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Clay Paky Rhapsodya (Clay Paky_Rhapsodya.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Rhapsodya" ShortName="Rhapsodya" Company="Clay Paky" Version="3"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>2f9e1679-25f8-49d1-b844-01e66496000f</Thumbnail> <History Date="23-11-23" Author="Nic Morris" Comment="Created (charts are a mess. white mode has two controls mapped to channel 12. bumped up for now. some ranges and controls are vague)" Version="0" /> <History Date="18-04-24" Author="Nic Morris" Comment="Updated in line with 04/2024 charts (significant changes. removes string parts from standard mode and adds separate pixel engine modes, changes zoom to 16bit. gobos changed - note majority of images are very low quality)" Version="1" /> <History Date="18-04-24" Author="Nic Morris" Comment="Added product thumbnail" Version="1" /> <History Date="19-04-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" /> <History Date="22-04-24" Author="Nic Morris" Comment="Added missing Atlabase IDs for RGB and RGBA pixel engine modes." Version="3" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="c2836525-1a8d-418c-82e0-f59f6da7b9de" /> <Control> <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" /> </Attribute> <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" /> </Attribute> <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" /> <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" /> </Attribute> <Attribute ID="Amber" Name="Amber" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Amber C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,100,0" /> </Attribute> <Attribute ID="Lime" Name="Lime" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Lime C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="100,255,100" /> </Attribute> <Attribute ID="CTC" Name="CTC" Description="" Group="C"> <Locate Locate="5" PowerOn="5" /> <Function ID="1" Name="2500K" Display="'2500K'" Dmx="255~255" Colour="255,255,255" /> <Function ID="2" Name="2500->Cal" Display="'2500->Cal %.1f%%',0.0~100.0" Dmx="254~129" Colour="255,255,255" /> <Function ID="3" Name="Calibrated White" Display="'Calibrated White'" Dmx="128~128" Colour="255,255,255" /> <Function ID="4" Name="Cal->10000K" Display="'Cal->10000K %.1f%%',0.0~100.0" Dmx="127~1" Colour="255,255,255" /> <Function ID="5" Name="10000K" Display="'10000K'" Dmx="0~0" Colour="255,255,255" /> </Attribute> <Attribute ID="CRI" Name="CRI" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="RAW" Display="'RAW'" Dmx="0~0" Colour="0,0,0" /> <Function ID="2" Name="Max Output" Display="'Max Output'" Dmx="1~1" Colour="0,0,0" /> <Function ID="3" Name="CRI" Display="'CRI %.1f%%',0.0~100.0" Dmx="2~254" Colour="0,0,0" /> <Function ID="4" Name="Max CRI" Display="'Max CRI'" Dmx="255~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Tint" Name="Tint" Description="" Group="C"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="+ Green" Display="'+ Green %.1f%%',100.0~0.0" Dmx="0~127" Colour="0,0,0" /> <Function ID="2" Name="Neutral" Display="'Neutral'" Dmx="128~128" Colour="0,0,0" /> <Function ID="3" Name="- Green" Display="'- Green %.1f%%',0.0~100.0" Dmx="129~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Virtual_Cols_1" Name="Virtual Cols 1" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" /> <Function ID="2" Name="Filter 4 (Medium Bastard Amber)" Display="'Filter 4 (Medium Bastard Amber)'" Dmx="1~2" Colour="0,0,0" /> <Function ID="3" Name="Filter 10 (Medium Yellow)" Display="'Filter 10 (Medium Yellow)'" Dmx="3~4" Colour="0,0,0" /> <Function ID="4" Name="Filter 19 (Fire)" Display="'Filter 19 (Fire)'" Dmx="5~6" Colour="0,0,0" /> <Function ID="5" Name="Filter 26 (Bright Red)" Display="'Filter 26 (Bright Red)'" Dmx="7~8" Colour="0,0,0" /> <Function ID="6" Name="Filter 58 (Lavender)" Display="'Filter 58 (Lavender)'" Dmx="9~10" Colour="0,0,0" /> <Function ID="7" Name="Filter 68 (Sky Blue)" Display="'Filter 68 (Sky Blue)'" Dmx="11~12" Colour="0,0,0" /> <Function ID="8" Name="Filter 71 (Tokyo Blue)" Display="'Filter 71 (Tokyo Blue)'" Dmx="13~14" Colour="0,0,0" /> <Function ID="9" Name="Filter 79 (Just Blue)" Display="'Filter 79 (Just Blue)'" Dmx="15~16" Colour="0,0,0" /> <Function ID="10" Name="Filter 88 (Lime Green)" Display="'Filter 88 (Lime Green)'" Dmx="17~18" Colour="0,0,0" /> <Function ID="11" Name="Filter 90 (Dark Yellow Green)" Display="'Filter 90 (Dark Yellow Green)'" Dmx="19~20" Colour="0,0,0" /> <Function ID="12" Name="Filter 100 (Spring Yellow)" Display="'Filter 100 (Spring Yellow)'" Dmx="21~22" Colour="0,0,0" /> <Function ID="13" Name="Filter 101 (Yellow)" Display="'Filter 101 (Yellow)'" Dmx="23~24" Colour="0,0,0" /> <Function ID="14" Name="Filter 102 (Light Amber)" Display="'Filter 102 (Light Amber)'" Dmx="25~26" Colour="0,0,0" /> <Function ID="15" Name="Filter 103 (Straw)" Display="'Filter 103 (Straw)'" Dmx="27~28" Colour="0,0,0" /> <Function ID="16" Name="Filter 104 (Deep Amber)" Display="'Filter 104 (Deep Amber)'" Dmx="29~30" Colour="0,0,0" /> <Function ID="17" Name="Filter 105 - Orange)" Display="'Filter 105 - Orange)'" Dmx="31~32" Colour="0,0,0" /> <Function ID="18" Name="Filter 106 (Primary Red)" Display="'Filter 106 (Primary Red)'" Dmx="33~34" Colour="0,0,0" /> <Function ID="19" Name="Filter 111 (Dark Pink)" Display="'Filter 111 (Dark Pink)'" Dmx="35~36" Colour="0,0,0" /> <Function ID="20" Name="Filter 115 (Peacock Blue)" Display="'Filter 115 (Peacock Blue)'" Dmx="37~38" Colour="0,0,0" /> <Function ID="21" Name="Filter 116 (Medium Blue-Green)" Display="'Filter 116 (Medium Blue-Green)'" Dmx="39~40" Colour="0,0,0" /> <Function ID="22" Name="Filter 117 (Steel Blue)" Display="'Filter 117 (Steel Blue)'" Dmx="41~42" Colour="0,0,0" /> <Function ID="23" Name="Filter 118 (Light Blue)" Display="'Filter 118 (Light Blue)'" Dmx="43~44" Colour="0,0,0" /> <Function ID="24" Name="Filter 119 (Dark Blue)" Display="'Filter 119 (Dark Blue)'" Dmx="45~46" Colour="0,0,0" /> <Function ID="25" Name="Filter 120 (Deep Blue)" Display="'Filter 120 (Deep Blue)'" Dmx="47~48" Colour="0,0,0" /> <Function ID="26" Name="Filter 121 (Filter Green)" Display="'Filter 121 (Filter Green)'" Dmx="49~50" Colour="0,0,0" /> <Function ID="27" Name="Filter 128 (Bright Pink)" Display="'Filter 128 (Bright Pink)'" Dmx="51~52" Colour="0,0,0" /> <Function ID="28" Name="Filter 131 (Marine Blue)" Display="'Filter 131 (Marine Blue)'" Dmx="53~54" Colour="0,0,0" /> <Function ID="29" Name="Filter 132 (Medium Blue)" Display="'Filter 132 (Medium Blue)'" Dmx="55~56" Colour="0,0,0" /> <Function ID="30" Name="Filter 134 (Golden Amber)" Display="'Filter 134 (Golden Amber)'" Dmx="57~58" Colour="0,0,0" /> <Function ID="31" Name="Filter 135 (Deep Golden Amber)" Display="'Filter 135 (Deep Golden Amber)'" Dmx="59~60" Colour="0,0,0" /> <Function ID="32" Name="Filter 136 (Pale Lavender)" Display="'Filter 136 (Pale Lavender)'" Dmx="61~62" Colour="0,0,0" /> <Function ID="33" Name="Filter 137 (Special Lavender)" Display="'Filter 137 (Special Lavender)'" Dmx="63~64" Colour="0,0,0" /> <Function ID="34" Name="Filter 138 (Pale Green)" Display="'Filter 138 (Pale Green)'" Dmx="65~66" Colour="0,0,0" /> <Function ID="35" Name="Filter 139 (Primary Green)" Display="'Filter 139 (Primary Green)'" Dmx="67~68" Colour="0,0,0" /> <Function ID="36" Name="Filter 141 (Bright Blue)" Display="'Filter 141 (Bright Blue)'" Dmx="69~70" Colour="0,0,0" /> <Function ID="37" Name="Filter 147 (Apricot)" Display="'Filter 147 (Apricot)'" Dmx="71~72" Colour="0,0,0" /> <Function