Gobo 1 Fade Spin Zoom'" Dmx="132~132" /> <Function ID="85" Name="Gobo 1 Twist" Display="'Gobo 1 Twist'" Dmx="133~133" /> <Function ID="86" Name="Gobo 1 Expand Twist" Display="'Gobo 1 Expand Twist'" Dmx="134~134" /> <Function ID="87" Name="Gobo 1 Collapse Twist" Display="'Gobo 1 Collapse Twist'" Dmx="135~135" /> <Function ID="88" Name="Gobo 2 Tick Tick Tick" Display="'Gobo 2 Tick Tick Tick'" Dmx="136~136" /> <Function ID="89" Name="Gobo 2 Quarter Tick Tock" Display="'Gobo 2 Quarter Tick Tock'" Dmx="137~137" /> <Function ID="90" Name="Gobo 2 Half Tick Tock" Display="'Gobo 2 Half Tick Tock'" Dmx="138~138" /> <Function ID="91" Name="Gobo 2 Full Tick Tock" Display="'Gobo 2 Full Tick Tock'" Dmx="139~139" /> <Function ID="92" Name="Gobo 2 Fade Spin Zoom" Display="'Gobo 2 Fade Spin Zoom'" Dmx="140~140" /> <Function ID="93" Name="Gobo 2 Twist" Display="'Gobo 2 Twist'" Dmx="141~141" /> <Function ID="94" Name="Gobo 2 Expand Twist" Display="'Gobo 2 Expand Twist'" Dmx="142~142" /> <Function ID="95" Name="Gobo 2 Collapse Twist" Display="'Gobo 2 Collapse Twist'" Dmx="143~143" /> <Function ID="96" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="97" Name="Circle Small" Display="'Circle Small'" Dmx="224~224" /> <Function ID="98" Name="Circle Med" Display="'Circle Med'" Dmx="225~225" /> <Function ID="99" Name="Circle Large" Display="'Circle Large'" Dmx="226~226" /> <Function ID="100" Name="Figure 8 Small" Display="'Figure 8 Small'" Dmx="227~227" /> <Function ID="101" Name="Figure 8 Med" Display="'Figure 8 Med'" Dmx="228~228" /> <Function ID="102" Name="Figure 8 Large" Display="'Figure 8 Large'" Dmx="229~229" /> <Function ID="103" Name="Diagonal Line Small" Display="'Diagonal Line Small'" Dmx="230~230" /> <Function ID="104" Name="Diagonal Line Med" Display="'Diagonal Line Med'" Dmx="231~231" /> <Function ID="105" Name="Diagonal Line Large" Display="'Diagonal Line Large'" Dmx="232~232" /> <Function ID="106" Name="Square Small" Display="'Square Small'" Dmx="233~233" /> <Function ID="107" Name="Square Med" Display="'Square Med'" Dmx="234~234" /> <Function ID="108" Name="Square Large" Display="'Square Large'" Dmx="235~235" /> <Function ID="109" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="110" Name="Enable FX1 Y-Axis Control" Display="'Enable FX1 Y-Axis Control'" Dmx="160~160" /> <Function ID="111" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="112" Name="PWM Tune" Display="'PWM Tune'" Dmx="255~255" /> <Function ID="113" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="FX_2_Spd" Name="FX 2 Spd" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Condition Name="No Effect" ID="1" If="'FX_2_Func'==1" /> <Condition Name="Speed" ID="2,3,4" If="'FX_2_Func'>1&&'FX_2_Func'<8" /> <Condition Name="FX 1 Y-Axis" ID="5" If="'FX_2_Func'==8" /> <Condition Name="Frequency" ID="6" If="'FX_2_Func'==9" /> <Else ID="7" /> <Function ID="1" Name="No Effect" Display="''" Dmx="0~0" WheelPosition="0" /> <Function ID="2" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="255~130" /> <Function ID="3" Name="Stop" Display="'Stop'" Dmx="128~128" WheelPosition="0" /> <Function ID="4" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="126~0" /> <Function ID="5" Name="FX1 Y-Axis" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="6" Name="Frequency" Display="'%.f',0~255" Dmx="0~255" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="FX_Sync" Name="FX Sync" Description="" Group="E"> <Locate Locate="37" PowerOn="37" /> <Function ID="1" Name="No Sync" Display="'No Sync'" Dmx="0~0" /> <Function ID="2" Name="Offset Shift 10°" Display="'Offset Shift 10°'" Dmx="1~1" /> <Function ID="3" Name="Offset Shift 20°" Display="'Offset Shift 20°'" Dmx="2~2" /> <Function ID="4" Name="Offset Shift 30°" Display="'Offset Shift 30°'" Dmx="3~3" /> <Function ID="5" Name="Offset Shift 40°" Display="'Offset Shift 40°'" Dmx="4~4" /> <Function ID="6" Name="Offset Shift 50°" Display="'Offset Shift 50°'" Dmx="5~5" /> <Function ID="7" Name="Offset Shift 60°" Display="'Offset Shift 60°'" Dmx="6~6" /> <Function ID="8" Name="Offset Shift 70°" Display="'Offset Shift 70°'" Dmx="7~7" /> <Function ID="9" Name="Offset Shift 80°" Display="'Offset Shift 80°'" Dmx="8~8" /> <Function ID="10" Name="Offset Shift 90°" Display="'Offset Shift 90°'" Dmx="9~9" /> <Function ID="11" Name="Offset Shift 100°" Display="'Offset Shift 100°'" Dmx="10~10" /> <Function ID="12" Name="Offset Shift 110°" Display="'Offset Shift 110°'" Dmx="11~11" /> <Function ID="13" Name="Offset Shift 120°" Display="'Offset Shift 120°'" Dmx="12~12" /> <Function ID="14" Name="Offset Shift 130°" Display="'Offset Shift 130°'" Dmx="13~13" /> <Function ID="15" Name="Offset Shift 140°" Display="'Offset Shift 140°'" Dmx="14~14" /> <Function ID="16" Name="Offset Shift 150°" Display="'Offset Shift 150°'" Dmx="15~15" /> <Function ID="17" Name="Offset Shift 160°" Display="'Offset Shift 160°'" Dmx="16~16" /> <Function ID="18" Name="Offset Shift 170°" Display="'Offset Shift 170°'" Dmx="17~17" /> <Function ID="19" Name="Offset Shift 180°" Display="'Offset Shift 180°'" Dmx="18~18" /> <Function ID="20" Name="Offset Shift 190°" Display="'Offset Shift 190°'" Dmx="19~19" /> <Function ID="21" Name="Offset Shift 200°" Display="'Offset Shift 200°'" Dmx="20~20" /> <Function ID="22" Name="Offset Shift 210°" Display="'Offset Shift 210°'" Dmx="21~21" /> <Function ID="23" Name="Offset Shift 220°" Display="'Offset Shift 220°'" Dmx="22~22" /> <Function ID="24" Name="Offset Shift 230°" Display="'Offset Shift 230°'" Dmx="23~23" /> <Function ID="25" Name="Offset Shift 240°" Display="'Offset Shift 240°'" Dmx="24~24" /> <Function ID="26" Name="Offset Shift 250°" Display="'Offset Shift 250°'" Dmx="25~25" /> <Function ID="27" Name="Offset Shift 260°" Display="'Offset Shift 260°'" Dmx="26~26" /> <Function ID="28" Name="Offset Shift 270°" Display="'Offset Shift 270°'" Dmx="27~27" /> <Function ID="29" Name="Offset Shift 280°" Display="'Offset Shift 280°'" Dmx="28~28" /> <Function ID="30" Name="Offset Shift 290°" Display="'Offset Shift 290°'" Dmx="29~29" /> <Function ID="31" Name="Offset Shift 300°" Display="'Offset Shift 300°'" Dmx="30~30" /> <Function ID="32" Name="Offset Shift 310°" Display="'Offset Shift 310°'" Dmx="31~31" /> <Function ID="33" Name="Offset Shift 320°" Display="'Offset Shift 320°'" Dmx="32~32" /> <Function ID="34" Name="Offset Shift 330°" Display="'Offset Shift 330°'" Dmx="33~33" /> <Function ID="35" Name="Offset Shift 340°" Display="'Offset Shift 340°'" Dmx="34~34" /> <Function ID="36" Name="Offset Shift 350°" Display="'Offset Shift 350°'" Dmx="35~35" /> <Function ID="37" Name="Sync" Display="'Sync'" Dmx="36~36" /> <Function ID="38" Name="Rand Start" Display="'Rand Start'" Dmx="101~120" /> <Function ID="39" Name="Rand Duration" Display="'Rand Duration'" Dmx="121~140" /> </Attribute> </Control> <Mode Name="Basic, 48 DMX" Channels="48" Id="e9b15507-da2c-42f5-9519-ba456b000e0d"> <Import PearlRef="" 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="766fe720-e22e-4884-bcaf-b7ab7b63e66e" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="Cyan" ChannelOffset="4,5" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="6,7" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="8,9" Wheel="12" /> <Attribute