ID="38" Name="Filter 148 (Bright Rose)" Display="'Filter 148 (Bright Rose)'" Dmx="73~74" Colour="0,0,0" /> <Function ID="39" Name="Filter 152 (Pale Gold)" Display="'Filter 152 (Pale Gold)'" Dmx="75~76" Colour="0,0,0" /> <Function ID="40" Name="Filter 154 (Pale Rose)" Display="'Filter 154 (Pale Rose)'" Dmx="77~78" Colour="0,0,0" /> <Function ID="41" Name="Filter 157 (Pink)" Display="'Filter 157 (Pink)'" Dmx="79~80" Colour="0,0,0" /> <Function ID="42" Name="Filter 158 (Deep Orange)" Display="'Filter 158 (Deep Orange)'" Dmx="81~82" Colour="0,0,0" /> <Function ID="43" Name="Filter 162 (Bastard Amber)" Display="'Filter 162 (Bastard Amber)'" Dmx="83~84" Colour="0,0,0" /> <Function ID="44" Name="Filter 164 (Flame Red)" Display="'Filter 164 (Flame Red)'" Dmx="85~86" Colour="0,0,0" /> <Function ID="45" Name="Filter 165 (Daylight Blue)" Display="'Filter 165 (Daylight Blue)'" Dmx="87~88" Colour="0,0,0" /> <Function ID="46" Name="Filter 169 (Lilac Tint)" Display="'Filter 169 (Lilac Tint)'" Dmx="89~90" Colour="0,0,0" /> <Function ID="47" Name="Filter 170 (Deep Lavender)" Display="'Filter 170 (Deep Lavender)'" Dmx="91~92" Colour="0,0,0" /> <Function ID="48" Name="Filter 172 (Lagoon Blue)" Display="'Filter 172 (Lagoon Blue)'" Dmx="93~94" Colour="0,0,0" /> <Function ID="49" Name="Filter 179 (Chrome Orange)" Display="'Filter 179 (Chrome Orange)'" Dmx="95~96" Colour="0,0,0" /> <Function ID="50" Name="Filter 180 (Dark Lavender)" Display="'Filter 180 (Dark Lavender)'" Dmx="97~98" Colour="0,0,0" /> <Function ID="51" Name="Filter 181 (Congo Blue)" Display="'Filter 181 (Congo Blue)'" Dmx="99~100" Colour="0,0,0" /> <Function ID="52" Name="Filter 197 (Alice Blue)" Display="'Filter 197 (Alice Blue)'" Dmx="101~102" Colour="0,0,0" /> <Function ID="53" Name="Filter 201 (Full C.T. Blue)" Display="'Filter 201 (Full C.T. Blue)'" Dmx="103~104" Colour="0,0,0" /> <Function ID="54" Name="Filter 202 (Half C.T. Blue)" Display="'Filter 202 (Half C.T. Blue)'" Dmx="105~106" Colour="0,0,0" /> <Function ID="55" Name="Filter 203 (Quarter C.T. Blue)" Display="'Filter 203 (Quarter C.T. Blue)'" Dmx="107~108" Colour="0,0,0" /> <Function ID="56" Name="Filter 204 (Full C.T. Orange)" Display="'Filter 204 (Full C.T. Orange)'" Dmx="109~110" Colour="0,0,0" /> <Function ID="57" Name="Filter 205 (Half C.T. Orange)" Display="'Filter 205 (Half C.T. Orange)'" Dmx="111~112" Colour="0,0,0" /> <Function ID="58" Name="Filter 206 (Quarter C.T. Orange)" Display="'Filter 206 (Quarter C.T. Orange)'" Dmx="113~114" Colour="0,0,0" /> <Function ID="59" Name="Filter 247 (Full Minus Green)" Display="'Filter 247 (Full Minus Green)'" Dmx="115~116" Colour="0,0,0" /> <Function ID="60" Name="Filter 248 (Half Minus Green)" Display="'Filter 248 (Half Minus Green)'" Dmx="117~118" Colour="0,0,0" /> <Function ID="61" Name="Filter 281 (Three Quarter C.T. Blue)" Display="'Filter 281 (Three Quarter C.T. Blue)'" Dmx="119~120" Colour="0,0,0" /> <Function ID="62" Name="Filter 285 (Three Quarter C.T. Orange)" Display="'Filter 285 (Three Quarter C.T. Orange)'" Dmx="121~122" Colour="0,0,0" /> <Function ID="63" Name="Filter 352 (Glacier Blue)" Display="'Filter 352 (Glacier Blue)'" Dmx="123~124" Colour="0,0,0" /> <Function ID="64" Name="Filter 353 (Lighter Blue)" Display="'Filter 353 (Lighter Blue)'" Dmx="125~126" Colour="0,0,0" /> <Function ID="65" Name="Filter 715 (Cabana Blue)" Display="'Filter 715 (Cabana Blue)'" Dmx="127~128" Colour="0,0,0" /> <Function ID="66" Name="Filter 778 (Millenium Gold)" Display="'Filter 778 (Millenium Gold)'" Dmx="129~130" Colour="0,0,0" /> <Function ID="67" Name="Filter 793 (Vanity Fair)" Display="'Filter 793 (Vanity Fair)'" Dmx="131~132" Colour="0,0,0" /> <Function ID="68" Name="User Color 1" Display="'User Color 1'" Dmx="133~134" Colour="0,0,0" /> <Function ID="69" Name="User Color 2" Display="'User Color 2'" Dmx="135~136" Colour="0,0,0" /> <Function ID="70" Name="User Color 3" Display="'User Color 3'" Dmx="137~138" Colour="0,0,0" /> <Function ID="71" Name="User Color 4" Display="'User Color 4'" Dmx="139~140" Colour="0,0,0" /> <Function ID="72" Name="User Color 5" Display="'User Color 5'" Dmx="141~142" Colour="0,0,0" /> <Function ID="73" Name="User Color 6" Display="'User Color 6'" Dmx="143~144" Colour="0,0,0" /> <Function ID="74" Name="User Color 7" Display="'User Color 7'" Dmx="145~146" Colour="0,0,0" /> <Function ID="75" Name="User Color 8" Display="'User Color 8'" Dmx="147~148" Colour="0,0,0" /> <Function ID="76" Name="User Color 9" Display="'User Color 9'" Dmx="149~150" Colour="0,0,0" /> <Function ID="77" Name="User Color 10" Display="'User Color 10'" Dmx="151~152" Colour="0,0,0" /> <Function ID="78" Name="User Color 11" Display="'User Color 11'" Dmx="153~154" Colour="0,0,0" /> <Function ID="79" Name="User Color 12" Display="'User Color 12'" Dmx="155~156" Colour="0,0,0" /> </Attribute> <Attribute ID="Virtual_Cols_2" Name="Virtual Cols 2" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" /> <Function ID="2" Name="Filter 4 (Medium Bastard Amber)" Display="'Filter 4 (Medium Bastard Amber)'" Dmx="1~2" Colour="0,0,0" /> <Function ID="3" Name="Filter 10 (Medium Yellow)" Display="'Filter 10 (Medium Yellow)'" Dmx="3~4" Colour="0,0,0" /> <Function ID="4" Name="Filter 19 (Fire)" Display="'Filter 19 (Fire)'" Dmx="5~6" Colour="0,0,0" /> <Function ID="5" Name="Filter 26 (Bright Red)" Display="'Filter 26 (Bright Red)'" Dmx="7~8" Colour="0,0,0" /> <Function ID="6" Name="Filter 58 (Lavender)" Display="'Filter 58 (Lavender)'" Dmx="9~10" Colour="0,0,0" /> <Function ID="7" Name="Filter 68 (Sky Blue)" Display="'Filter 68 (Sky Blue)'" Dmx="11~12" Colour="0,0,0" /> <Function ID="8" Name="Filter 71 (Tokyo Blue)" Display="'Filter 71 (Tokyo Blue)'" Dmx="13~14" Colour="0,0,0" /> <Function ID="9" Name="Filter 79 (Just Blue)" Display="'Filter 79 (Just Blue)'" Dmx="15~16" Colour="0,0,0" /> <Function ID="10" Name="Filter 88 (Lime Green)" Display="'Filter 88 (Lime Green)'" Dmx="17~18" Colour="0,0,0" /> <Function ID="11" Name="Filter 90 (Dark Yellow Green)" Display="'Filter 90 (Dark Yellow Green)'" Dmx="19~20" Colour="0,0,0" /> <Function ID="12" Name="Filter 100 (Spring Yellow)" Display="'Filter 100 (Spring Yellow)'" Dmx="21~22" Colour="0,0,0" /> <Function ID="13" Name="Filter 101 (Yellow)" Display="'Filter 101 (Yellow)'" Dmx="23~24" Colour="0,0,0" /> <Function ID="14" Name="Filter 102 (Light Amber)" Display="'Filter 102 (Light Amber)'" Dmx="25~26" Colour="0,0,0" /> <Function ID="15" Name="Filter 103 (Straw)" Display="'Filter 103 (Straw)'" Dmx="27~28" Colour="0,0,0" /> <Function ID="16" Name="Filter 104 (Deep Amber)" Display="'Filter 104 (Deep Amber)'" Dmx="29~30" Colour="0,0,0" /> <Function ID="17" Name="Filter 105 - Orange)" Display="'Filter 105 - Orange)'" Dmx="31~32" Colour="0,0,0" /> <Function ID="18" Name="Filter 106 (Primary Red)" Display="'Filter 106 (Primary Red)'" Dmx="33~34" Colour="0,0,0" /> <Function ID="19" Name="Filter 111 (Dark Pink)" Display="'Filter 111 (Dark Pink)'" Dmx="35~36" Colour="0,0,0" /> <Function ID="20" Name="Filter 115 (Peacock Blue)" Display="'Filter 115 (Peacock Blue)'" Dmx="37~38" Colour="0,0,0" /> <Function ID="21" Name="Filter 116 (Medium Blue-Green)" Display="'Filter 116 (Medium Blue-Green)'" Dmx="39~40" Colour="0,0,0" /> <Function ID="22" Name="Filter 117 (Steel Blue)" Display="'Filter 117 (Steel Blue)'" Dmx="41~42" Colour="0,0,0" /> <Function ID="23" Name="Filter 118 (Light Blue)" Display="'Filter 118 (Light Blue)'" Dmx="43~44" Colour="0,0,0" /> <Function ID="24" Name="Filter 119 (Dark Blue)" Display="'Filter 119 (Dark Blue)'" Dmx="45~46" Colour="0,0,0" /> <Function ID="25" Name="Filter 120 (Deep Blue)" Display="'Filter 120 (Deep Blue)'" Dmx="47~48" Colour="0,0,0" /> <Function ID="26" Name="Filter 121 (Filter Green)" Display="'Filter 121 (Filter Green)'" Dmx="49~50" Colour="0,0,0" /> <Function ID="27" Name="Filter 128 (Bright Pink)" Display="'Filter 128 (Bright Pink)'" Dmx="51~52" Colour="0,0,0" /> <Function ID="28" Name="Filter 131 (Marine Blue)" Display="'Filter 131 (Marine Blue)'" Dmx="53~54" Colour="0,0,0" /> <Function ID="29" Name="Filter 132 (Medium Blue)" Display="'Filter 132 (Medium Blue)'" Dmx="55~56" Colour="0,0,0" /> <Function ID="30" Name="Filter 134 (Golden Amber)" Display="'Filter 134 (Golden Amber)'" Dmx="57~58" Colour="0,0,0" /> <Function ID="31" Name="Filter 135 (Deep Golden Amber)" Display="'Filter 135 (Deep Golden Amber)'" Dmx="59~60" Colour="0,0,0" /> <Function ID="32" Name="Filter 136 (Pale Lavender)" Display="'Filter 136 (Pale Lavender)'" Dmx="61~62" Colour="0,0,0" /> <Function ID="33" Name="Filter 137 (Special Lavender)" Display="'Filter 137 (Special Lavender)'" Dmx="63~64" Colour="0,0,0" /> <Function ID="34" Name="Filter 138 (Pale Green)" Display="'Filter 138 (Pale Green)'" Dmx="65~66" Colour="0,0,0" /> <Function ID="35" Name="Filter 139 (Primary Green)" Display="'Filter 139 (Primary Green)'" Dmx="67~68" Colour="0,0,0" /> <Function ID="36" Name="Filter 141 (Bright Blue)" Display="'Filter 141 (Bright Blue)'" Dmx="69~70" Colour="0,0,0" /> <Function ID="37" Name="Filter 147 (Apricot)" Display="'Filter 147 (Apricot)'" Dmx="71~72" Colour="0,0,0" /> <Function ID="38" Name="Filter 148 (Bright Rose)" Display="'Filter 148 (Bright Rose)'" Dmx="73~74" Colour="0,0,0" /> <Function ID="39" Name="Filter 152 (Pale Gold)" Display="'Filter 152 (Pale Gold)'" Dmx="75~76" Colour="0,0,0" /> <Function ID="40" Name="Filter 154 (Pale Rose)" Display="'Filter 154 (Pale Rose)'" Dmx="77~78" Colour="0,0,0" /> <Function ID="41" Name="Filter 157 (Pink)" Display="'Filter 157 (Pink)'" Dmx="79~80" Colour="0,0,0" /> <Function ID="42" Name="Filter 158 (Deep Orange)" Display="'Filter 158 (Deep Orange)'" Dmx="81~82" Colour="0,0,0" /> <Function ID="43" Name="Filter 162 (Bastard Amber)" Display="'Filter 162 (Bastard Amber)'" Dmx="83~84" Colour="0,0,0" /> <Function ID="44" Name="Filter 164 (Flame Red)" Display="'Filter 164 (Flame Red)'" Dmx="85~86" Colour="0,0,0" /> <Function ID="45" Name="Filter 165 (Daylight Blue)" Display="'Filter 165 (Daylight Blue)'" Dmx="87~88" Colour="0,0,0" /> <Function ID="46" Name="Filter 169 (Lilac Tint)" Display="'Filter 169 (Lilac Tint)'" Dmx="89~90" Colour="0,0,0" /> <Function ID="47" Name="Filter 170 (Deep Lavender)" Display="'Filter 170 (Deep Lavender)'" Dmx="91~92" Colour="0,0,0" /> <Function ID="48" Name="Filter 172 (Lagoon Blue)" Display="'Filter 172 (Lagoon Blue)'" Dmx="93~94" Colour="0,0,0" /> <Function ID="49" Name="Filter 179 (Chrome Orange)" Display="'Filter 179 (Chrome Orange)'" Dmx="95~96" Colour="0,0,0" /> <Function ID="50" Name="Filter 180 (Dark Lavender)" Display="'Filter 180 (Dark Lavender)'" Dmx="97~98" Colour="0,0,0" /> <Function ID="51" Name="Filter 181 (Congo Blue)" Display="'Filter 181 (Congo Blue)'" Dmx="99~100" Colour="0,0,0" /> <Function ID="52" Name="Filter 197 (Alice Blue)" Display="'Filter 197 (Alice Blue)'" Dmx="101~102" Colour="0,0,0" /> <Function ID="53" Name="Filter 201 (Full C.T. Blue)" Display="'Filter 201 (Full C.T. Blue)'" Dmx="103~104" Colour="0,0,0" /> <Function ID="54" Name="Filter 202 (Half C.T. Blue)" Display="'Filter 202 (Half C.T. Blue)'" Dmx="105~106" Colour="0,0,0" /> <Function ID="55" Name="Filter 203 (Quarter C.T. Blue)" Display="'Filter 203 (Quarter C.T. Blue)'" Dmx="107~108" Colour="0,0,0" /> <Function ID="56" Name="Filter 204 (Full C.T. Orange)" Display="'Filter 204 (Full C.T. Orange)'" Dmx="109~110" Colour="0,0,0" /> <Function ID="57" Name="Filter 205 (Half C.T. Orange)" Display="'Filter 205 (Half C.T. Orange)'" Dmx="111~112" Colour="0,0,0" /> <Function ID="58" Name="Filter 206 (Quarter C.T. Orange)" Display="'Filter 206 (Quarter C.T. Orange)'" Dmx="113~114" Colour="0,0,0" /> <Function ID="59" Name="Filter 247 (Full Minus Green)" Display="'Filter 247 (Full Minus Green)'" Dmx="115~116" Colour="0,0,0" /> <Function ID="60" Name="Filter 248 (Half Minus Green)" Display="'Filter 248 (Half Minus Green)'" Dmx="117~118" Colour="0,0,0" /> <Function ID="61" Name="Filter 281 (Three Quarter C.T. Blue)" Display="'Filter 281 (Three Quarter C.T. Blue)'" Dmx="119~120" Colour="0,0,0" /> <Function ID="62" Name="Filter 285 (Three Quarter C.T. Orange)" Display="'Filter 285 (Three Quarter C.T. Orange)'" Dmx="121~122" Colour="0,0,0" /> <Function ID="63" Name="Filter 352 (Glacier Blue)" Display="'Filter 352 (Glacier Blue)'" Dmx="123~124" Colour="0,0,0" /> <Function ID="64" Name="Filter 353 (Lighter Blue)" Display="'Filter 353 (Lighter Blue)'" Dmx="125~126" Colour="0,0,0" /> <Function ID="65" Name="Filter 715 (Cabana Blue)" Display="'Filter 715 (Cabana Blue)'" Dmx="127~128" Colour="0,0,0" /> <Function ID="66" Name="Filter 778 (Millenium Gold)" Display="'Filter 778 (Millenium Gold)'" Dmx="129~130" Colour="0,0,0" /> <Function ID="67" Name="Filter 793 (Vanity Fair)" Display="'Filter 793 (Vanity Fair)'" Dmx="131~132" Colour="0,0,0" /> <Function ID="68" Name="User Color 1" Display="'User Color 1'" Dmx="133~134" Colour="0,0,0" /> <Function ID="69" Name="User Color 2" Display="'User Color 2'" Dmx="135~136" Colour="0,0,0" /> <Function ID="70" Name="User Color 3" Display="'User Color 3'" Dmx="137~138" Colour="0,0,0" /> <Function ID="71" Name="User Color 4" Display="'User Color 4'" Dmx="139~140" Colour="0,0,0" /> <Function ID="72" Name="User Color 5" Display="'User Color 5'" Dmx="141~142" Colour="0,0,0" /> <Function ID="73" Name="User Color 6" Display="'User Color 6'" Dmx="143~144" Colour="0,0,0" /> <Function ID="74" Name="User Color 7" Display="'User Color 7'" Dmx="145~146" Colour="0,0,0" /> <Function ID="75" Name="User Color 8" Display="'User Color 8'" Dmx="147~148" Colour="0,0,0" /> <Function ID="76" Name="User Color 9" Display="'User Color 9'" Dmx="149~150" Colour="0,0,0" /> <Function ID="77" Name="User Color 10" Display="'User Color 10'" Dmx="151~152" Colour="0,0,0" /> <Function ID="78" Name="User Color 11" Display="'User Color 11'" Dmx="153~154" Colour="0,0,0" /> <Function ID="79" Name="User Color 12" Display="'User Color 12'" Dmx="155~156" Colour="0,0,0" /> </Attribute> <Attribute ID="Virtual_Red" Name="Virtual Red" Description="" Group="C"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="-" Display="'- %.1f%%',100.0~0.0" Dmx="0~127" Colour="255,255,255" /> <Function ID="2" Name="Normal" Display="'Normal'" Dmx="128~128" Colour="255,255,255" /> <Function ID="3" Name="+" Display="'+ %.1f%%',0.0~100.0" Dmx="129~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Virtual_Green" Name="Virtual Green" Description="" Group="C"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="-" Display="'- %.1f%%',100.0~0.0" Dmx="0~127" Colour="255,255,255" /> <Function ID="2" Name="Normal" Display="'Normal'" Dmx="128~128" Colour="255,255,255" /> <Function ID="3" Name="+" Display="'+ %.1f%%',0.0~100.0" Dmx="129~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Virtual_Blue" Name="Virtual Blue" Description="" Group="C"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="-" Display="'- %.1f%%',100.0~0.0" Dmx="0~127" Colour="255,255,255" /> <Function ID="2" Name="Normal" Display="'Normal'" Dmx="128~128" Colour="255,255,255" /> <Function ID="3" Name="+" Display="'+ %.1f%%',0.0~100.0" Dmx="129~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Virtual_Amber" Name="Virtual Amber" Description="" Group="C"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="-" Display="'- %.1f%%',100.0~0.0" Dmx="0~127" Colour="255,255,255" /> <Function ID="2" Name="Normal" Display="'Normal'" Dmx="128~128" Colour="255,255,255" /> <Function ID="3" Name="+" Display="'+ %.1f%%',0.0~100.0" Dmx="129~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Virtual_Lime" Name="Virtual Lime" Description="" Group="C"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="-" Display="'- %.1f%%',100.0~0.0" Dmx="0~127" Colour="255,255,255" /> <Function ID="2" Name="Normal" Display="'Normal'" Dmx="128~128" Colour="255,255,255" /> <Function ID="3" Name="+" Display="'+ %.1f%%',0.0~100.0" Dmx="129~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Crossfade" Name="Crossfade" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Crossfade" Display="'No Crossfade'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Colour Mixing Only" Display="'Colour Mixing Only'" Dmx="1~1" Colour="255,255,255" /> <Function ID="3" Name="Col Mix->Virtual Col 1" Display="'Col Mix->Virtual Col 1 %.1f%%',0.0~100.0" Dmx="2~126" Colour="255,255,255" /> <Function ID="4" Name="Virtual Col 1 Only" Display="'Virtual Col 1 Only'" Dmx="127~128" Colour="255,255,255" /> <Function ID="5" Name="Virtual Col 1->Virtual Col 2" Display="'Virtual Col 1->Virtual Col 2 %.1f%%',0.0~100.0" Dmx="129~254" Colour="255,255,255" /> <Function ID="6" Name="Virtual Col 2 Only" Display="'Virtual Col 2 Only'" Dmx="255~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Colour_Mode" Name="Colour Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="RAW" Display="'RAW'" Dmx="5~9" /> <Function ID="3" Name="3200K" Display="'3200K'" Dmx="10~14" /> <Function ID="4" Name="4000K" Display="'4000K'" Dmx="15~19" /> <Function ID="5" Name="4400K" Display="'4400K'" Dmx="20~24" /> <Function ID="6" Name="5000K" Display="'5000K'" Dmx="25~29" /> <Function ID="7" Name="5600K" Display="'5600K'" Dmx="30~34" /> <Function ID="8" Name="6000K" Display="'6000K'" Dmx="35~39" /> <Function ID="9" Name="6500K" Display="'6500K'" Dmx="40~44" /> <Function ID="10" Name="7000K" Display="'7000K'" Dmx="45~50" /> <Function ID="11" Name="7500K" Display="'7500K'" Dmx="51~55" /> <Function ID="12" Name="8000K" Display="'8000K'" Dmx="56~60" /> <Function ID="13" Name="White Preset 1" Display="'White Preset 1'" Dmx="61~65" /> <Function ID="14" Name="White Preset 2" Display="'White Preset 2'" Dmx="66~70" /> <Function ID="15" Name="White Preset 3" Display="'White Preset 3'" Dmx="71~75" /> <Function ID="16" Name="White Preset 4" Display="'White Preset 4'" Dmx="76~80" /> <Function ID="17" Name="Tungsten Off" Display="'Tungsten Off'" Dmx="81~85" /> <Function ID="18" Name="Tungsten 1" Display="'Tungsten 1'" Dmx="86~90" /> <Function ID="19" Name="Tungsten 2" Display="'Tungsten 2'" Dmx="91~95" /> <Function ID="20" Name="Tungsten 3" Display="'Tungsten 3'" Dmx="96~101" /> <Function ID="21" Name="Tungsten 4" Display="'Tungsten 4'" Dmx="102~106" /> <Function ID="22" Name="Tungsten 5" Display="'Tungsten 5'" Dmx="107~111" /> <Function ID="23" Name="Save White Preset 1" Display="'Save White Preset 1'" Dmx="112~116" /> <Function ID="24" Name="Save White Preset 2" Display="'Save White Preset 2'" Dmx="117~121" /> <Function ID="25" Name="Save White Preset 3" Display="'Save White Preset 3'" Dmx="122~126" /> <Function ID="26" Name="Save White Preset 4" Display="'Save White Preset 4'" Dmx="127~131" /> <Function ID="27" Name="Save User Virtual Color 1" Display="'Save User Virtual Color 1'" Dmx="132~136" /> <Function ID="28" Name="Save User Virtual Color 2" Display="'Save User Virtual Color 2'" Dmx="137~141" /> <Function ID="29" Name="Save User Virtual Color 3" Display="'Save User Virtual Color 3'" Dmx="142~146" /> <Function ID="30" Name="Save User Virtual Color 4" Display="'Save User Virtual Color 4'" Dmx="147~152" /> <Function ID="31" Name="Save User Virtual Color 5" Display="'Save User Virtual Color 5'" Dmx="153~157" /> <Function ID="32" Name="Save User Virtual Color 6" Display="'Save User Virtual Color 6'" Dmx="158~162" /> <Function ID="33" Name="Save User Virtual Color 7" Display="'Save User Virtual Color 7'" Dmx="163~167" /> <Function ID="34" Name="Save User Virtual Color 8" Display="'Save User Virtual Color 8'" Dmx="168~172" /> <Function ID="35" Name="Save User Virtual Color 9" Display="'Save User Virtual Color 9'" Dmx="173~177" /> <Function ID="36" Name="Save User Virtual Color 10" Display="'Save User Virtual Color 10'" Dmx="178~182" /> <Function ID="37" Name="Save User Virtual Color 11" Display="'Save User Virtual Color 11'" Dmx="183~187" /> <Function ID="38" Name="Save User Virtual Color 12" Display="'Save User Virtual Color 12'" Dmx="188~192" /> <Function ID="39" Name="Smooth Colour Dimmer Off" Display="'Smooth Colour Dimmer Off'" Dmx="193~197" /> <Function ID="40" Name="Smooth Colour Dimmer On" Display="'Smooth Colour Dimmer On'" Dmx="198~203" /> <Function ID="41" Name="Optimized Colour Point Off" Display="'Optimized Colour Point Off'" Dmx="204~208" /> <Function ID="42" Name="Optimized Colour Point On" Display="'Optimized Colour Point On'" Dmx="209~213" /> </Attribute> <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="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="4~103" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" /> </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="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.1f%%',0.0~100.0" Dmx="0~131" /> <Function ID="2" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="132~171" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="172~211" /> <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="212~251" /> <Function ID="5" Name="Max" Display="'Max'" Dmx="252~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Colour_Macro" Name="Colour" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="1~255" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="255~131" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="125~130" /> <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="124~0" /> </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="Shake Spin" Display="'Shake Spin'" 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" ID="1,2,3,4,5,6,7" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Else ID="15" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>fe237e38-5893-4f51-a934-711ccdb48547</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="19~37" WheelPosition="1"> <Swatch>8bd1ae78-4bf6-449f-bd08-f4d074f73533</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="38~55" WheelPosition="2"> <Swatch>a877b0f1-abd9-4b0a-b08e-1e045a9d4638</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="56~74" WheelPosition="3"> <Swatch>fbd76f50-5415-4d10-8e1e-d5ad14e94e39</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="75~92" WheelPosition="4"> <Swatch>f29c7ea2-f569-4637-8228-716fd6526b2b</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="93~111" WheelPosition="5"> <Swatch>13c8a7ec-d19f-452a-87cc-7223f653c26f</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="112~129" WheelPosition="6"> <Swatch>9f1a77e5-37c7-46fa-9a8b-d48b94b47424</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>fe237e38-5893-4f51-a934-711ccdb48547</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="130~150" WheelPosition="1"> <Swatch>8bd1ae78-4bf6-449f-bd08-f4d074f73533</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="151~171" WheelPosition="2"> <Swatch>a877b0f1-abd9-4b0a-b08e-1e045a9d4638</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="172~192" WheelPosition="3"> <Swatch>fbd76f50-5415-4d10-8e1e-d5ad14e94e39</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="193~213" WheelPosition="4"> <Swatch>f29c7ea2-f569-4637-8228-716fd6526b2b</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="214~234" WheelPosition="5"> <Swatch>13c8a7ec-d19f-452a-87cc-7223f653c26f</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="235~255" WheelPosition="6"> <Swatch>9f1a77e5-37c7-46fa-9a8b-d48b94b47424</Swatch> </Function> <Function ID="15" 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="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="65535~49601" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="48830~32896" /> <Function ID="6" 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="Shake Spin" Display="'Shake Spin'" 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" ID="1,2,3,4,5,6,7" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Else ID="15" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>fe237e38-5893-4f51-a934-711ccdb48547</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="19~37" WheelPosition="1"> <Swatch>7f00b720-f31c-468b-81c5-cb074c7bd60c</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="38~55" WheelPosition="2"> <Swatch>d26a0cfb-4645-4452-8437-22afed628bed</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="56~74" WheelPosition="3"> <Swatch>20d1e620-d727-4f20-8196-b011811c0c0d</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="75~92" WheelPosition="4"> <Swatch>18a57c22-1ae1-42c8-8c68-439d027a9df1</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="93~111" WheelPosition="5"> <Swatch>bbac558e-d5d8-40b5-abc5-a03bf3763a4b</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="112~129" WheelPosition="6"> <Swatch>ee9c256e-7a01-486f-9dbc-04a4bda1992c</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>fe237e38-5893-4f51-a934-711ccdb48547</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="130~150" WheelPosition="1"> <Swatch>7f00b720-f31c-468b-81c5-cb074c7bd60c</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="151~171" WheelPosition="2"> <Swatch>d26a0cfb-4645-4452-8437-22afed628bed</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="172~192" WheelPosition="3"> <Swatch>20d1e620-d727-4f20-8196-b011811c0c0d</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="193~213" WheelPosition="4"> <Swatch>18a57c22-1ae1-42c8-8c68-439d027a9df1</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="214~234" WheelPosition="5"> <Swatch>bbac558e-d5d8-40b5-abc5-a03bf3763a4b</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="235~255" WheelPosition="6"> <Swatch>ee9c256e-7a01-486f-9dbc-04a4bda1992c</Swatch> </Function> <Function ID="15" 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="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="65535~49601" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="48830~32896" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism" Display="'Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="255~193" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="191~192" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="190~128" /> </Attribute> <Attribute ID="Heavy_Frost" Name="Heavy Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Heavy Frost" Display="'Heavy Frost %.1f%%',0.0~100.0" Dmx="1~255" /> </Attribute> <Attribute ID="Light_Frost" Name="Light Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Light Frost" Display="'Light Frost %.1f%%',0.0~100.0" Dmx="1~255" /> </Attribute> <Attribute ID="Blade_1" Name="Blade Up Pos" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_1_Rot" Name="Blade Up Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_3" Name="Blade Down Pos" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_3_Rot" Name="Blade Down Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_2" Name="Blade R Pos" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_2_Rot" Name="Blade R Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_4" Name="Blade L Pos" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_4_Rot" Name="Blade L Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="AutoFocus" Name="AutoFocus" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" /> <Function ID="2" Name="Distance" Display="'%.fm',4~100" Dmx="7~255" /> </Attribute> <Attribute ID="AutoFocus_Adj" Name="AutoFocus Adj" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Adjust" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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="Function" Name="Function" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="P/T Spd Fast" Display="'P/T Spd Fast'" Dmx="5~9" /> <Function ID="3" Name="P/T Spd Normal" Display="'P/T Spd Normal'" Dmx="10~14" /> <Function ID="4" Name="Blade Spd Slow" Display="'Blade Spd Slow'" Dmx="15~19" /> <Function ID="5" Name="Blade Spd Fast" Display="'Blade Spd Fast'" Dmx="20~24" /> <Function ID="6" Name="Gobo Rot Change Fast" Display="'Gobo Rot Change Fast'" Dmx="25~29" /> <Function ID="7" Name="Gobo Rot Change Slow" Display="'Gobo Rot Change Slow'" Dmx="30~34" /> <Function ID="8" Name="Blades Move Standard" Display="'Blades Move Standard'" Dmx="35~39" /> <Function ID="9" Name="Blades Move Extended" Display="'Blades Move Extended'" Dmx="40~44" /> <Function ID="10" Name="Working Area Store P/T 1" Display="'Working Area Store P/T 1'" Dmx="45~48" /> <Function ID="11" Name="Working Area Store P/T 2" Display="'Working Area Store P/T 2'" Dmx="49~52" /> <Function ID="12" Name="Working Area Store P/T 3" Display="'Working Area Store P/T 3'" Dmx="53~56" /> <Function ID="13" Name="Working Area Store P/T 4" Display="'Working Area Store P/T 4'" Dmx="57~60" /> <Function ID="14" Name="Working Area Off" Display="'Working Area Off'" Dmx="61~65" /> <Function ID="15" Name="Working Area On" Display="'Working Area On'" Dmx="66~70" /> <Function ID="16" Name="Reset Effects" Display="'Reset Effects'" Dmx="71~75" /> <Function ID="17" Name="Reset P/T" Display="'Reset P/T'" Dmx="76~80" /> <Function ID="18" Name="Reset All" Display="'Reset All'" Dmx="81~85" /> <Function ID="19" Name="Fan Variable" Display="'Fan Variable'" Dmx="86~90" /> <Function ID="20" Name="Fan Fixed 27dB" Display="'Fan Fixed 27dB'" Dmx="91~95" /> <Function ID="21" Name="Fan Fixed 30dB" Display="'Fan Fixed 30dB'" Dmx="96~101" /> <Function ID="22" Name="Fan Fixed 35dB" Display="'Fan Fixed 35dB'" Dmx="102~106" /> <Function ID="23" Name="Theatrical Mode Off" Display="'Theatrical Mode Off'" Dmx="107~111" /> <Function ID="24" Name="Theatrical Mode On" Display="'Theatrical Mode On'" Dmx="112~116" /> <Function ID="25" Name="Dim Standard" Display="'Dim Standard'" Dmx="117~121" /> <Function ID="26" Name="Dim Linear Lux" Display="'Dim Linear Lux'" Dmx="122~126" /> <Function ID="27" Name="Dim Square" Display="'Dim Square'" Dmx="127~131" /> <Function ID="28" Name="Dim Match" Display="'Dim Match'" Dmx="132~136" /> <Function ID="29" Name="Pixel Mapping Disable" Display="'Pixel Mapping Disable'" Dmx="137~141" /> <Function ID="30" Name="Pixel Mapping RGB Mode Enable" Display="'Pixel Mapping RGB Mode Enable'" Dmx="142~146" /> <Function ID="31" Name="Pixel Mapping RGBA Mode Enable" Display="'Pixel Mapping RGBA Mode Enable'" Dmx="147~152" /> <Function ID="32" Name="Pixel Mapping RGBL Mode Enable" Display="'Pixel Mapping RGBL Mode Enable'" Dmx="153~157" /> <Function ID="33" Name="Pixel Mapping RGBAL Mode