ID="CTC" ChannelOffset="10,11" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="14,15" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="16" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="17,18" Wheel="18" /> <Attribute ID="Animation" ChannelOffset="19" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="20" Wheel="54" /> <Attribute ID="Frost" ChannelOffset="21" Wheel="139" /> <Attribute ID="Prism" ChannelOffset="22" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="23" Wheel="24" /> <Attribute ID="Iris" ChannelOffset="24" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="25,26" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="27,28" Wheel="20" /> <Attribute ID="Blade_1" ChannelOffset="29" Wheel="49" /> <Attribute ID="Blade_1_Rot" ChannelOffset="30" Wheel="50" /> <Attribute ID="Blade_2" ChannelOffset="31" Wheel="51" /> <Attribute ID="Blade_2_Rot" ChannelOffset="32" Wheel="79" /> <Attribute ID="Blade_3" ChannelOffset="33" Wheel="80" /> <Attribute ID="Blade_3_Rot" ChannelOffset="34" Wheel="81" /> <Attribute ID="Blade_4" ChannelOffset="35" Wheel="109" /> <Attribute ID="Blade_4_Rot" ChannelOffset="36" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="37" Wheel="111" /> <Attribute ID="Pan" ChannelOffset="38,39" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="40,41" Wheel="3" /> <Attribute ID="Control" ChannelOffset="42" Wheel="28" /> <Attribute ID="P3_Mode" ChannelOffset="43" Wheel="25" /> <Attribute ID="FX_1_Func" Wheel="82" /> <Attribute ID="FX_1" ChannelOffset="44" Wheel="83" /> <Attribute ID="FX_1_Spd" ChannelOffset="45" Wheel="84" /> <Attribute ID="FX_2_Func" Wheel="112" /> <Attribute ID="FX_2" ChannelOffset="46" Wheel="113" /> <Attribute ID="FX_2_Spd" ChannelOffset="47" Wheel="114" /> <Attribute ID="FX_Sync" ChannelOffset="48" Wheel="142" /> </Include> </Mode> <Mode Name="Extended, 58 DMX" Channels="58" Id="17a35bcb-149d-426a-9ead-4b57b05e92cd"> <Import PearlRef="" 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="f751a916-84a3-441a-a23b-cc6b76c00187" /> <Include> <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" /> <Attribute ID="Cyan" ChannelOffset="4,5" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="6,7" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="8,9" Wheel="12" /> <Attribute ID="CTC" ChannelOffset="10,11" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="14,15" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="16" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="17,18" Wheel="18" /> <Attribute ID="Animation" ChannelOffset="19" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="20" Wheel="54" /> <Attribute ID="Frost" ChannelOffset="21" Wheel="139" /> <Attribute ID="Prism" ChannelOffset="22" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="23" Wheel="24" /> <Attribute ID="Iris" ChannelOffset="24,25" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="26,27" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="28,29" Wheel="20" /> <Attribute ID="Blade_1" ChannelOffset="30,31" Wheel="49" /> <Attribute ID="Blade_1_Rot" ChannelOffset="32,33" Wheel="50" /> <Attribute ID="Blade_2" ChannelOffset="34,35" Wheel="51" /> <Attribute ID="Blade_2_Rot" ChannelOffset="36,37" Wheel="79" /> <Attribute ID="Blade_3" ChannelOffset="38,39" Wheel="80" /> <Attribute ID="Blade_3_Rot" ChannelOffset="40,41" Wheel="81" /> <Attribute ID="Blade_4" ChannelOffset="42,43" Wheel="109" /> <Attribute ID="Blade_4_Rot" ChannelOffset="44,45" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="46,47" Wheel="111" /> <Attribute ID="Pan" ChannelOffset="48,49" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="50,51" Wheel="3" /> <Attribute ID="Control" ChannelOffset="52" Wheel="28" /> <Attribute ID="P3_Mode" ChannelOffset="53" Wheel="25" /> <Attribute ID="FX_1_Func" Wheel="82" /> <Attribute ID="FX_1" ChannelOffset="54" Wheel="83" /> <Attribute ID="FX_1_Spd" ChannelOffset="55" Wheel="84" /> <Attribute ID="FX_2_Func" Wheel="112" /> <Attribute ID="FX_2" ChannelOffset="56" Wheel="113" /> <Attribute ID="FX_2_Spd" ChannelOffset="57" Wheel="114" /> <Attribute ID="FX_Sync" ChannelOffset="58" Wheel="142" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Beam"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:6" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:7" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:8" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:9" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Fast"> <Set Channel="Control:11" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Smooth"> <Set Channel="Control:12" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Effect Shortcut On"> <Set Channel="Control:13" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Effect Shortcut Off"> <Set Channel="Control:14" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="AutoFocus Off"> <Set Channel="Control:15" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="AutoFocus Near"> <Set Channel="Control:16" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="AutoFocus Med"> <Set Channel="Control:17" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="AutoFocus Far"> <Set Channel="Control:18" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Video Tracking On"> <Set Channel="Control:19" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Video Tracking Off"> <Set Channel="Control:20" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col Mode Extended Gamut"> <Set Channel="Control:21" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col Mode Calibrated"> <Set Channel="Control:22" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col Mode Raw"> <Set Channel="Control:23" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:24" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:25" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:26" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Full"> <Set Channel="Control:27" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Med"> <Set Channel="Control:28" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Low"> <Set Channel="Control:29" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Ultra Low"> <Set Channel="Control:30" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Hibernate On"> <Set Channel="Control:31" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Hibernate Off"> <Set Channel="Control:32" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Followspot Mode On"> <Set Channel="Control:33" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Followspot Mode Off"> <Set Channel="Control:34" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Limit On"> <Set Channel="Control:35" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Limit Off"> <Set Channel="Control:36" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Limit Low"> <Set Channel="Control:37" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Limit High"> <Set Channel="Control:38" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Limit Low"> <Set Channel="Control:39" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Limit High"> <Set Channel="Control:40" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T Limit"> <Set Channel="Control:41" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tungsten Emulation On"> <Set Channel="Control:42" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tungsten Emulation Off"> <Set Channel="Control:43" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Scene Capture Record"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Scene Capture Playback On"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Scene Capture Playback Off"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo CT Correction On"> <Set Channel="Control:47" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo CT Correction Off"> <Set Channel="Control:48" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Keylight Cal Off"> <Set Channel="Control:49" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Keylight Cal Manual"> <Set Channel="Control:50" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Keylight Cal Auto"> <Set Channel="Control:51" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Cal Enable"> <Set Channel="Control:52" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store P/T Cal"> <Set Channel="Control:53" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Dim Cal"> <Set Channel="Control:54" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Cyan Cal"> <Set Channel="Control:55" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Magenta Cal"> <Set Channel="Control:56" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Yellow Cal"> <Set Channel="Control:57" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store CTC Cal"> <Set Channel="Control:58" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store All CMYC Cal"> <Set Channel="Control:59" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Gobo 1 Cal"> <Set Channel="Control:60" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Gobo 2 Cal"> <Set Channel="Control:61" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Anim Cal"> <Set Channel="Control:62" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Frame Cal"> <Set Channel="Control:63" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Iris Cal"> <Set Channel="Control:64" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Focus Cal"> <Set Channel="Control:65" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Zoom Cal"> <Set Channel="Control:66" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Col Cal"> <Set Channel="Control:67" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Start CTO Keylight Cal"> <Set Channel="Control:68" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Start Spectral Enhancement Keylight Cal"> <Set Channel="Control:69" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store CTO Keylight Cal"> <Set Channel="Control:70" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store Spectral Enhancement Keylight Cal"> <Set Channel="Control:71" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Store All Cal"> <Set Channel="Control:72" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Default Cal"> <Set Channel="Control:73" 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,Gobo2:7,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1 (Time Ripples)" Number="12" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:7,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2 (Look Sharper)" Number="13" Page="1" SetControl="Gobo1:9,Gobo1Func:2,Gobo2:7,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3 (Compass)" Number="14" Page="1" SetControl="Gobo1:10,Gobo1Func:2,Gobo2:7,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4 (Deep Space)" Number="15" Page="1" SetControl="Gobo1:11,Gobo1Func:2,Gobo2:7,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5 (Radar)" Number="16" Page="1" SetControl="Gobo1:12,Gobo1Func:2,Gobo2:7,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 1 (String Theory)" Number="17" Page="1" SetControl="Gobo2:8,Gobo2Func:2,Gobo1:7,Gobo1Func:2" /> <Palette ID="8" Name="Gobo 2 (Hazey Waves)" Number="18" Page="1" SetControl="Gobo2:9,Gobo2Func:2,Gobo1:7,Gobo1Func:2" /> <Palette ID="9" Name="Gobo 3 (Limbo)" Number="19" Page="1" SetControl="Gobo2:10,Gobo2Func:2,Gobo1:7,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 4 (Up Is Down)" Number="20" Page="1" SetControl="Gobo2:11,Gobo2Func:2,Gobo1:7,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 5 (Brush Up)" Number="0" Page="1" SetControl="Gobo2:12,Gobo2Func:2,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" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </Group> <Group Name="Shutter"> <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" /> <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" /> <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" /> <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" /> <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" /> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" /> </Group> </Palettes> <swatchLibrary> <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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peAKrd7tVqEPfGQbGsRIbTuleyw9/L1RsDdkg7xkeuZhXGigG2WM+lCDUpJNRrhKaSMaYMQEpRK63XkViGVwML45280YoINS86I6aDgQ0AvU/oLBMHf8MiZznLWbpMTR0MYK00lekp1mIYYAb4sBqjd4RSS3iYNkkQ6KpMGTGzBDJj34Mx6DtJBGabMitHhir0GFUNTPkEuIBNwVWhuawZMqER+9Kj5i9ltDMzUGN7WHu9nVe6nmw1DGax4Kz1XBhDfWcZgGWZTGm0Dj0SI+wxEuCpXdFUMZ1sILGa2pcBTkao3gWMlsuYJbD6AVN94Qtf6AS9QVUKAEgGGOpVZenE/dBoWVdmYGWQwpVlPQEYnYSBw5jqaMA+x+gq94d1OCjDPqr6smQ7o2TN9J85Vt8jASAVtEF7tF35I6WNsSm2ATPGxvoOy36QrQhgC901ayWcDkDjbnYZwyZjhnWETMVQoaqe6BUmhDXZVya8MRrmwzyyMGaym2A2MW4COob1YnRT6mQMc5i2AVilDGEpyQEmoRVleOZVtUHoZEDqWgZ/jrk+pxGqAZjTqfoDE6eg/TCiois2TgHY95s4F5p99zKT+QN2O+dlrESPLQ2wxQYNa+hnLXPGXvW6cyFEKFFOmDLvQ+e01BOe8IROxxg0Xol9CPI+RtD53hMmBHIsBlAxjCSRwAjxbICRGKQ+5TPlSlSiGXvlvcKfhANjag+LHhLOzZ1acmPZEO1VLu2ZY1ZjCNkAZkIcU7seTaZfaDqJSwy46Dvzmtq9Rsu+jPVB7T1+ZNmNJEsBbFHvsvtn1gYNdSIhzYCVBiQ0TA0wtSk1Iszks7xVXUpHKiXIjGgJFXMMl/DXV13XVKDEVHSSLA9TMZ0u/Vf4VLuKSRqUFHwWOKX4PlcOkpqTLA0z+DcHkBhgCdmpyrvPq0X5LFZToAUsjDSXTSQONp7c4Q536JhXaJXA+L1r2OiLjcs6H3ApVAMg4C0DLuUN7Rua7mqOHfOD23u78TL1sWUZzL7F2VvLCG7eVS+9sUSYRkmBkgEXjSUhUIl3wwGEsCITIoyznsrqUlmQa6tp1SwpZLoWMJRTONiAZ7teaQADrAZGaAEUk+BKDwaWCZtCERbMplp9LYOlxbSN42AwYhowtFMVXl0O804VjiUV7lcYVtfjHES5eUgay6Q3JgfuckVHmAvDZfPwXNPX9CeHqBc9VmbsYeB1c689G2CLecbnzHmvkGNQhSmMVFvObmBCgIFwcwDBLAWW7qemBCxZpYAJhLOk2MBmAAh9bAdwNJkJbxZwAS3BbABKwGMbjqBqL4xmwhwzYDh/AzBMJbMExOzgVr9SIRciDTjgaZtrpH3aos1Ax4nG9kJKEMwoYE6AdM/Y0fcKiYCnlFICi4kIKwUXA1jhvm9PQ489p+2z98ydr1yGwaRos3Zci/9EpjAkfa+NQEfzBlS1XnqtTqOEQJwDDXBiJlYuF1a+EDpiwGItuzKDzSAGkTfGDKywRxTXxUz6CSgNpiwSyGRhyhF+LznAwHSXZAGwOA8DJu11L1hHEiOrDIAMGCPsMw1ls0jNnDHCH6B8JyYFVJmja7vGkKneyw7NTtBoy5oZCmUYWab+0Y+m3MqMuTIYgIV7D72htFkAWxxEsvesFremgMiDpdF9pvOJX4MqJAlFpob8n7YQQmktA6MgWC6TxjhAGEHN6AagTMWeduONAK7z+qrkycAyH5jlPQBCxFvoqE2pFylpACJTXKUtDSpNxNwDh0g2q91MqJOhYm1hNXWz0gAJ8AAbQwKv4jBH6ltfFuN4sltljDl1tT7Tt8K8MA7kGND9YbUR27sdh4PmHLgyl8GccjP7IBKeShOMrWYwn6bDDSIzJygUJBW3XAZbYcCyOi4DtfyFNuozNS7XENYkF3U4YcSxfZK+z/Wxm7BsQBV0lRhoKAkCltJO2XDCnrBJ2/F0Ap6ZynLfqv20YybGMZGwBpxYIXWz0rCkTBhgs2gR8LUdsPuMFsT86mxLzDEezzgyp+UI2kmuKHDrv5FKPyzAxPWnrj8JsMX5XJNHKKFxXqdybWA1dqywqraD0mWDPMYcoAHXuW4Q+xhgWihLmwlkiw69f8gMML0yBC7faxWFIir9pKiKPQA2GZTw7l60yRIgOgggebhBFS6BqdRyHATIyAOiX/2Pub5BNCEN+HWWhulcF1BSHMbcNnroQxmhvZilSRaIfVl03z0uY8K+fk/ixDB4tOiI7QobU+eTzWGwA+Y0lNBVbHTTBsvPIaMrFDXTcRHHTFiVxRG6RLROVnUHDAMku5MMAB/NZHDUmGgh4UkbeP1QxwMLcNGAhLkQqGhaDjyQC2u8WWcrWQAOkY3p3KukgaXUIrQBA2YDthjGwkbaCES1YWca0f