Enable" Display="'Pixel Mapping RGBAL Mode Enable'" Dmx="158~162" /> <Function ID="34" Name="RGB Mode Off" Display="'RGB Mode Off'" Dmx="163~167" /> <Function ID="35" Name="RGB Mode On" Display="'RGB Mode On'" Dmx="168~172" /> <Function ID="36" Name="Native Col Space" Display="'Native Col Space'" Dmx="173~177" /> <Function ID="37" Name="sRGB Col Space" Display="'sRGB Col Space'" Dmx="178~182" /> <Function ID="38" Name="REC2020 Col Space" Display="'REC2020 Col Space'" Dmx="183~187" /> <Function ID="39" Name="ProPhoto Col Space" Display="'ProPhoto Col Space'" Dmx="188~192" /> <Function ID="40" Name="DCIP3 Col Space" Display="'DCIP3 Col Space'" Dmx="193~197" /> </Attribute> <Attribute ID="Function_2" Name="Function 2" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Base Freq 650Hz" Display="'Base Freq 650Hz'" Dmx="12~12" /> <Function ID="3" Name="Base Freq 975Hz" Display="'Base Freq 975Hz'" Dmx="13~13" /> <Function ID="4" Name="Base Freq 1460Hz" Display="'Base Freq 1460Hz'" Dmx="14~14" /> <Function ID="5" Name="Base Freq 2200Hz" Display="'Base Freq 2200Hz'" Dmx="15~15" /> <Function ID="6" Name="Base Freq 3300Hz" Display="'Base Freq 3300Hz'" Dmx="16~16" /> <Function ID="7" Name="Base Freq 5000Hz" Display="'Base Freq 5000Hz'" Dmx="17~17" /> <Function ID="8" Name="Base Freq 7400Hz" Display="'Base Freq 7400Hz'" Dmx="18~18" /> <Function ID="9" Name="Base Freq 11100Hz" Display="'Base Freq 11100Hz'" Dmx="19~19" /> <Function ID="10" Name="Base Freq 16700Hz" Display="'Base Freq 16700Hz'" Dmx="20~20" /> </Attribute> <Attribute ID="Frequency" Name="Frequency" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'%.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Fan_Speed" Name="Fan Speed" Description="" Group="S"> <Locate Locate="2:100" PowerOn="2:0" /> <Function ID="1" Name="Fanless" Display="'Fanless'" Dmx="251~255" /> <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="250~0" /> </Attribute> <Attribute ID="Digital_Filter" Name="Digital Filter" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Digital Filter 1" Display="'Digital Filter 1'" Dmx="1~5" Colour="0,0,0" /> <Function ID="3" Name="Digital Filter 2" Display="'Digital Filter 2'" Dmx="6~10" Colour="0,0,0" /> <Function ID="4" Name="Digital Filter 3" Display="'Digital Filter 3'" Dmx="11~15" Colour="0,0,0" /> <Function ID="5" Name="Digital Filter 4" Display="'Digital Filter 4'" Dmx="16~20" Colour="0,0,0" /> <Function ID="6" Name="Digital Filter 5" Display="'Digital Filter 5'" Dmx="21~25" Colour="0,0,0" /> <Function ID="7" Name="Digital Filter 6" Display="'Digital Filter 6'" Dmx="26~30" Colour="0,0,0" /> <Function ID="8" Name="Digital Filter 7" Display="'Digital Filter 7'" Dmx="31~35" Colour="0,0,0" /> <Function ID="9" Name="Digital Filter 8" Display="'Digital Filter 8'" Dmx="36~40" Colour="0,0,0" /> <Function ID="10" Name="Digital Filter 9" Display="'Digital Filter 9'" Dmx="41~45" Colour="0,0,0" /> <Function ID="11" Name="Digital Filter 10" Display="'Digital Filter 10'" Dmx="46~50" Colour="0,0,0" /> <Function ID="12" Name="Digital Filter 11" Display="'Digital Filter 11'" Dmx="51~55" Colour="0,0,0" /> <Function ID="13" Name="Digital Filter 12" Display="'Digital Filter 12'" Dmx="56~60" Colour="0,0,0" /> <Function ID="14" Name="Digital Filter 13" Display="'Digital Filter 13'" Dmx="61~65" Colour="0,0,0" /> <Function ID="15" Name="Digital Filter 14" Display="'Digital Filter 14'" Dmx="66~70" Colour="0,0,0" /> <Function ID="16" Name="Digital Filter 15" Display="'Digital Filter 15'" Dmx="71~75" Colour="0,0,0" /> <Function ID="17" Name="Digital Filter 16" Display="'Digital Filter 16'" Dmx="76~80" Colour="0,0,0" /> </Attribute> </Control> <Mode Name="Basic Engine (Standard), 63 DMX" Channels="63" Id="520c1c45-1742-43e9-932f-be397b14f9ab"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="b09908ce-f390-47b8-9b18-528bcee80d9c" /> <Include> <Attribute ID="Red" ChannelOffset="1,2" Wheel="10" /> <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" /> <Attribute ID="Amber" ChannelOffset="7,8" Wheel="40" /> <Attribute ID="Lime" ChannelOffset="9,10" Wheel="41" /> <Attribute ID="CTC" ChannelOffset="11" Wheel="7" /> <Attribute ID="CRI" ChannelOffset="12" Wheel="8" /> <Attribute ID="Tint" ChannelOffset="13" Wheel="9" /> <Attribute ID="Virtual_Cols_1" ChannelOffset="14" Wheel="37" /> <Attribute ID="Virtual_Cols_2" ChannelOffset="15" Wheel="38" /> <Attribute ID="Virtual_Red" ChannelOffset="16" Wheel="39" /> <Attribute ID="Virtual_Green" ChannelOffset="17" Wheel="67" /> <Attribute ID="Virtual_Blue" ChannelOffset="18" Wheel="68" /> <Attribute ID="Virtual_Amber" ChannelOffset="19" Wheel="69" /> <Attribute ID="Virtual_Lime" ChannelOffset="20" Wheel="97" /> <Attribute ID="Crossfade" ChannelOffset="21" Wheel="98" /> <Attribute ID="Colour_Mode" ChannelOffset="22" Wheel="28" /> <Attribute ID="Shutter" ChannelOffset="23" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="24,25" Wheel="1" /> <Attribute ID="Iris" ChannelOffset="26" Wheel="21" /> <Attribute ID="Colour_Macro" ChannelOffset="27" Wheel="99" /> <Attribute ID="Animation" ChannelOffset="28" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="29" Wheel="54" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="30" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="31,32" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="33" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="34,35" Wheel="18" /> <Attribute ID="Prism" ChannelOffset="36" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="37" Wheel="24" /> <Attribute ID="Heavy_Frost" ChannelOffset="38" Wheel="139" /> <Attribute ID="Light_Frost" ChannelOffset="39" Wheel="140" /> <Attribute ID="Blade_1" ChannelOffset="40" Wheel="49" /> <Attribute ID="Blade_1_Rot" ChannelOffset="41" Wheel="50" /> <Attribute ID="Blade_3" ChannelOffset="42" Wheel="80" /> <Attribute ID="Blade_3_Rot" ChannelOffset="43" Wheel="81" /> <Attribute ID="Blade_2" ChannelOffset="44" Wheel="51" /> <Attribute ID="Blade_2_Rot" ChannelOffset="45" Wheel="79" /> <Attribute ID="Blade_4" ChannelOffset="46" Wheel="109" /> <Attribute ID="Blade_4_Rot" ChannelOffset="47" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="48" Wheel="111" /> <Attribute ID="Focus" ChannelOffset="49,50" Wheel="19" /> <Attribute ID="Zoom" ChannelOffset="51,52" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="53" Wheel="141" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="54" Wheel="169" /> <Attribute ID="Pan" ChannelOffset="55,56" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="57,58" Wheel="3" /> <Attribute ID="Function" ChannelOffset="59" Wheel="29" /> <Attribute ID="Function_2" ChannelOffset="60" Wheel="30" /> <Attribute ID="Frequency" ChannelOffset="61" Wheel="58" /> <Attribute ID="Fan_Speed" ChannelOffset="62" Wheel="25" /> <Attribute ID="Digital_Filter" ChannelOffset="63" Wheel="127" /> </Include> </Mode> <Mode Name="Basic Engine (Easy), 55 DMX" Channels="55" Id="20cd474e-ab89-451f-9048-735514c4e0e0"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="a232ca8e-4ee6-415b-bc8d-c010377fe223" /> <Include> <Attribute ID="Red" ChannelOffset="1,2" Wheel="10" /> <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" /> <Attribute ID="Amber" ChannelOffset="7,8" Wheel="40" /> <Attribute ID="Lime" ChannelOffset="9,10" Wheel="41" /> <Attribute ID="CTC" ChannelOffset="11" Wheel="7" /> <Attribute ID="CRI" ChannelOffset="12" Wheel="8" /> <Attribute ID="Tint" ChannelOffset="13" Wheel="9" /> <Attribute ID="Colour_Mode" ChannelOffset="14" Wheel="28" /> <Attribute ID="Shutter" ChannelOffset="15" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="16,17" Wheel="1" /> <Attribute ID="Iris" ChannelOffset="18" Wheel="21" /> <Attribute ID="Colour_Macro" ChannelOffset="19" Wheel="99" /> <Attribute ID="Animation" ChannelOffset="20" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="21" Wheel="54" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="22" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="23,24" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="25" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="26,27" Wheel="18" /> <Attribute ID="Prism" ChannelOffset="28" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="29" Wheel="24" /> <Attribute ID="Heavy_Frost" ChannelOffset="30" Wheel="139" /> <Attribute ID="Light_Frost" ChannelOffset="31" Wheel="140" /> <Attribute ID="Blade_1" ChannelOffset="32" Wheel="49" /> <Attribute ID="Blade_1_Rot" ChannelOffset="33" Wheel="50" /> <Attribute ID="Blade_3" ChannelOffset="34" Wheel="80" /> <Attribute ID="Blade_3_Rot" ChannelOffset="35" Wheel="81" /> <Attribute ID="Blade_2" ChannelOffset="36" Wheel="51" /> <Attribute ID="Blade_2_Rot" ChannelOffset="37" Wheel="79" /> <Attribute ID="Blade_4" ChannelOffset="38" Wheel="109" /> <Attribute ID="Blade_4_Rot" ChannelOffset="39" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="40" Wheel="111" /> <Attribute ID="Focus" ChannelOffset="41,42" Wheel="19" /> <Attribute ID="Zoom" ChannelOffset="43,44" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="45" Wheel="141" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="46" Wheel="169" /> <Attribute ID="Pan" ChannelOffset="47,48" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="49,50" Wheel="3" /> <Attribute ID="Function" ChannelOffset="51" Wheel="29" /> <Attribute ID="Function_2" ChannelOffset="52" Wheel="30" /> <Attribute ID="Frequency" ChannelOffset="53" Wheel="58" /> <Attribute ID="Fan_Speed" ChannelOffset="54" Wheel="25" /> <Attribute ID="Digital_Filter" ChannelOffset="55" Wheel="127" /> </Include> </Mode> <Mode Name="Basic Engine (White), 48 DMX" Channels="48" Id="09b7b0ca-96b7-4e36-a877-c0421999943d"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="f9ebf0bf-b8d5-4a23-af3a-5364619c5059" /> <Include> <Attribute ID="CTC" ChannelOffset="1" Wheel="7" /> <Attribute ID="CRI" ChannelOffset="2" Wheel="8" /> <Attribute ID="Tint" ChannelOffset="3" Wheel="9" /> <Attribute ID="Virtual_Cols_1" ChannelOffset="4" Wheel="37" /> <Attribute ID="Virtual_Cols_2" ChannelOffset="5" Wheel="38" /> <Attribute ID="Crossfade" ChannelOffset="6" Wheel="98" /> <Attribute ID="Colour_Mode" ChannelOffset="7" Wheel="28" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="9,10" Wheel="1" /> <Attribute ID="Iris" ChannelOffset="11" Wheel="21" /> <Attribute ID="Colour_Macro" ChannelOffset="12" Wheel="99" /> <Attribute ID="Animation" ChannelOffset="13" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="14" Wheel="54" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="15" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="16,17" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="18" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="19,20" Wheel="18" /> <Attribute ID="Prism" ChannelOffset="21" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="22" Wheel="24" /> <Attribute ID="Heavy_Frost" ChannelOffset="23" Wheel="139" /> <Attribute ID="Light_Frost" ChannelOffset="24" Wheel="140" /> <Attribute ID="Blade_1" ChannelOffset="25" Wheel="49" /> <Attribute ID="Blade_1_Rot" ChannelOffset="26" Wheel="50" /> <Attribute ID="Blade_3" ChannelOffset="27" Wheel="80" /> <Attribute ID="Blade_3_Rot" ChannelOffset="28" Wheel="81" /> <Attribute ID="Blade_2" ChannelOffset="29" Wheel="51" /> <Attribute ID="Blade_2_Rot" ChannelOffset="30" Wheel="79" /> <Attribute ID="Blade_4" ChannelOffset="31" Wheel="109" /> <Attribute ID="Blade_4_Rot" ChannelOffset="32" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="33" Wheel="111" /> <Attribute ID="Focus" ChannelOffset="34,35" Wheel="19" /> <Attribute ID="Zoom" ChannelOffset="36,37" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="38" Wheel="141" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="39" Wheel="169" /> <Attribute ID="Pan" ChannelOffset="40,41" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="42,43" Wheel="3" /> <Attribute ID="Function" ChannelOffset="44" Wheel="29" /> <Attribute ID="Function_2" ChannelOffset="45" Wheel="30" /> <Attribute ID="Frequency" ChannelOffset="46" Wheel="58" /> <Attribute ID="Fan_Speed" ChannelOffset="47" Wheel="25" /> <Attribute ID="Digital_Filter" ChannelOffset="48" Wheel="127" /> </Include> </Mode> <Mode Name="Pixel Engine (RGB), 12 DMX" Channels="12" Id="150c1025-44db-4897-b56f-4da12c1f5120"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="3e52f8d8-51ed-41fa-82f1-922b7b158dee" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="RGB cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="RGB cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="RGB cell" X="0" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="Pixel Engine (RGBA), 16 DMX" Channels="16" Id="ecc912f5-64d1-420d-af48-ac95eaf6a270"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="b00e43d5-896a-421a-bb28-74e9967f88df" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Amber" Wheel="40" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="RGBA cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="RGBA cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="RGBA cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="RGBA cell" X="0" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="Pixel Engine (RGBL), 16 DMX" Channels="16" Id="6812efd0-6382-4b77-9ca7-de685ceebbbb"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="a1a49111-62d8-4a10-8595-f9e4d764438d" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Lime" Wheel="41" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="RGBL cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Lime" TargetId="Lime" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="RGBL cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Lime" TargetId="Lime" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="RGBL cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Lime" TargetId="Lime" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="RGBL cell" X="0" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Lime" TargetId="Lime" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="Pixel Engine (RGBAL), 20 DMX" Channels="20" Id="f7974e56-dea1-47d5-98e7-32505f09d795"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="772c9e7d-07b5-42d9-98c1-6a07b4e913a0" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Amber" Wheel="40" /> <Attribute ID="Lime" Wheel="41" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="RGBAL cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Lime" TargetId="Lime" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" ModeLink="RGBAL cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Lime" TargetId="Lime" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="11" ModeLink="RGBAL cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Lime" TargetId="Lime" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="16" ModeLink="RGBAL cell" X="0" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Lime" TargetId="Lime" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="RGB cell" Channels="3" Hidden="True" Id="52876411-ad17-4357-bddd-28a8652cf948"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="RGBA