27H8BRg+OcGM2glwAjL/SdPhqyaDf31DeHWZvv4UiZZlMm0jfGQuY6YrBxzbE3jAJswV6TJwsKaQYEI2AfYWZIf2E6IUiGFgOwZDBqMTqPDuP9qtPKGUoLUmiDS4MZgGSj0nmUTldhur7EIsZbMQVQeal91bUpYRizEvwyVMKbR0smanOvPi/jzSbY8tA5YBUeDXTkQGlCsDIBM8i0UJgfi2MWmXZEt/6pV3UwjsOxFWRluPqYFJgDMM6INWlSod14qunNWEF8jSkWm2KwSfZShuBhmAB18y6hpW/OS+MJYQKZl2Y1gfpSBDqjibCVDIcBV7bpAx5PJ9wNqpAi5AE0AY1lAAdzJGkAvsxDEuVAZlC1pxbHtCOPxkZ0kWmZsTAEiASxQUkNKYkDBnaKDo0l++ybYKYz6UYmtAqlsYRgfWwzS58BL4b3/YCp/TJgUmHusnGsSBMbs3K6jAn7E9N2oyw2CLDFac6T7KWKLlWWzfBwnmNwarPagYcLTzqaiAYamoqILtfAAwWGy41JFoQgusT3AYwwyetU97NCAoiADPNhRNXvOnUHmr5QxaxecE2Akq6zoRWxLEc3lc7B0m5LdIQrg5/DVfrMPQj9gBZ2UrA1D6n8MQQuDqQ/yAkMy2nU/zjQnGK7MKptCtx9CyKF7yxhKmc8KsNilxk6/XqMwSZXM/IWHUD70B7EuHBSsxe2EvaAyMQskOlQJqz5bL0spV4rZcpFuEwYxFjqU1ioDImYzfwhJli2LoQ56a2cGTZkvJqzYIyScWLuB3sYbExCx6nzjRkNCbA5bhM4Ve+HnEH4Bi7hPsyon8vyzZDRlhzWPC5nsBqjvg/tyUaVocWQhcHK7r3f1ffLxUMOji84KuOdqF9IpGXMH2blANNZ6lwq6AYlh4/wmhQkc7ZCDUodJ8PCVICseOp9luhgSb93HfWq2lS0+wa+NsxrQlqopY+EbgnCGLhoSNV5yUQ5yRxTbFVb4nQGh7i3BW7K3J/VsVjF/KMaF73ZB0wAkdXqX0wFCPodqLGgsShXf9SfFWH0t/51fQmMf6eGpw1+5ydnK7f+DdhNYabvYRFDDKb4Mlr3AphssyJCDb5GEqOmZwhWHmz6Q1y3hDk1INmNDsVG6LcEpRIE6peJuW5pOhUjYC3f1QeuXGPK61TxCXRt4gScRU3L4BLXBsvvOEUJfsziZVDrs1aJewVXTEQbKmUIMVMT3KQFUKtnkQwAIHvUN65XG60m2yQllFN8B9MvmEd9jnHSbCSOYXcgoy3ze0zIsdQBfd71OB9GHArPlcEKzBxPsx8PYItn/+w5dUXUquOUI8yFCYEaKOVG8XSBrIQnYROdEo8n1r1HyEzFngGm0Cj02czgPXQUvSYbkjILN6ZS6Aad0FevARJgHDMhN0dh6mj6BRvrVHoxh8sN7YM0EGWBE5v4fCboZY+Aoz+GjHiXlGAuMw60H+DLmiVMWAT7lYfpMf8nR2ScHECpRvYOjAQ+VgMsACVJAiRFXFoQO+Z3+lj/2hTsnuhdjM455m4bXNieLXYeXT9bqY/BFFVnPftHp2qMtNi/c+CazCy0quBIMMv0ypRZx/A4GajPMp/VWUKDwZeN+R1w0gveKxUnOOkuDJi5wZjvc12T30PmPTJXIFJf05mAhjVzFCahLCscWlosfMQwnRWmWWum7aZ9SIbyoODSZLN0JAdSc6oNi3FYTqWNpUbVt5nTdK+WdnOEAEJ/igocvAyxQMhB4xiYTLvN4UqKgIsckZn2lVQmDGZg5zjLMfoAdtu5V9T5efAArzdIdY2GxsJ0dabFFCl9HiAJciAqd/voHBO5KufCLY9G5TJML2ALwHQMIEsgsrFhyJQ5DII6Ef1ooP00SNgBk9J4ViiMmXqZZEUbsUW0DHD4fd98ngTFyhGlECxdgsv11BJjOSTFwAvf5cJKUcP1sR5Hi0NjJOzss+WxAjJkiUG5Nk8E0P+0l6kw00/A3Acu/QG0fXOphcHOMMAWz1vcZewKQ4auyxNpTGYTwoAnBA4JRdmYOJ8TC+vCoJsFpGRjwq3MVfkAuNRw0D3GAFjgqM+OqPdGAiytKJSaFvJ5msQgYmNMqWA5lepjW/pNSGeAgMXUvui2GuRAKMsGCqG4XB5DTBvwenABRb/oQ0yDpVwHAxvwcu+C5ALoSJE6m1Qb9H0lgCVLTKh2LVFG22uj5TCtGqb2jxzpuQsMlc+7rBnMOuHR5y2aotHxmSqJBVwag7IV/zJnSHD7/dCASQK8DDIGwgS18Xh6hrB3Ld8HCGo12AhgdDrtselm2kG0OoCuER60ialQSyTKeh2xTBMqVQgbUxVwusmke2pcGBjwsRBnqzNRjiCs5WyJ8hwK1+Ag2mOapjZ1P2wqQgAih9RP+pUjy1QxE43lPqJpY6QGjZflT7XRtPqtbxud32NEhViyxLLvETPgMLSpPlQDbLdmwmgUN9E3bcIMjsq7mXgAU0RUIB0DWEyoqbfTp5pv4NA3inZdAyxbwm46xgC7fsQrPaVcAbgGNqshMEK9QkHbDByhL6ucShCYzsZ4vhs782yZne/rK3MIP5hCCSHgShgVsk13kRNDfQTwpd4kCYRY9yIs6meJV9/coe8AxvoERZYl2MYNMDE4J5bBAyUZoR7nGvpwxuNwYOj4AFscXjJ5UClPyo6W+mYAj74AAg2lN4BimVNx6rpPJm0NGhCUC/aAgffLWMvpDEyHRYVUQtnfdJhwLEzUmSeAAS2gjE2U95nvcJ/6hdOpq/VZmDU/TXkBpe/Vb8oaU9+LrRReMRl2VurB7DJ1+lF9ri6JYDbXlwzUKzkwv+SBDsOSgEVDE/n6KhtWSADsTn4IzxOnXl8LlnJ4SslgDr2YfMa1TlCjsRLVoIfSAcnAEvM8Wd1LKl2Daw6TlYaaDaKbop0YfZRzKIRAg5bH5ulIIt9niP5kgfQNBut7vB69pOzhvUNZX59hMcDK6hHJQh2eYtoL6PpJKKVNOY+MuW/ymukrzGGAc6Q5oc+xcuY/w4rYz+mKQift5zM0JiCKKH2LD9y3cRIJ1L6AUf8Bm//re22jzdQG9d/Q+rTCYAiWOmCUABs/R6g5dpCIQRkXI7h9MXYgAoEOVWtojqSsTYe5xlyQEfMGzc3xUrpHMbJ8+oWB876k3bIiIEuBVFsMrAxvqACrrdjXNeYymDIGwNJg6l+YvTzySXhPMRgYhbg4ZDaKDIGL6SPAB0RhSpatj2MYhaAXxtyXa5ZzusI1gKUQW5r25uAUetS4qI/ZPCPsi1D6AcupjwG2PiyPfB8xWDoewCbDowbQEYS+qrWCoHBjUIDKl6twD4GLEYm0x7K7vHWAxX6AnGMDaiOe1Z54ZVl9J2IBb6gqbQAVNN3L3EPdsBCt5t4B17+xEgbME9r0UTnbkNMV9YHBkoFOGQcWxsI0MVoV0/i979XvQnVWZgB0zdYWFegDgKFFsaeCLv0KSH4HqBwGuEQGyYcsXHtdm+MKoRh7ZLYElroT9jqAtVRsX/olp24WkxhgJQUdLDSgYwJWXUb2NAYuZuoI3S8DMNRvUMwWSKPrynaM7sIQZapNDMuuhpISZQUaxvWFh7nMGrC4Fx2vRIFhgJzRSkPsZAABM9vhxkyGKEnymTLzBDbgMn8aVjQWffU/4VK1XjaYk3WwrHQCIYcAACAASURBVDAbBwA0TqGfsvZM6CWDMK9apQjmQV+kx8RU3CVhqu3Lv4bBdm5mrLk3reELZWfoWWzGJgYlJ9CMgUuIM3+3kgdzEucGDxOVRuRjDMwqw5WRlcbzhNM+aucoOXmaV/aFkinz/Uyf0DoJr3Ri3w4iukobZcw5YqnvPQba/bo3Dly/V9sx+tTx5XQYoAAF/YQghFGslz7Jydu+q6yr+b+Qb9ZFewF05sZhWIKpD5YAGzVsxYsMojAiS+Q52ATFqqyPgQuLGGyvqXMn+gzAyqXIMawjkVDUBfR6owkd1HeQiuxLiAB2zNxXtadTyAKab2hDqrCjP0zL5DRr5Q7sUu6BJCGEUZoIi0TH1uazsnDzihxWGzixJTWlY45pN0bGAISsHLNKwFzPFBjdVUoBLC6rBeqSwUUZtUazANlnuoQdB2CT4ZG3GJRUf8XnLNVRxBxLXXmkzvX5ElyuIRUe8uTSeE7f868BTAgBYG2rl0vX0yMMyCUmCrM6UbrPU7MEG2hclzbjPEPgAgahh7j3igEufZqSi9DCAZQDMAhm6KtJMbMDxHcGWvWe8AauPICCHCH6h84Xy0NWrZzAypIJVX6ZpuvVph+wWd/1OAR9ugKAdZgKwC4y9W6dXBYg461E7VTWhaJ5Yp3Cp1A5x4TkevkO46n+RvT2Ld8hdOtpE/oB2BnNonZFcHME1xBC1KWmlqrk9GvhsTRgL0MXPSZcytaAF/sPHaNUTuXQSNgTu4ocxDlgihY5gKXPODxQSlrIA31g8r889r00jiRJwPaZMPdvQAf4If06YR2mtmk71RbkyXO+6K0+m5PSS//7JruHvLjP3HB5lkVpPLrPALKvyFvO9xGtwIYRxpZH9xmWIRFKUDCDghklDkKTsgy2NxUGzOUaL4OLJTCvwS3ZnC4SehlGJUk4KsccGg8GECIDtsReNF/fkmf6EVgtopR0kBdqXz6naKveqf0rkTSt7QhbGMyu1hOu5ApzzNIYjRX/a8M6U0uJY+bR+ubphE6ZnJ+YoTTCnTitLcIVQDCo8K9CPQdgAGFlgZJANpfUJpzJMoUk76G5sJjqeM6YzbWESw6CPTEOvaNtGMfn6N5sjMWq9JJwNpYoCfWkC6euZUlMaM8T4Ri2wpjqXWZoFHXHdmfNMJjaCcB2mHqn0oN0WBY5c4XjJpNm0zh9jc2jhqeW5Kq5ZBlObYqJPJEGJF7potR/tDWn4MRkZljB+3lrlgnXTxGpzfcT37SUzwqlpnrKxMZ3AzmGAQLFSuUcxVD/N2UDnBIHYdj7lFFknAZcmYXTqTuZoRDm3EsONAZA00T1QyJKM04AxaHH9jTqKw7AqWSX2NIYkRycBykMnaOxhO0wC2CyEGBAtTpnmVDic6XO4smuI6UXEgz42IPRMQtxLIvSAQR6qeVkajpICMq5qYSsBILALR1C6JKuCx8YATi0z7op+sbfsUd98AcvpzmFQ2xTywIZWM7yokmFozw3kplQVp6RueXEHGwsHFpiRCOGfSUEHAALZV4T8HL8pXBanhVbmnocbaYdfZlzTN9jXhPogEgb+g7fC3jGm+bGtkhFv7tH7Ok+lljpOg9gCnWphpv8JDhHDirbZDwh+/YYCuZV4j195EZ4pGv21VfctBs0MObS3BxBbyYgINARQoEsiWBXygA47U1dK8t/UwsCIoVKRV9iXAgSSrwwhqQknegedDztg+X8DMDU3swwuAfgy+LFhD6A93mhTt/RkcBFtBusvlMe6TPTYib2tUXIxOAy04xF33Gk2uKeON8YuIyHSOC7tQkz08LReuqZnE+7OR/nIiU4sntd8rGBHcC2H3uHTuJVEZ86SZjoW5hWm45lwglQqFyrCKN/9RVgy3HavIi4jAnLsiFsSceptgMCUQ5cgITZiGnXxGCAnDm/8pwsgAKePBUkRigDgw5XQLYPkeClyYQ3JsRjPCLbQJgLNAgm3oUYbbGrHcPGXAu4sZ3wnSfXAo0MFosbWCUQrENDxuhDjhCHw2JCsrX1psGsbatrYACItQFPQjVkQjiGU9Zx70DjfkgYfeu71Ts5l/tdNunpse0BbHSBISP8cjoM5uFFcwCWE4+l85jIQGEQgOLFeYyx3THAoZMABksoCBpAg4HGAcz/Ux6xrpyGUjrRYdpjIDCI8OK7DLCBwQpeeQBVaQZTWcH3qhthjfL8MY4h1QcQn7cFj3CXnMiwOEHfsyWxrfcDhYHUtnK/AgBab2WukWSIaMfCKfoCoYo7RsUiVqmwcsqIg5hD5KBDu8djwCosAiLtZ2Gn9wOWDN39YClkMnNSe8q2nWQwJl5jlLDM3FOSiVfe4f1o10C4SSJWuOEhfmIzoQMgDHS0jN8DAGbRMX4f/SUk8UIAU+VXx8laqzx9NrvBs5Z9aJ7RunhsSIfRQ2WNCjDUyIhzTuB9rm1+dCyTo1WT/gMsFsNg7iGWHUgcMdmowcbYdCHAAHcSCYsuOXmZeXM+YMDYY/Oo+pZDYluAdR2yAmFg9azS4Gz6oSwcr8I6Bjt+9bIwnc3LiHEDLm6L3xoyNOnMdBSA+SymAiov1fgc2pZsT+ZC1wCC96gaC1HpMGwgJPKy0DYhDVCu5XNYRWqdxYSAi+p1XnkkeZ8JeUKhrVtqSBwhy3YwjmxRiQGb+N6RbfSdWUSI+bI+P3skhepyOXiO96Rn1eFkhxzNnC3m1cd53LMQhs21qUwyhDKsrq+Ez6GzwgAbMIV5USXb/2rTBk67RgA7FYBNHovp5glHgpPRGOpSbmZo8tNnxHyMQ2NgAhkeTzVAboL24UnYgXbCCAS7UCJsspw3T/fVz+DWJgxFNwArYASUWFPI9Z1Cy9BCQtfVTg4k6VBSwCgKkJlYl2z4Lmw6ts8xRuxjT0Jfu9yfUAmsZYaaM8SERN/HqZQu8kAJui61P0XPrNTQXveKAWlYTiYcczif7Zsl4GRKOpwdc5WasTYMl8OYV2lnmnXCoRSahlJjIVINApYZe2qETBN101tEaWjeIAKbwQcw2YskQtbipoSgcsc0T+bRwlI9rcTLsjyH59EsvFznayv2FMpU0AEsh5WUJnxhJrWmJBnKAJgPo2m/upL30E3qdlNP6vD31Nc4U5KdWjTndEROqs0ighcWk0SERXJcuxkD4MD43i/cZX9mShoSp/KMWibiYHcABFRJV18mypEBVWLHKeecczFlswCmYXn4OG8jUofWnsd4I21U6wIFvDCDjuVx0mvTN5ix3jBBi/BSTFAvpyF2ZYeAgBGxi7YJJzlDXtuxmf8bMAD23kzvJKmQ0SkF+D56Js83wlxCHHBjSgzr55jeKZ86QuBjL4MVoDEg4ayuKzMnrlNxl0gAmHoVR3RfyewwOoZNtszMhSriKnkI8TXAjBU2EoH0B4es26/POBaH0q9zD1KZslkA00ANwko8G1P0nZlQmiylfHRdzPyc8EpToXY3rtqex70MGWD31d4yDwmgwCE05/QdDsEMsg4ENBVreyxlxRwAy9IkViAI51ghdTs6kidjBQCkYwyk92TDcZ+VGslgYlAAUkLQBt9psDmHv6WGFfN7cgHIOAa2UpPikHRwVtICFEFOBmBYWtJ9cdowtSknTOn73A9w+i7fW+pBTiP06huORj+vhc0CmExGViT1523CiszLjQ4dd10ePV6aznLTBC9w6SBapFxjDzSpDakgs75pD5RO60gMZJQyKovzeKEQidm0A3ixg44n/n0Om2EUjIkdsBaGFGoNrlBIi2RtP4DlyR0y1rmbV4QiJRdtBMxkjhxC1VzZRvhyLe8RCg02IFlmJFwK9ZwEM5EYVkWQEe6VdsPG9DBWJEdED+0FKCwXjeqljojlZPUlwDhjlnBzEH3TJymWtdnn5Gf3cjZv6miNxGbLzLbTU+a40K+OUE13I5lfi0jFRjqG97nhvl0xWFAm5jO0g0HTUa7nJTPMGipGJGMtYUIBNMVUOg0QeDmBLhGRjdJPqvRCFafCLO67r+5VGweRHNCqriNxKbfduyd1PewpuwM0oZGmcu/CoX7ljJhFGSHF55y7gW2ipYBPGQOA6FAAM1Ycp9aMQnMeesH8W3sTlVxHO4R2GnjI9DH9XK8mKW0WwNBvSgvMwBsklXlU2rfKYch0KBaUUclk0LqYnzX6PDBzk+YRAczPujSQQ9SEbOEKMMrUWvFSKKhrWt4f/WhQDaLP6eBsogUuoMN8yZwlKcs8RUMRFbsAhvCoLIApDTz20y7O5ZoyWWUQjOszqvt0XOY4aTDsqQBanm1L8KcuiLWFR99Bk2Xw+85JC4vGRAygBnR/Ux5hQvcYwDis+xw7aGYWwISVrD9SacYmeWpY/RzrOYaqNU7GJPVXN0L3gEpQxxKC+vYa8k6hDBixgUyLXpExYQqMBpQ182VFrozR+zCSdmBUgNSpQIAZhdIs7AOIudVtn8U6MjY6SmKA6bGLa2DZHBgM0CKBgaTx3BMGYeQDdkkoMw9IpqSEoNYWxxPKtJcuw9pCXKKMsEs/x0SjsmxTFs5zIDHjAEMG3O5v7LRrBmAKWaO1MJoDxRs82oDucqNspVMKaNt1eRm2wB5+qjbX2QvPLk07AKg8fpwGUROjI7CN8IipsC+2i2aiq2gY4U6owDBADqgGhGEJhVHenDX+kof6mZS1CWFEPbYXynwn56DBOISkJ2fvAxi2MUj0KJDXMwPazfQLE8LygPocnBLmx7qYSH+4PzVD7KsIG+blxO7X58upPhEkRzYArs+TEDm2oTZOSK/6zvIJwz32S3dApY8CTIwFBOCKN8muMMdYNX/KANW1aSkDgOLLw0t0Frarl4cAhN/1PUmEgDVviGlpJ//W0Za78HwMmedD6iihx4CXmz4MdL1QURaX7LLPtFuGZnWHe8riAA4o5ddvAOrF62XOSiGuSW8ZfMznnlPh5zQGHGAxb2qK/k+z5nlIzO/pplwDuwEN0JElWE3oTNKUM9nSz96XtXRAj237nj+OCSVcWRwgQRupC/4JwDwvZJgLF+ZGDVrCldirEatZ9ag0wBPpIKce8mp1MtmQ62q4v9F86lFuxvSL71b8xRAyR5mi8GYAdAAmi+UgNtlXbTpVNuY92FQ4BYS+7ND1xx7ZImHI1Fe57BmgzUmWGZtkhJNIArQf87m/HEWV0gt20iYDnc+b4chjZsqFmsInkOcJdRwou5sADMiBCztb3KhcA6QiBybC1kAvm5e1KmNom4QhpxC5FvlgXEQGjtG3YriwHwDY0WPvKC1P4JBuo09et1IjZN2ETo4R4PSJTuZtOoNWQ/cSCmDTiWpROt/keyjaHCcxTYeU28VUrWWtGKhcfYq9gBXwFGSVI8xQ5Fx4nwM+DCNrHAKXMGYQkjjQqiVAAUdhOfUvoVkmDQDCKHE9dFSU0KkcVC7BobUwX/YnJBukxQAulX3tdm1RwfyjNtJn2JuuRA5CJzZEHAhEVEq5SH/QYAq99Jxit3GQnHEmLD+28WRhR4fBZpmMEaikxjKfOen6kAmJ0B+R6kYBivdgJim47FAYlGRgNVohj9jjxd6f9fQ6A6vpxPqZjAR9eeSlDjNwRH6mb7AcluLlrmGVAUY0oCaRtbd8sCmP12aMiTUwisQnGVmMI5gDlLHSQwbefRsgA28yG2C0IxosixA5Ia1r/pDjYCQZnu/AaMJcykdMmFTI9rmsuNBGmSTWwnLAD4jalFW0wC7JML6Z79UWzo3lOJr+NjauM2ex6cI6Bjtq6l2okE7xIhLrbVrLGrAoIuZ5RgaPwCbu3UAmlLGkgVOmMGiEN1AZdBmWbAtlA733YTHvredIMUEGnZZ0XYNWb393XU4jLPFYmRaGE0YwlO8xCLJe71V7ihNgT05RrtWKYQuDnG11EhRhy+doWM4huUk9MW2lTZVbfBcW9H4OJrwmAdAnsThWtvdxKrJCkiD8lkVxfVDeP21YXotxDmFSdu97hfoldxgdNQtgKDz1KVkQXbHMmV+l8XxaC/W6caFPKs07AM3AZgd3UmC6jCcJC9E3WKW7g7ZdUmbtIfDrFRe10Rtj0zzJbIUlzIJtlBkATEcP1fwIe+zQt41PmOSYmNkAuR/ASqkmbB1zj8I5KaDoi61ICeGV3nQN/aYsg72zWqQW25wQOLGRGmD5UAdOp99ck2als/JQV2WNhG1MxzFksL5XmzE5Z8akOVJrwOYBTMaWTE52ojzgZpagys7QLHAJB8IR0Jj3Qtkq3midJzPXFj4BKTer45Uf3KjQgkG8D5N5jxtfzbMThQzpeU6roTF8h4HkGAaEJ+v0em061vEe7a3/RnvlkYE0jAo+lnZ/gAMktXE67dFH+p5uw47ZjyCKaBfQAog2YyGhFDOlThnjGAAkfOpH4BVi6d7oVGxJo7mH7GRiJsFl5MZOqBeW9UvKOiPWAUypVkyZtTfS9IGsh+4olxZrAJBgkb5jBNww7zBAMiFlgVC5OhdmoRd0LADmLDDenzqQ5MKgCw88M8c45cEPbGwNkw7VPp0nbNVsFIeREACCgVBX0z5Ltn2PMKHyjzHpOMyLuaIl9QuA+Z5yAt/nvfSTOVx1NdfwngC4nPdTBlAWAkBOk/VbwrP+KQvcnI6TaQM2i2Omb4TKFFZpTKwp4wUy/1efy04o2XudRWuvfqBlRRFjMmNdHEwduU17sb+1XiAlmTw+gHZItiSG+5J4K02FkmkiIroUuiZxiXHlAB1g8OgaNI/JzMHJ6oQF4PQ+3qLDlSToBx6r0s1js5cvdTA1oiyFAb5y/rE0DkAr+ZvO1abyqHHf7T0yQd6MqYErZ8mnRCKESBCEYyLfZwLsJAIpraQdQlCq9MK6UANgBtP1CPg+5yAbZJsBX1jMWOgPZR73QPzrF+Fd3xsfGkrINpUTgPk+TmL/AYfyb3Ut+tfftE3flIaB3W9WwRof7ShnXXrsa7CVqSKbB0cBRo8EXLIcnqQglwljQAMwf9NgWWYEoc4DoqyvV16gSdSDXNNNYRMVZDoPcIQoOggdYxvZlASAHuJNZZGVdwdgwoXShfeV2+sBExC0DWNog4FjJciACbgNIFBhFu9VDsBAVmnoXH8XWvxOap+yQbJVWRkQRUcaaM6EobFFeVpznfXGOIo5UiyXCXxML8y5bliNTpS0cBjOpn3KDKKGPpWkRdIIo3QXgDHAk7jQ1vqY0/RVB/SJspIx9x6aUU10RJJ0G1IDMOX40YXrshEhQQjIlJFygQEDEHNtbsLktEbLEPOkVp6J7QyOjqArDCoP85OX6hQDDiCyNQOERXgNTwHMPDunfooaUPJe00AcgcYpwzfj9WpRQrPv4okGPUXZEmQ0TPZVpvYne9WpWbvPOIhB4ySYjWXqRo2JTqFtUoDFaJwGU9Q75IFH33A0IRrohGhtwUDukaNmswngKK1ol/Yks3dP2FKfc2htzrxnTpsuV1Iwmm5qTlGbOSZJgDl9x8Qhgt0UTwD2qZE3dhZBB1TYILuPdSztZIpEjUeHAxCQ6FzVYY3PylSDJZsRQnScEMLDxHnaSOf6nb/rEAOqfsQbMZL31uFPcuD7/R2z8ejy5oE/m0ESunUY2s8KVu8v16lnLyPxjMmAVnabMzaEpMzn0aWZasoeBcVLzuHesbwQJyMELJX5el6TQ2Iq19Vv+pKO4xSug5m0FYu7lkiR2pwwxyEz3wqAdJX7y4ZdY5Jte6bOjF2efjfXAJH+pkGBdGzJfLPAVAkw8Wz0lENeJrPh9W4Eo+kUngdkNIubRe3CAHbjvd6nkzTIzQGThqagqNaU05NdW/orpKpCJ/U2wMJmNoOUlid5uDYG4On0nQ4mlgGHYwBiHY5kTfQfhgUoHh69x1s5kDKBF+GcpUQ5w0sNy0ADBBAkIWHCtNoSgNKM2ujesU5Yhdgn5PPAUlpWSHZ9DoMlvQcjczQhiQbKmWVY3vXcRynO3Y9QmPlTThcdp+QgGoztAB8yDNk37VYZLP0XYM7SbNGP0kbXyap5+AJpK+Etq9A55cQpINUHvsVMwxhonZJ14yaIDaiwm7k1n9dpAZfPAeTQqYC0lXQbmFT9gcvns1QH0H0HMNRb9ZmMFTMKi1mvBqTuFyAMHuYyyN6bA0qwB3YymDJijFZmghxKyAYwjEUjmXPNSYdCGEmhL4BGAZoUwJRZl8ah9DUWBjCg8X+hNsdiaW+9X4GOIl36tuxhbPckm1xm97b7piuxV32UaWWfhyn/KNeDmcUeBRghmxWmPEhdSAgxkEQlAcgzAU4INdVSCm2dp5NTHsjO7DxYM+vSaYryMDmsSecMncKTc1JdV/sMcraEYaKEPt8BNPUcmutyFstq/Bs4hQ9AJeAJbQDQXskMFiN4JSAGS/kkT+6tDWsJ9waaE2gLGaEPMaQstDwYDkvTiwZRv3AODoRJsXoe4aw4mxOlMXBtsumUKlhKQu7DuEnAZPOcObvl+0w41x7ZPz03VqQubNMCvhJg9oQ9dOxTWd0o9NBSWEVH5SAToh6lQzmPR+duFKh0Vp4mwUpwMayYulF9UmHWyQ9ZdIYyhxDNspYpqzSxExAM7ZQxkJyCjikr4sKeF21nYP2dpdyAVWW5vpsjDO0TBSaOowSA8WSbfWUJ311X5EkMYVP1XCkF6+jnnNIoa87Gkmz5k1DlWVFM3czn81ifGHLI4b+cBzuqjZE8QEVLAj1Hm9BcpW3aX1gCTM9bezP5tA8djiJ5EwBBtZCiMMpyWApNlOXV3peCqCo8j6QLlBfoHh6ZEMZrcvi/Cv3QxpKYlB9j5fmOAKVDZJVAgcWEQCAqd++Upg30E1aqlxSXFp2T5cgGQDgi9E1e042upf3Z2FJ+1nf0PUysNv1Je2Fl15dE0HMpYvuZ0ox+lVQJ0aaSJCycvzQJlCQr4FKHxPb+nwl+oMrWQZJCja0sWegXVYSJk6ZhaJMXbwKYZ8u0X4baJh+IxXuEGoOBMWQ6bigCl45Bq7LEnAVvwMM0TCbCq2QzruVG1WZkmHRK1oULy/49Ni2FSXSWzxHqqtEYQzvU27QPoxLOeRRxn9E87km7plavYlnXpJcwMaYUsjATgElyDChWK8W0BGbOKhTJUTnTIJxxzJRTyukoTuQeRQrMLSpIPIDQ/32fe/ISEr1fX+dhr8Zm6gGkAE9vq31NAOy9eU4Rq9fkH9bMABh2CpqJRdSfhYc0BfHKCGKNJ451Nn2DgmU2BkG4kIHK7IRXYthnvVfW6P0AaiIZiFyv77hxnqv4Sv+ViQAQGBQCWblEGKZ3MKcCqZ99um7qtMMYJgJqQLOEqT6BEUixurKD8MKJDPBKTg7EOJmnZeVTPMiVJFbkCtYHePqXbgNwgMOa9GeeJ+A1dJicsVUmoW8Rg+9Q+pixGfew8j81wMRO601Gj3QSsugOr9LckBsFOmEUI9BVblhoAho3SFMplmKXHEspnGAcgPSehDJeg1VkSa4l5NJD2SiiLdgqy677RKhrJkMEQNf0GaFEqNcOYMlq0ByTNMd8jsg3iAQ/EV2CFpNhYAyh1uXfQ1l2bUl+vLQdS4kMwlm9kpgcUX4QGSQUQJ+sE7gzWa1aDygYcSzccRbjKdMExCHWrwx2jnO+w3EA5kmlrZdZAzvJYpsu0GorHYdZ0K5sTAcrRwCSzEyoJCYVHQlcsZ3nlKe78GqDbkCi5ZhO4kGu69+EOGABKGCy6BmhCiMK23W5gPcDgc4HKLMGOp8zCB2AAYjYMAfj9plUXVjBiIS+WQEhSAFUm7AvHZaQzuNpKXrSd5lmqbf2l5aaHumQDb4pLmNJfQFgOTBG4sVRCH/3zzHdW+pkAZD/06B5uKjwSw8PTVqLMhI4Y2SsRAOhVZtG7Ijyabesb9uaOYNJgOkIKFdcVUJA2dJ7ngH1WMhN6XxpsSzLjaWiXHsxkAKFkFaKesJZeUNmKhx5n+uiecI1YUqHAzswZ7VFaQYDcNSOtDcrZJlOxI7YDzCE6ZxoyDAJnahY6hpEtesnqyIXkg0LrwRyHnvnfXQZvSN8JfMrzT3rN8mQGQsAwxraIIlIhd4yoezmAm6shpWEfW2qn4NZm/ERCfQbFuP8QwBTxhBegcr6NTMsM47PPN58Ux/A7C7Q0u3GrmSClLfm7C/07Hcp4AkJQhuP8XeDBli0lo7k1Yxno1+hy0DrxNJ4O/YDMhrKVIuEAlixDTAlY/VZoXJoCkSn5ex34ltHA4zsKWe0SioAWOike2Ru7sG96mD3wGki6gEV0CQ46k4cTsgUqjIBDpw+rw5WF3oxIo0IYFgQW8jiEqbLZdhYJJPk7hvb6z9Old1MrO+ZmEyb9TOmzYpeGmvoAQ0MwEWOsVrZwmDmeM/CPh7AWk/5V+sxh7b/HN3wZnC9dA7qVUCUaZRP4+CBgCcs8GL6AYMASZ43bXCwEmof2jmt0CjUYBghTsdmFp8mU99R45o79YEhgDaVfu2i64Qg4j+PxtFOTmIAlFWUUbB2kgDaMgPO0+kcADZo5UMjOB4my/RQafRgltJwnCyBKc9hzSNugDiZODAL1bJmbZIwqZVxohoMpZCPBCHgtZmTjQFsCTsUdupfDu3sppTtOR+dm+S9YrKbEwIJS5kT4NA5Bkk1nwGSYixaBkJhAWjUvIBz7EmqBh6wsoIDSIVYWSAAANtK5tViWEU6r9RhwIRLOhEwhBUMgpEwGAAIne5TmKJl1LxylBLd4nraTKelJIHV+wQ1xuOgvpOIT9jte/IbIJahH+AlWtpMPwI2hi2PwBI6s0k3hukBkRMksVmlmXvsLfH3AqxF4g9bFlNWH9ViWMig5AQZJQjeo1aCBcplNTSQcoUQVu5wMVhCytQpLt6H3ol8hVMhRejl0UAqzC37SOTqnruQKPsFDPflxcv9nuYTyr1PURWjKbQaQFX0knGwUla1MuG477grYZODKDKHvd0LsS5EkgUyuSwZB5wUWrPujNTQL8ClPeWyI8yMhftqiCk39BWehe2MgHzBgAAAEwFJREFUoxLU0CN8CnsTzPT9YexsCrOZowBLZmMlAFahs9StgKBes5WluYSjkIn1iFf0PveIIIxF/LpxJQ+hU1imuQy+TFOHLPGggOOZJETYkAhgEcyZh6/7N92l3UQ9TSQk5sltmf8U6mTVAXsf6M0f6ifC3OcANeeu0UoycqFRhlg+ZDRTQWE6zqBfvQegYkBHwujvKcPA5eEy2E3SBNycWZI2YYMz34MAaxH5mbYjVTWHc/aFuQn6gg4y0OVzpWVYtJhOIPxzw8IL71n2LHaZE0AKi5gjHo1ZFGIBTMmhPBUGGEyhYNG+CenSgEr7DS6xTEQbRJmqe/BvC+8wJ9bIMhjvFRqBHWMECO4zOo75DGfEjjJLf6PdJBXaiVlcH0iF3ZQFUv/KbEk0KLADCAakKV3D52V+ZANWc+2h7WbGTVkpCyaZ98oakURd6+yx98PK0B+nTtdxGu0kwOgpg+tGra5gBkI9ysDyJhO29IEBsFQF25TnUMw13m0wXd/g5JxT5to0k3qbyd7UxxJWAUGnGdAhoAmH2MRCR4JfyYSTYFzsKXQJo9aHGRzaBwv17YdkslTXwLSSFO3iWNb3A0tWxwKU+l7OSQM+7bByA4hIAqyWdV9KIRw62Xg2cmSeV//KrPWH7+tbfYp5szegNowGpDPswLE/jgKsvZEPz2Exg0V/0VZuUgpskJUd6Aj/xgQGXCcKBQYtZx4sYykwYi9C22DrqOz/83+dL3HIoAGXpIAAVyowNSXk9Z0tr2OzjAXAmDIAUAJn1rJNhXUZHjYCLI5nnlDmh/nKehJWlwljmoALsCRQWI8cUOawGBP4c/+ci1inQ4E+jJapNBot54cMLW0GQO/nBGZGhpxkxLDXh8feMOd8sFksRhPF1I14nrlF9RoeojKs/uRmgID3rQRgBivfl3Ve1msRzBGsvtekOcbMUetCHDBhDEtWZIXCYCmKYzJVA5Nz53Pydd+j+4ZMNZ8+5QQ0IbauwcWUPGR5eZ6m+xDiOGwW9YkEEocARW1M/9J/2XiLRcuNJPpJG9xnHnABdGWGiZVpTe9T71vBHOkoe7FJgC1YTAFt17nfKnxhB8VQQlH6zZt0MmDQOHOfE1mbZAFoeXDmHektjBSAAZLOwzQ0jFScLpPZYtiswsWuwlx9sjVd5X3YyiBixpUctAf4gKkEISTWoSjJgTCVJ6lxOhpOIqQsAyiShJKF8rwlU2s5wbBmVCUWZQzXlJVKTnKf+kNiRr5gQSzq/0sC7PAp9mJzz2jdr31du5moi5WWgmGOhcwjYugOHjUj9e01Ho4VMEEmfIlSJRMF12SQ/gbgBkkJAWsRs2EKugwIAbUGmFCBVegZAGP1cyenTFglDTiV0oPvrxfsAbB25kgsbAb4vitlDyybA5ABki6SrXMiny2Xq5cmsWJZMi3ZUGt0/xhdCM5OJMlA9mYOzQJUJmPYb84bZwGsvZlvtiymNZOr/ZkBU2A0gCnyARXhmS1lKzm4TtjAXjKq+lEnAI0lyxKFWo6BVXvDCEK3wVReyJmz5QEgOlj5APiFN0yX3Te+V7o+duBt2kig+xyQ5Im1wm5tdF4JPEDCshwjR7ArVKdYLYwBJf2aw0/oSu3re555ae6lXBVMsugzcsILKwaAM+xgmJjzxtmnTLdmcb2tL5Ol3xwPngIfbzEVoy5DqOqk1IyWMaHW4BHD9bn6aF7IyOF1MQMIkDmHjL5RPxM66JbUqIQwbePpgEmgE74GLnObQt4QwIQbBWN6SQjCRlgGq0oaavYisGm87B1lEgzywYxH3x4EhVusqjSTs9nMQUoKhMByDta/ZfZhYNNDeUQNw/r6yYoU/Umj6psZADMdMfzA8MpmA6ztrN+3nmiUDpt6b6kXaCbFV56WBXNYxMBbcbHMCYmyVWwkVa9PsdFhJsP9vRbuBkw1XBjAqCrVslCeG+2CEYFLOUU7CV8WpmBCV3kgsRKBeVSlB0AiB2hP90Z4Yx7gwl5kQlmLknHTPPXqVoCRnHDAeg2WJEEkyIoK5hoSp1KDuRd9ziF8JzmA3WtZkk2+AIYxs4lkwu4JC3PeyJZhMKbqRwnecM6b1aiIbCwgzQ+jydCyfT0PeJpjOpYHD81bmk6SXdEW5cBhEgVeIVqHAxemy2yD7AsrYA8zC8K3cCmk5Do5G5UR0AaR9yu/AJb6XxxL6PM3YDRHm3YHnEImUJanO8ayb9N31QCTMAAZB3HdLDIEMGycB93LdjG6TN3vOR6AlXs2mb6QJHAiydgMZzf2owvCalsKYG3jj2k7x8kY+Pm0U+9H8VkJYEBMhmMRXmMAdbwaULmITajCCpboYpjyvFMClIYbqkrLuIQmnimE1OyQz6krEbqZHxRCOQDDIL5XhlrqJrpN6cPAq/YDJMHtZxn+1KmUA3L6tiKrgcfkARhm8Z6++cm0se+ZnJwSA2Mkc79WA6fsoQ0q/TRlMl4/hV3fY0l5rXv1D2bvK9X0mKr13sfMebxJYcsyGJD9pAWZxeeqkCcYe6/wYGcP4QtQhLbBwVxCipCXPX2yITpAmMqZVbXpxLGtU/SP8AloShY5mKU0Ahl70HAJs+WTxwAiO6dLgAE6xyDClViE0L7D5mgdmWM0IsBxsvIcVgxaH80ec20gKWtaLM/n1D7TaxgMU2a8s9gQA0bfJivk6H3Pf8SIQunYlsCF+ZJ9jP3UG2tbGmDdtx1zzGtakO3S/vP2U+8FsphJZOl7GRoyFylkRWMtsf9uk/F4gy5s6FS1MUxY13YwGx2TzIzVQPH56BGVcsCX7gslQOue+sDFabImLOGScKaPytOYOV3Ed23uve/aQAlg7gnwyQ1lEAAutZWkZe7hzBKxvhW2PfZyYz7ropWtCGALU7KwE3zHuR8gfgFKuKifV+hmy13gy5pJZKBK/Qjt58DdcsCEWDMJY6fz5ZQbRtNZnoNBTHUpWg5pFToPsHLMlSq7e8aqKYfkpMSxx+/UjMJ56Fifpe1SwsiZY3nOJROGOYQQrJ439rSOmUYIzipP9dmKAdYi+g8ti6niERKnmPMZ0y40gXpOAMbrzbnxunph3DImtJYiVoVeWm5jQ44movnUpYTgPpbAUHSiKRqMYTDpNXOnYQmf71u+olSAnWkjmgsogVuoLx2Hc009CjFLZ4BKSFT+4BQ0H/Ee1i+X8cTMLQKiRIQOjAZeoZlu2c1Yr/QCq2EwIPtyCzIp3avnfobX5VF/wpnVCGpbdINpi5U+Pg4DGtScbmhgsI2UXxYFUFZI6Pz6LCzAA8ScGUajGUjh1YCVS4ppJNdXZsgmX5YlO74DQCxfFoZl0mU9iz6sn9xbm6RDO2SMMkLsrKYlPNcLBLVVHyap8J3aLHnSthRgCX73ueQMyl7GeJkP1LYqgLGFHvOkpfvNeb8qfs5MyI7uhBSCs29j7RzDCnQTdsw1hCdCOOeLApGCbwSx7zbtIuQAiFqV0gXhbKrFS6gVVsvjIgFAqQQzWa0qLPq8ArLwpNxBQEsK6kzWtNHY1i9AUIAVQrEQgGFM7A/Y5Xp7jCtZoOmyEoO5B8mIpEoSBXw0LsYTMid2ZseeulLdVdqqAbaw/ZtjdyHdcuqNNEM0Rh7KpJpNp+jQEmB1VX7MsATW8Mo1DC4GAy6gNuA5h0uGpfKf04KUBxRZlSK0B6uq1wGlAdZmTMgMfs7sB87sZPe97km1X32v74gADDK2yFIIdS8AioUYR9AXMsGySuB3MvR6Ep1u1A/qZe7J502hCdkzwSXF3X/OG6dsTQC2qI851kZ+fNmp98esdjBYCqNCRy1IhVIdM3RsU23qV8S75SzRJ9hExR0QhFHF2DyjW4YozJk2Mg8ISNgKyIRv7JTJYsAEsCyDsVRIu+udQt6fg+wwsrIMVotN7eAB+DwXPVqPtrRuv9yQzGgyf6sPh/FZWjCHLi/5RDyL9fdYtt41ZGvFYDk8xfJSi6YuPOcz5SFmWRFbGvAR3VMPV4ipHensEpD6SekjTwvBREAEPNls4f8AJsxiTKERQNTC7PrxUoln2XjLiPn6rAbXVTrgPNoDzAFYFlqOZZCSHQsdsXmAY6l2Sjt0FEYS+kiLyIvaOJb7di9DJwr1mMzruuXhJau1NQMYW8xXWjdmz9V5lvksfVGvEQOOciNDn0nHAUTGZxaAsK8TBdcpC42mTWga+oqXA7B5Ud4OBDI/MwJ5uolMLPsM6EahNVavkjDRbVAlLDLbcl7WNQFwCGBCmhArCSDoy6OavHJQsBdnzPHqfaYvLTqYOvqqMCn4rsvMM86xNQUYaxv4oxZkHhOxNMjqZwep/wytuuDF0ne1Luvj6SWrJOr5tj4z3YMJDBAGE0KxFGGMeWzKEJpTU6NbfJ9srpwLxWTlYW7ARedpi1kFrJmlzMI/bTZ28ImwTA+a3/Rd9TGVHEeCMHE+xCZbYiGBTru6sZv7gbm25gBjqwEZszCRuAY4obM2jIJZzOkJJWVVfsqwCmBYq4btGGD6LoVSug8DlctW/E35Q+lCKYN4z3lmmCUra5UMiG5aKSwagGFZjAloqW/1WR4DI4nIk0zW2dYNXGxdAMYKkFluPUuTxYhkYauvJgZUxLO0PEd6L2MEOgAEXEKsXU8Gn3YDmjygISbzMzUjnAIegGNP9a5yMh4DKYGUWWIySYypsh+G7NNO5itlhqZvVORnzBGu1miuXdcLXGzdAMYWIPNIeodAzM4u6yXMMeUADKKuVS7UW8YI/XJTcPYDApZ1YJiprDVZA6bMYRKZ6BdegRMD5hTG0oYAb+ZCeMSS5jJlivVBL1ZD5Ekc9aP11sFkJ9dda81V27oCjC2EP5BJBSfrZEMmRGENuibHKi1r2CEPVmdEs8KvcoOiJSAR0Pk7MAGG7xbqsCaWMaGdLfn1A0ExomvljApmH0GKnz5rd5XVFlao1iCzPsvvy0UC62DqXHusZbY4ZOsOMLYoYXgcmhL6rIp/bbJMmaIwRQsZJGJ67l4+2ktxtRS+tB49JsNUCpC9lWum1KEAQL1JbUx2WZaHJBRlUgE02mUe0zQTbSgzxHSYSfHUgkY1OcmLwqf6Wvk8b/Oxq5mTnWFPbV/7r1Wda8o2C8DY4obu3wLNabNU8awJ8tLUnUxgYxz1MQNE8xhMg99XpaaLFBoxTllZl6HSXSr90nnlBydHl+b6GMn6rjkPYKXHLAZUX9Mm2s33Z/GgMKwmpi5FPyrSYmNhn7Zb5zFXA9prLaZ/lrHNBrDYYu7SwRGKSbOX+pQGSAYkpyvLJNWX6CfMAHRKAgYcA9UDpwAqZEkm/CS8ie4+7aceVZ61UZt5Q4yDubTHSg3AoqHUuwj7nISD4YBJkqKcgUGFUVV3DLua5UoTZsnNbquduF6JbXaAscUqDGvJHKp1u2ZiZeyYYacyxMwxgKGnlEDsCTTIfSs+mcWJOe+0z2izbJh1TSsbAAVgVf2t8MjGEWE+z3hU3iD6aa7sAMKyMw4bWcZ4lkrsvqtZcrMa2xCAscUN32Fx6PBBzYw1/mtlOaDFagvMZwag3PKVM1FZHmXcZ9noa128qSbTPAAmFAqBiqWuVW7e8F6rH4RHCYfEQObpfSb8AX6NyhPW0O+zuUNibRsGsNgiZJq/tLF31m6ltTDlCZsmFECjrwh+iYQlMgadsLe8xnxjveNZ+UKpIht9LQjMdjJMpXhLa/l8XbqgF32P5c+Kuq6lBqd0sdL1cJVZJ773StbQr7VtOMDYYiOJJyhYn0LwrMm5jkOmDCBrxFJWXUgYlBKAxHyhdWWWzVjwR2P5uxMOy1WwpoXKh4pa7lMeR6XMMCbcAQnr5ViANTJZjlnx12+uLHHKtgiAsUWHvK4Fmmcl24Jse9zyB4jNMODy0AasgaUkBDmKHaNl3ZeJbFV+YY8oz6HBDIAUbZUdrLmScdYiPbMFm8HsdRMBDljvwumytsUALLbooHu3QKPLKO/Zp/rMtbIcUR9BIGGwUsHyGKCCe7UxU1S1qe4DIA1HtC+xcmEtTYaz39yzIja3bXEAiy067Pot0K7SHHsWwuQZZWthqaUJb6myj5UPLPNJaMzm3c1klu0eOOcIpY20LRZgsUUHXnNzA80WtYTEctNsbRvAWlsFsGJbPMBiBdAu0/70kCNnhK+LRtsCjcYSy58yduDulmhbDcBiiw7evQUaIWXl357NxGNvtmIzd3to+zpk6Bz6Ld22OoDFFh1+QAs0C6scY7DH4ufoowi3AlPVVXy2+uSIvsezbE221QIsthgAhcW3tWA7Zfvzes2xD5C4VjPj8dBbiFni4egd87PvrB+JtzXbVg+w0hYDYzXhG1qw2fpjkSPAAZvVgVuKZqOprAsCKtu8P7051mZthP1PAay0xYB9dPF6WAu4kzfHHtbiBWxO9XWGQf8pumtnjgqyX1/ZH6g+5dW2b93XQ28J9j8LsNoWA/rBxauzFnQna3/s1L52KF62MW27+Olgh6lpK4UztQo7T45e/DyqeB3Zfve8ncP/g/b/ADsYzaA9i3cUAAAAAElFTkSuQmCC</Swatch> 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</Swatch> 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pPYdgJ2U+/jEXw2NwKNtugYckvVOYMQ3hJ7sdgsQrqq1pSHSwdMEwxRHqwyJiIJiWskaDohpz0JCYA70TJkKmpAPmiQa45sFH+ff4t2PxcKJYynSizzkXC27+xYJ51SgQBnsH1tSAgxJhyjWgT7lviX2CAjllAzPWR/dx/bN6NJHMp2IzvEgottEED3gGWuQwTDksB0+gHHFaNXCQB4qVjartzRHQB+NMiwBA4hguhrCY6pRekoHyHBWHlq/VPBaflnlxtWv9F0A2srPccKyT0d2c729nWChbGhJXnuluCAKKyFoZM8aoghLsvWdtGMedH9Spwi3n4sXktmIKohciXALxcDvcYYpLSStKaqGBQ3UAxDVakdkoimcwdw2IAeCm3Z9BhGi6RYqRjh9OSejLBQHgqKAW0iGtSsQYtGO8JL5XE5lyKLeocS3iHqMjwDFJP3r1FjKWcZlqtwUN4T88mC1BzySNi7unAuphjRJoVbJZnXLdcoVGsaOmVnEiUpKUEUfKSW4qSRHWDwYp9iWMizeNaCpFWPKRiQgB+SW+KGyLqsvKlqyTMKQ3B6sN2fuaRGQt9mctcZogOx8SzKLGZwpEhYd3TwGJKznve8w4LMK+sjffkKmsYtiLP63Xhfa35ynksmGKqhXZcY7mFywYLcZoLSySyLFmKkrAyktfAK6Wxe2hMKIBruQouK03thOC78ErcIYuWWhX0grwil0PRCP7M79SOpcLlwTncrSR0SeQ6RZ6sSE3UsdnuRmFbvZKF6rtLVbDwm/fgltE0MOICQgfowv1aLm5SsFkjkgMXeRrihUz02L4//8ZdsBCAuRxkTbhVYTvy09+NYR0iKoRHDK5rS8lhiiEFBPB7llTUpXHFMB9wfoELXGAgTnPh7r0LRS0JbOR5uWs0yJQoSKT0xqOFxiEAPcuK3B3Ds4IPgQ18WiKiG+XAXieObGm40mrB7FhYqBFJEIkmb4pIZB3wV6wcV9pCCrKKwnfuAJCfEhRHYL1SMxLEKUUy+SxUvhOJ0qAtiO/Ka9R05hFVssClFBWhuPmuozHxTgjp2nuFRIl2ae9lKn/+858HxbLgwIcpDDshdIFO3KR2YVXBZv25FmqhFAV2qIixnTOpGMx0F09NmHiKg0BUmDjmlkjsGkIpeJa0QDDE7wPb2ZCRuiV0h+cSzZUKCT0Dq1Ti3IiqU+8nMs2xUS4XvvCFh/Iji6HVjYEB/o77rQn3jgQW/MCwCxZN7Ek3av3JWizYuiRPozDXXuDyl79800sgP1kXH9yVStKaUETcDncyBuJDKAEQLnHuZy6ekRUSxuPp4JQQLkdPCwqWu1hYCeDfbbfdRt8TsM93HZUkolCWJY9Qx+Tc5z734PIo/lirqVQ8I+WFS5HctR5oE0I3yqmSmUwq2Mx6LdRZEMvthWEIEVqrcENRnSraqYnBUsrDegDQY9QAwcILJhQvigqjP0UqSEkT6znci0tJ/y0XaRjXck9f+tKXit8LqFtsiM+pmjbiHXymlDWX2HsZLrxFPCtlFxSIUmt50BHZvWbFahZsYeuluA+oHdsSPyYsBSsSyWjhfE2AeApjsERcUxWe8Il7s3h4rxLWYw2U7XC/JZY+FdeoVoUHS+LfAHuuM2iOMYG5cIWoEu/UIvAq122vwbwVE+YGv+YdSmVGjTJpxUYVbNbNeSHrJcELpHJdi+S+0A5cJKugCqCFFDRAgDnlHIviQgworMfylVwWmoJiUVgELNddErlUZCarOIaVJNMveMELNhUHCjK23XbbtUqzpyTIa2NVol9qIhgxT2gVgL+2yWREWLErjXW/nrJgC1czsg4wREpazitArntYYaxTTUR1VqSkrmi0BOJDkLnct2vhj9K2fNgOTqNkY9gO8MfFmZySnPOc5xyeSXBRI5BVvVJ8gUBpZ1RJWC5VHKpbFxVRM0hCyVZQIUtX9in9Q1HBZocc1EscCuIhEZpjdfGtgvyELUyOFTqV2A4JEC9IyKtVc4FXXGtCWbJcYCUsvh3jJWynlEdCeap0iAJSlpYdQgHQ09KhKTnrWc86KK97j1nYFonARqQPI6ZpvDlkLzpTOixizII5QWNu3gvmMnG4mBW0GlojBh3QpwQGoSaUItoJ2F00VuRHJNsRp4oBWaAS5vEOLJkIEE8X2A5Wojws69h7ipxxf5SwVMmRipYDelUgb2tBQAjlsoDnxbglUY8W7au8Z0vRQSZ0hc6sA1jXUbDZ2T/7L/KglIBbyHtyLSrYeRjHy1OCfDNFSSiVDR1CffVTU1aUZVQLxvLBeiWBxSS1U4KWEsNKY4Qp0pOCSy5PRbVxrYkVBEQqqibIazujKPBUBmMegcXQKOZwwa7Y+/e689j8bKWSBcPUzX32j5aSSEQKsWBRW1HgKQMpErPSWwE/ZWyp4pQYFrL7jhLWw8WJEKW7kLk2dvh/UfIYTwc3imb1/6pRDZ5REMDltghgDy/Zp2lsliV2O8XOpzEiuiJ0hu68I/1lScHq2eaCiNwksvFeyxapDUqA6BxjylPxHLAbEM+aTRG2rBMX6PlZsxIfJJoFqKOiAWAf2yEEG7EAXGgtKlOs6BlBgdYdQtFxB8WybLGIvSeY43sWELozrmCz8xbX7fNYEWkVGAKb3brLGMAWgbXwXKJJLi9KmGs1VITbgd9YHlTBlKQJ4NLGWJiEi4wW5WmbplwkzV3fUttmEbS2CSBbbrnlcH+LuET6lgRPpnKjtqeUmDsu0mZe9M3EKb9jcmM6lJ53mVswh3nOdd4il2EFym+1PpCaMOAZw28XdK3/FWG6uR6uCV6oCdIRVoKzTMhUFWckurlASWAcWS7Yf9YTCB9LJkt44/7UlaW7jkqiuhc9IAhoJUhBEBmSVlIUyeudPJesRem9con3FM0KVFqDjpnQHTq0JseWK9i6zawqAkNIshqoFpFr415gE9WawCpMURPVnAYWL4W7SdswjQmQrZLT90m9TOE3uCOIVxaqJFO1arCR7yn1pShdy6JoPVALAkKMMdrEeLdYcKIS1hhLd3m2tP3BlER5krlZYCcSHVpXwWbNS9YtcpoQDW4BQ26otYeoFAxyEI7gWoFsYLVWYUAoFleGyJUaaZHo9YUXc7TLlKhIsGtJoruUAJ6ytHKN3slGlpp4llJ175RwufBiqSVCSUS5KAzzg+VHwxh7mLQmAD44gh5CObUSvzO5Pl2K5impBdP0Yq4zrj08ArTFvxNFdB48DpmCI7gTWCTf1VOSKGFGfjoEgQWoiSpOCgl0s2ZT5S9293g2oJ9laaUAvJcggSuuuSHVvZ4FrGjdIWQxqXqApVrJa8rlXX0XHs57UVKQoeW9zJNaO8ajRERPCB2iS0O5b6pgN5rnLlwODDFPkjVPDHtxeMqmVpPTkuC11zF2IsEWLRjBIEXf/FoVp4kRsMB6ME+LuC8AzhrXxLt75tbKBxjXtay8d28RuNaClVUJktf3igy9k3eriTk1X/AYTm+sUmRE6NI6CtbsHmEIVkG00ZpagCG8mMRwWvGJGnAP2EpZSwvPZSK5C8pSS2yTtIrTYPnbMcHheU7YQ6K7tIcgFRyWYMJnrJI1BB7y/lxka3mM50ZetygvSXeAp3Pj2bg8GFO9/lRxZgiY4D4WM/w2x04kujREIoOC9T5zy/7Hrq1/zRrgYVrwRgiFtApKlarcHsqCSU7PFxoTO5EMllUJV7UU2cEeIjy1XrUqToSrik/BR40AdY1nryXkBTcWEWiQFjJOSWBcmZGx3eG5oGaQvDBeLsaWZfMc3qsF8MOlMCzsO0eT4V3pVH//v4YF261rzD2qKefXWY7Ws3WAeea61L+BRBtIfFR+vtCYuN5gGiwAu0VYAxPs+qlID87Be4kIp3adx+7pFmwEQ2mXDlq0CpymRVRrn3xzAw6Yn9JGEa453WEVJ5RMCbKYNQcduMtGy0uXvOiHUwVrEqaaf87r0sdEYphZrhXRWakm3s+WxLaIznV4m9J5jiVhQVkwQQUKY4qrsiXNimWhcEg5MJbYp9zeq4aN7EQyXr67Fcto2iIA8m4tPCExdhR9KpdoDuR1KaEgqYUYj3OhxojoEVlLwZrcI5doUilCjUgM8UBC5ho5CifBPiYM4G+xjiaexbPCxvrk5wLkaifgeWq7e7hhA2vV51hPJUY0cqkJXsmeydbKh7RPfit5zS16Tu+WlnmXhJEwvuampXVB7KYHAyy6KQybyKBToWDj25ATgaPsWUyPJZ4SCXDJbw831Yo8RKQkMuX+7O1rEeBaRsDgls4DyiWv4pwCu3KYlIKipUWMdk/73VTCO0QxIAwFZ7YWAUQVbCvXR6SbVJK05GrjrKdI4LfgO3lYxC26I99xNSKDTm3eg7EtuoY+XxLNIgmthlo3I1j1uJ552mybCG6E5WghBQ0O92PCWb+xHqipiA4D7NaqOFlHDD4OKZh87kUmIU7+mBLuSmWH72wRyivfaPJbCwmNlQh8ngS4OaHIKJDSWU+5REssLhaN01DJsTPdYsF26T+bTV2J47HiW1oNhbBAtnPNU0RHRCxennJyfy3FbyY8SMGW9kRwisFqqeLkdrkSSXarFy9lQloS+1Y6MG3yWwlSOCc94LQmdjV5f1RCawKcBOCXwGfJW7pVm3sLxWIzNxX+k07tQsF2qt1Y5QNc0HrkryI6K1+k1gK+cwmcRGHgl5pET3t9JViVOJFjSlRxSoO0VHGaBNY0uh2iGfK+FLkIAkw63DLWFz8XESZ6BIXQCuwX3b1FzA2uC7SoFWeGgDxctwXaUDGyU5OCeXGruHWXMTIRhmjZZVwSyVwDx5IhDWtkJ0ElsDIi1tb2RLBR7ESqVXG6Fl6z8mt9yUicIdS69R9BymVHgr5FtMg0L1I5rQnwXLxLnADcUnRAB2Bq7nVpCkbD4/iUmiAHEaAK6VbSZhvrHm2XWlpsEgMdbZhaksJAN7zjWV0/lbBH5oZi1YjdUKzW4IbAd6L0EkE6JsaG2xrb1dQins8YmDMWvSUQMVZ2kzfIoGA71q5qVS6iO42HrG2Rr0ls4MAxtbbYBIp9L2sk0m1Z1SwkwhbYrbWOat3K716qXlt3CG2zzTbD37BgreS1ZL8PfLdSMWYiRBapVpxJuO/Guv0dKdhcBYZTEq0jRWa1BDiwzOdPRaSwlFUV29tbAD8sgqeD41raEwHq3BlOjQItUMW5ltg8Aj8C+K25O8DeOLRiXJgryOva7q2Ww13Nlegdsw/Dtu4qb5CtmyxYi0QRXUubbQEDzsYL1VYCkA8jUJaWCUAAw29ylGN98nMBdgF4z187E2lKTCTc6F5Th3elEjuEBFKt5DVlaE2AuwbE8F5TCh87oIyBPmMLttjMZbBgWy3jTtyLSGSqdWSISMlLwBuimPRIllzSXT1WbAuuQzYy+aUD4ceEO0aRoDnQEYuI70Sstu4QIp5RlFmrgg3Bk7F4xqRG8mrhQMGUWauEbTnrCQdJ2VeC6xLZioIt1BYzFRgCF9PSZlv/eIMj4tPbAcCsJasDJ+HGaju2idUXB4iO9cnPJao4YUiUxLxb7wQ3ggVWtnXLV/TJn6eTjmyK+9dKmaNnmWsFAsa8dtaTuTOHscNqwRabqWy7lNPW4qydFhdmEpXgAu6yAtxTrTqVy+IikYFyYS3uR2Aip2mwBAjzVHFSsjmrOIfUi6CipT6NqIJlKVs7CBGJbyw6q1xz48YUiSwIYJWQsLwA7zElsiIsmMWStxJdRFasYOrKmV8TUyvlgANscNVMxADZPIqINMiqU6fIRUol+WsArPgWnMSVSHFxEy07ceJMJCz1WDuBkghuuEeZi9Zte/grGZJWghRYR0vAlrUFBuMikOMgVUJZ1OYLZKayMebQtawdwN+yE2lKVnra2qAcauRrecPo3McKpa2GRHtydYBrejRxSQB+Lyzqa0mlSGxbicy+mqqWFukCDxGr+7dUcUYLJe9UO28oJK3ubXVDsKH++nFA15QghbnslOQF4I29IAT+nXLJcLE5NW6Nie1RWZGCwTcelqurCbNbCgLiRA3KJQUzxdpTEGZemY2V3Im8vbQAAB+MSURBVJLYtmIltmEXFqZFuBGEbUvrKJQEy+zdWiQqWy2U1l71gD1LJ+KuLRIdsMNi5wfFW5iianNRS74ruMRBpicALyILK5giOpilZnKJWigg08CW9jPCSpQA0QdjTIl0BobfYPvZIhTGYLW2J6LkAHIQtmMVttoEwFywVCtBKvkPf7b0yQ8RCLWeEcmaGuNSJOz33sn9UClT29HMqbkFSVjnBVtsLq5gkp6AakuuDWjGEXFXJYGnuAyTb4CmyMNIbHNlXG5LdYdd3VYhKyl6bUnqspTwIms5lnD37tEMpUWiuleqpdYnP4RlZHFY31obKNiUC1XJMoZRoyUWC1UruDRfLBjLRykXkYUUzMoVZTHxtXSMqk8T5cWmBkgUSRG4y9oucaSgqkquwGbSFqFcQLsJaKEtVHGyGCbBqs9Xu/p3aRXXtJ4hhPCUoBZ4tIp3FBG3FHkaO+84lY3wrGgfQYbFPEVbeGeYzYL2N4vQFhTMluq5uDAheWs+ykszry1b0KNGC7ieOu0jjpKhlPBfy35Blk71pmdupS24GQuJpcorKGAirrO1bov18jewT2tk5t0oI9des7pcr06MLVv/RKMgibmpURFxPgBFbymdyuSXFEx+olnBMNWiH1FNbfcPpt51cFXLKhdSK82No46nQn6RHhxhhZmIFrfHGsFKpRr7klBCEZkIWcgfSX+UCsWbJ72jTBsh3TpJUb7jHVu6U7tWkBS0xJTEptpIp00VMzAOXKXFBpO17KdM5E8UTFhyoZarRUDhamoNfl3LfSBSW8N3glC1VcrKqtEWrApX2XoyiFp02NEKpsgttIVnV5DIAsc+Af/denoJsTeBorICLb1mSexvtFm3JnKZvsPRzq0CJnDx3sUOpqkFityWQbHwWdM55GQK1gYgum6NuWZdahYD1hEpuXYeEVoLCphvLm0KI1AQlihOSWtpoMJFsWAi4Bb8xh1HAzxAG6jHqLeeXkIsNJFp694E6TTv5O9qiwDG5XqNWWsDmhALFHQA5Kcaw8Rx1gITvFhLefVMTgkLVhUlIrELpRa5afAhwoNPxswvCzd17IqiQUrAOk2JiQiM0FJpGnVmBkkesFb6TGCm2ANJuIpWHKUVlMxFS3onxOKy9azFjUcTuzGMa5zV7ZdcOa6P0ruHIGIKxgjA4qAwVrWxUfBgwU5quRJ2UCLS0jiDtlvpY7lJyqqCANVQajDi4X1fYKwpEA8nCbm5KwPQ2ihY9QL+jSVqSe/g6KTDSO30jxDpHQvNd011vE4lyndY11ogguTmSrnGsQmHn2w8mTrVhLeJQ0ynRLDDVZqblv2UvZzUpGDOp/blLQ1+BQEeYKpOXO4Sv2MlUIwSSYmKECVambX6JDlKZOo8jYItFKy2v2uJcGGnODupFUcJhjDrrdgIsPcOIuipQ1bjWh7CGI11p1atwr3jK6XiSvtGWS0u1kKAY6dAPEtJEXFigp4Gl9ymYEAgMN1SAsyVwCtjTUzs8vaQrBNOCD82Vj9FEVsbb3B78zQKVlcWm2prjYJDWjdjENjIKmf5WuvyPbuIuCXtJI2l0GCqAY2FA8OBKawunFXCqcY2+nzU9olG6ZQ5aSBfBwVzFJolP7o30sDCKjXLgIfRuWaqVSMeCpDnArgDSVUKFlvC1nq6k04aUkP+Rgg+RYvAE14+Dp5vqcc3AdJNLY2C5xXwwGTO0+AXqAcJamknyivCjg3AJbGji+WEMy081to4lk6wM6/RFKW2/8G18DFqpCKU5cTNe0X4Ww8EHXs6WoqK0a21UfSFJpiZHUv1SGXgjtQqwQyAI0vHPFOKEtMf53izNjVS0Cq1y7m1UXCaduKaWjcV10QXIYrrPedt8NuC7+Amzz7WxM59KLYKktiTCbJIxcGdpfkxF3HahwBoCpc2Hs94At2KVJHC9ab+FGNiooTXY/VNcaKFxGka5nJRwn9/X9pnJ/qBI/BW/H6tlgmZSllc29KiMvYhmoxao+AWCYLUPaPteU0c2OAdKWUtqcx9CgKmOlnHXKQ1cLCasbeYbUwpAf7ApRbnWN54Dhk2Q4SCKamcu8N0yI477jgkfA3SGJbhs7nEvPEtNwKTcQ8Af4n34R5FYa6REpnin1hE0Z5Jbu18DQDDmK0N8KbEPUrvOSVcnYrTGnEb5LUgYAxnmguLrHRqG8ULTFsips1F7BM1Di1E9IQMZbqhYCs6uYqphgXGTvmI1kXwVOmhvayKUIC/dMIEhcJxqbGvNd4IYjSarLWco4gEjaZ6+KBFa9GlgtxDtNayG52w3rCSSLlGXkcnaz1YxxaZMbRYSuU6IkQ4DOyQoSjBHnMUp320FhKMyKBTqYKpV577hDWAPs6sHhsgygUzjBGH0VGQSxEklMJuxKYSXoMjIJjqgaXG3bUm2j1rZS4E0Gd9VlKLziXBXK0NfmEl79NSnq2ChfWiOGMkr7GLc9LHMFQQ0zAfy52LuUDdSIWNzUWD0KX/Kphemr35ZdLa+zt2pxGmrBZzOsaIwwz4IEB9iimWsxRGwwhC7xLrzexrvMEF1PYEAsusHWvWUssUJ7uZbO/ElcwjCFsTxgLP0+B3u+22q9ZlEbnMqaObEdvGzkblKVLXArCYeQH0RCnTIrKHeSl0S1qwIF+kU8NzJb+ESOdSMJUSU0RikIEwQxwkNSVWlYkV8ZT28KEpWAmAXE5xCsQjhE0Gl2HQW3ptuQ7QZiUktltzjbBRvGdrg9+ddtppANUmu0ZeRxBgXMaUF74yFzBqTTyjBe095VVLgY3FBvCPEbQVWRPdpArmTJP6UpqJOnEK4TO2GZYFEbGUyEChvD17KRsc5Cc3ZRBKTDErB6/BCrXuPbL/ih0NUMtmCYLcFanWGgWnIlnsPVvr8gk3ChO1VIF4VymwsYQ0Kyjy425zUleVhfKi/MiawLTgTek9zUWcWGfhtRDRiaz5slTBJPzkQJpO++DLRR1jaRYJb9cgDvOenl5aLwimON+14n4wAMqCcuQSpCDMMkbQhsRxwSyLld1CG1i1+DwKUGsUTOxNAJxZg5Y2BcSzSIDX2qkT7+i6qUJCVtpc5JaGZeXyZQdYwbQrUDT6C2K6RGJzkfCaSg2LulHo0Jrk8RoFc7ZM/0BmoBo6sD4wVexvLAkTy0V6uFxMHoArBZWfnwOcWl0Ux6SVEt2YaS6SAuN3pjL7wCq8QXFZ0pbGboHfWhoFy7vCRq28kWs9C6tQa7QC47JeFGGshp/ySBtRxBzYs07GmFC+PEI3N5LXXHWpiMG4WsyIaDi7pZixl/fHOUUkr8lnK6sK5qWF/2MUgH1/Bh5GyxPDwmwvjtG3Mlkq90mjQv9vb56BBTJLqxzI19MChqk1QnMNK9raKBjOgfVYsqlGwRL7Jsbqbm0AB0cpHmjZCCyaVftfI68txnwueBAWCJBXDIDFh2vTYMzcMATe03UlTMu1WsQWc2OrqLX8ba5gfKdQb7KlE8vE9YyZdy8iOsmrXuPIO4BfWsLACLkpS24pWA+4g5sskZ8y+0C8CNH3THVKlvuM08NYs5bks+/kHqYSwLgzlEjrCWhwK0vnmWudnXWIZEmB+7H9nwISnJiigVx4ARbQQsfrGXPz4vrU1ZoH9flTmNa9Whoyd6fpzlpgby0Fc1Jp7yZtHJy0YlPdjO2cgatK6QgWTceXeBEvzkybRC4vTdxaTSZw6vQPAxY7e2pHALsXd2AlRl3XlESjYK7J8+YtqfxOcl95UGu0SblaT7hllUW+Y6d8hGUzdnmQpUyHZfL8QRqr0ZNEz7vseHYUyFRDZPNCMRvkuPS0W1LatvbqbsG0EXwBcFoV+QmzWi4aEAOXDogoygqiADBdKlY6rIcExaXlYiVyOUJulnGK/0G2RhEjl9DSmDeS8dEoOAhb+NEk+TeBSovYAMMa4/FqOFCpudIdSjwG7Fk3z1Mq/DOWPEjagsmYs+Ki/rzLjrHgImFD+wBaE/QFeXX+i5KCWar6D+0w792Zc4xziQRlqaQmcpZbkMCySe1QsLTQzou6FxdEEUuJ7th8wcSbxClSUAJaKojCtDYK5qpFh1Z5TCbLIC00zwloAhbfXzvhlluThRAEjNW+B3nNEudRLrAvBwvr5u9ncUuSW7h5u3cQBd0C97V2CMqEzqzTeXAdBetN3L96N3lM/59thyXOBHEY5wzlRW2AOisF3JciPnyMVRVnCKXRkN8HRkB+lpQiqgBUGdSarAH8yk3cs+UghWgU7ON61guW44JaemMQ3yWCFe3VRMCAxlHqUxLKSgFEdHlOVskU68WDlEpyjL3FYRFzvamXsfgFHuaAcree7pbIMXQn/+XYzm7lowqqmnOTkfDOK09FOlySUDe1Trq/iGJCmTDGcBcFyDf0wg2CAWSpiCgXg8G6wDhIwylSEK6B2VwLuLY2CmYtRLa4JVHlPA1+QQPfWTtn3Jiw9N5/bILhSOx7abcW66NiOA2YRJP2UkQmI8qluMP8gAjEdFS2tjaKmQmfXyw5LipYr4k/7AfSZsYmLAbUeyDAPscXJsbqZZpDkJNWGHcRppqysYAGF7ZJO8MAp17aJCEFS+kSbs/gsDS145l9RxwPw+rVxCJgmQPjldzPmFBkf9+yC571QIaOJcvV1nu/0q6m7bfffoiq8/OTjBlrePGLX3wNtrJgRejGKw0igpiGNwUvrRtVenkrnSn9w1RvCrteqwoWp9+yHDlwjj17BiztwwpocgPCbEA0zLmXBdqZ+VQhiYnyO+6ptDs6CFqWEl6bAvE4N/dgwXxnyxF7AglYD2ZsBfaxQ4gy105AY5G8H3A/Vgnh3WG0EqlrzJRCpXsvLXhKxItE335iYzMoYW6MQbpgKZX3ZOFEjo0njozukB5VsF4jP9dbMbUau0/dGbcjQiwlvCmSVZGuXjQFdwhTyQhQTqbadTAC2sEEUry0VEQlBsDNNcFCJVJQiA3DsWYtTdbcH/GK7W6xSC30RiomyXfUcpoqIVgl7mvskNAYNxY/r1dDWKNppKDC5cWWOSk5iw1NYeFRLgJScLeULN9PCl/CqXB1Q1XwB+nK6LtV/thSmVQwJl0VZb7qdOMzGELzNNKJfY4iTn8nnGa1AtMAr1YVJcmjQuDViqQUY+QnDMcisY5TiWTKB7MgSkVPgG1N5ilbMXmxs73Gk8lq2MI31RvNQlT1mj9nKJIxS1trGndJbrSD4kfKZ0zjiEBzQulE6Pl+UnMqS5E3sBuRyRzZpIL1A/PRFiuWKxcgHPv7UgYYrwOvRfVmmGrYwXVRYYkSgLsoXnpiSBwpZ0WO7X4BpFlHK5OVmtrD6DsoPCymwrOl406LwEqRAK+dkoLW4fKmggD4VnUui59bWmNkoaZRpwpiFiq9p+ss7LRAwJjDYxYsD5QuhEblYr3G2yB1bf3BqlYsFwlsIJEFiocOclIxX4qPAFvmPa2wFEEBsyIqtecpaEVpcJHcT+moY2JyUQImTv5xSiLhK8DgGpYhorjWBDjKATQY2wWPenANS5OfIqdMx/P7njTqNHawYnpPHGKcLhcFAuZG5Qorbg5aavYyqb5gVcFmVgyB1nR0mtXjxbi81OyKTqQ38pwjbMWtqf9KB9GqgsdwM7mSAKyUmKUrJYKZf8pKOSnjVDsBKSiAnzuF+xqPCx4ViX7u38TV2lspoRHxWgxj1tM7snKlTpIsf96XQsSOS7NoImqMPiBRRJgWCCjbgf8EYqx4Y88JcmzNepHWDoeH9B9HZlR5MQNLydJqgdjN7XfhsiiUlUQBmGzRizRTlJd4UfcC2uUp017yQWm4nmKUChMx9oKFtO3SmCjko5AshVzqol2VTST3PLWzPRXPJjodSyQ7tY1lpxD5O/IOFiBuMFWKaC0FHhDK5hp5UwS4Bcl9smZxYIT/F+mCH40svtDykJYLmxSsH/Bv9YMn/q3uhjD5wH1afw/nwAKBp7yMl+b3KQIXKPUBxKYnc+C8FAlaYTn+QC8A8ia0dFIIJXFPrgGGKRG0qcAoEtuwzlgkVxOTCBu2HG0M0FN829vGFNpks6h5whs1ZEzwiGnBpXFATUTFBBfqHjxHHFFtDqLhcpwuxwoaS5FqoxxFJ1ounKdHqy3HwpzJboj5YAihWQXKBNhHZ2YVqcjBqJZkuikL15i2uLSqpDTy/hT4mSA/Mdulk3WRkYA23OGeU0ncSGx7Bpa19UCFEMDe37KoeaI/l+jQDY+OtQlgySkAUjfnorhU0WFaoo2xN3beNyABJfLO/h/gR+PgvHBzxs14BhXU0gN2JvKAbe2FujkUrNfY3/dWTElDW6F699/cGHcY5cpRASrqEU1KH5kUEU6UScNpgdVMgMFh2lmhNLUjSvU7bgEdUCIFAWDWwv1qRX7cOIshfG9sT7RGUB6I5ZYEuOdAL4y1NzA+lMW75VWkdmzDuBZpqpxxtHK0HohKVwUExokHMfawHBeKmzM3Y22dJuQ+dKH14nm7TPMz/Md0C5aZ4KwUw3E7JI4AZo6RhayKD7NN2bhXoJbCKSKMAYxGtCYmZ/FZOKQgt1w6BDXuGdvrpvKB0Z7I9wk4Wg+1YomjvLqWAEdeUkafsR1CsBXqocT1eT4KkbYXVf9lXGBW94yDsECMoHIEHiyW90KeAvwsG3c5tmG6IOZ+GmtkMpeC9Zp7av/wTom6Rv/Zpna99AjwHAA1ALBUhNXG4hgYL4olF8UB3LgZVEPUh8FzBsjf+XdYLcS9XVuiNEIAWm5BUCAVMwXiKbdrWYk8XTUmJlsCvHYibky85x87Lk85te9mQXMFl0+kmPkeU3lakCMCCwrKfYpSZQnAEmMX53LjI93bmDZ0yQmRPjjw1DkjoLn75Pf3/0k/UDLEGimcburatGTaS3GLAChODE4RIbIuJh4mEfkI7QFu/55u/ecughTM+1PAWKwiFzvWngheU4/uOabaE+GPTARsYsXj2qYEUI/t/7UWmSyS7y8RpiFcHCuYlx2l5HUasBgj94wDRwF6i82YYPCNrWvQF95L3jcqdFuPsunFYB9k7lv/IGShgxj6L3pd/8LaDTcl52JzggkT1cEBVheX6XfwBLyA1+HyUBJWuEGOrf/RG99KzfcsCtMNHmUUsZa24SN33ZMbBXCnks+xUZi1sWN7THFYh+hYXdtiD1dZABbdWBAgtWShYNtzPoo1154h7UsRbZq8V9A4LJ/xYgWNMYvHW6A6jLPxxlFyq3Oc7PtKc956cSorOQwLZWEn+M4tF5s0+AG3E+5Orox5Z9lYGEojCkX+wTSwAsUJvMGVxp5F4Xnac0LkRxmt8rH2RKwDgtY9a3xPVLKymtxKSfybRdJywi3siTbwsyTpDqHcwoo6PUNspglh/dWbRbAgnxkkKxdqMXkHymdRU25zoO5sDkFHLHxw5MIK1mv0H3orppzHhr0zT11rsqODIMWCVyR4rTDRo0mHn0Q3FAjtwE2IjCgXlxAFc9IgokIDlTcQjjonVqBUrWo3kcmgXDihqXYCathFoJEnzXNzIsY46rl2zLMgQADgfcaCANEzBQluKpU4FjlNPbmn+wl84p7GjksXteMZjSNClpJxy7AqrDvHkc+4or3Ndesf5LKi4/z6L/5qr2SOPBvvp5SJVAprBeBbjRQhGrYFMYo3k7ZgzbhFAxOVBhLiBhagBt7T1I7kOZcFg7CGpVSNiMkq50JqxzNzkaIs98tbbHpm5dRj1i0Vz8Qaj/XJV3HqHeO6VESTYIOxSSmaCCwCq0X1Bn4MJ+ffPX9YPM9vPKfaxxfkAHPcenFJVnzi7QyPqd89tOV6XQRTCbclbGaRDAo3J8SGk+JMIsRjlKOIJEV6XGW+GuEc5TdWe6k9ESAscsWCU+6pqs2oYYftTE7sMmcVfAfwXNuBIyAJazJWvOe9EbulSlZKycWlqSf3NGbuyTvog09BKRvKBmeo52tq8fBpU1mDgjx9UdyVylLO7O4FOWUX0vTp7gXBh1EuA4mjSY/R4xqAZy6KpRB6A6YRFXKp+XnfMgD+Vu0YpSj10oLV3JNLqbUTwH5LHVH8OOPR3/l97ezJqPblssaqYL0TDo9rzHkx7yY6RYZG1CmwYJ1Y6Gg9ENUbXDbwDpv55PsN5lAuubq5T74qyVIUbMaPIY127D/1428zAT6RhCZDQRwLw7pQEi4QbgL8XRNkqrxhRERWZmpJ4DlukFJIVZXEpESxY61PvudxLTcDC1FK+LEm3Jod2lOtPCM5nbd98j1cpjFIS7rdU84wSNio3ohzCWBcPNsc5GkuzPS+8/JdY7IsCxbNU1S9WVbtDUq7/xYSGmgcDUsWLZokkIFoOMgH4A/ATUlgM24U35PejwsF+LmyUstNAJ+15KIp5FQ7gdhlHhgKfqv1G1NG7nl9x9gOIc8GfJeS42gF0V5ao6YqRTTovhFYGCO0h4qT2G0uf7lA0zjC3O+RNi9ZqSxNwcgsX6luDDt54Xn+FgHIIgHPtlVxgaxUuEArnQWBseL8IiCbG4VdrNx0IqNPKWwiYCi10UQLcMfuKaqdEkoV17SUtHgm0V0pfUVQD5SWgqSZCSJCFB1SpnQHtghakBMWVzBEoWDCONIPJ9Z6mm4mOrzsOU+esUWWqmCkf8Af9UqmAGtuJQNOWSTWzAQZrMBeFASuoCxpVSxXCsOYrLymHSZB4JqoUhsm2IuFkHCPNNaYcMGAteeotchkkaSZBAFjhYS+Nw4Yy8W7sJqp62bpZCmChOVCKToXyn2LrFnN0tlPDUK5rmvuFvnjKVm6gpFFlYyboggsCotk0Gx3ix76SEhlJQZeNAomUBLuRFQIhKdgGiaJRDfrGDtqUhEhxqFbCNop6NFiGaKdplTMWJsAG2LgJm48B+JKzaWepKAi+IgcZuyaIrCYwk74NDocUq7WY2sSWTXlIquiYCRRMiPSjMlMNIbfBFAcGMlKjR76mHCRodUc9WGiQjiKS5STS1MgwnvBAcCcN1cJcU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</Swatch> </swatchLibrary> </Fixture>