cell" Channels="4" Hidden="True" Id="e72da51b-0aa0-4ca2-b497-a65e9c0aef3d"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" /> <Attribute ID="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="RGBL cell" Channels="4" Hidden="True" Id="a5b0cc49-aca2-47a1-8560-c840608dc323"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" /> <Attribute ID="Lime" ChannelOffset="4" Wheel="41" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="RGBAL cell" Channels="5" Hidden="True" Id="4173a581-5b82-482a-bdbe-844547a6f4ef"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" /> <Attribute ID="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="Lime" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Function:18" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Function:17" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Reset Effects"> <Set Channel="Function:16" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="P/T Spd Fast"> <Set Channel="Function:2" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="P/T Spd Normal"> <Set Channel="Function:3" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Blade Spd Slow"> <Set Channel="Function:4" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Blade Spd Fast"> <Set Channel="Function:5" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Gobo Rot Change Fast"> <Set Channel="Function:6" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Gobo Rot Change Slow"> <Set Channel="Function:7" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Blades Move Standard"> <Set Channel="Function:8" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Blades Move Extended"> <Set Channel="Function:9" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Working Area Store P/T 1"> <Set Channel="Function:10" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Working Area Store P/T 2"> <Set Channel="Function:11" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Working Area Store P/T 3"> <Set Channel="Function:12" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Working Area Store P/T 4"> <Set Channel="Function:13" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Working Area Off"> <Set Channel="Function:14" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Working Area On"> <Set Channel="Function:15" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Fan Variable"> <Set Channel="Function:19" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Fan Fixed 27dB"> <Set Channel="Function:20" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Fan Fixed 30dB"> <Set Channel="Function:21" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Fan Fixed 35dB"> <Set Channel="Function:22" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Theatrical Mode Off"> <Set Channel="Function:23" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Theatrical Mode On"> <Set Channel="Function:24" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Dim Standard"> <Set Channel="Function:25" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Dim Linear Lux"> <Set Channel="Function:26" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Function:27" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Dim Match"> <Set Channel="Function:28" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Pixel Mapping Disable"> <Set Channel="Function:29" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Pixel Mapping RGB Mode Enable"> <Set Channel="Function:30" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Pixel Mapping RGBA Mode Enable"> <Set Channel="Function:31" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Pixel Mapping RGBL Mode Enable"> <Set Channel="Function:32" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Pixel Mapping RGBAL Mode Enable"> <Set Channel="Function:33" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="RGB Mode Off"> <Set Channel="Function:34" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="RGB Mode On"> <Set Channel="Function:35" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Native Col Space"> <Set Channel="Function:36" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="sRGB Col Space"> <Set Channel="Function:37" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="REC2020 Col Space"> <Set Channel="Function:38" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="ProPhoto Col Space"> <Set Channel="Function:39" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="DCIP3 Col Space"> <Set Channel="Function:40" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Base Freq 650Hz"> <Set Channel="Function_2:2" Delay="6000" /> <Set Channel="Function_2:1" Delay="0" /> </Macro> <Macro Name="Base Freq 975Hz"> <Set Channel="Function_2:3" Delay="6000" /> <Set Channel="Function_2:1" Delay="0" /> </Macro> <Macro Name="Base Freq 1460Hz"> <Set Channel="Function_2:4" Delay="6000" /> <Set Channel="Function_2:1" Delay="0" /> </Macro> <Macro Name="Base Freq 2200Hz"> <Set Channel="Function_2:5" Delay="6000" /> <Set Channel="Function_2:1" Delay="0" /> </Macro> <Macro Name="Base Freq 3300Hz"> <Set Channel="Function_2:6" Delay="6000" /> <Set Channel="Function_2:1" Delay="0" /> </Macro> <Macro Name="Base Freq 5000Hz"> <Set Channel="Function_2:7" Delay="6000" /> <Set Channel="Function_2:1" Delay="0" /> </Macro> <Macro Name="Base Freq 7400Hz"> <Set Channel="Function_2:8" Delay="6000" /> <Set Channel="Function_2:1" Delay="0" /> </Macro> <Macro Name="Base Freq 11100Hz"> <Set Channel="Function_2:9" Delay="6000" /> <Set Channel="Function_2:1" Delay="0" /> </Macro> <Macro Name="Base Freq 16700Hz"> <Set Channel="Function_2:10" Delay="6000" /> <Set Channel="Function_2:1" Delay="0" /> </Macro> <Macro Name="RAW"> <Set Channel="Colour_Mode:2" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="3200K"> <Set Channel="Colour_Mode:3" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="4000K"> <Set Channel="Colour_Mode:4" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="4400K"> <Set Channel="Colour_Mode:5" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="5000K"> <Set Channel="Colour_Mode:6" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="5600K"> <Set Channel="Colour_Mode:7" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="6000K"> <Set Channel="Colour_Mode:8" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="6500K"> <Set Channel="Colour_Mode:9" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="7000K"> <Set Channel="Colour_Mode:10" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="7500K"> <Set Channel="Colour_Mode:11" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="8000K"> <Set Channel="Colour_Mode:12" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="White Preset 1"> <Set Channel="Colour_Mode:13" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="White Preset 2"> <Set Channel="Colour_Mode:14" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="White Preset 3"> <Set Channel="Colour_Mode:15" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="White Preset 4"> <Set Channel="Colour_Mode:16" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Tungsten Off"> <Set Channel="Colour_Mode:17" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Tungsten 1"> <Set Channel="Colour_Mode:18" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Tungsten 2"> <Set Channel="Colour_Mode:19" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Tungsten 3"> <Set Channel="Colour_Mode:20" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Tungsten 4"> <Set Channel="Colour_Mode:21" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Tungsten 5"> <Set Channel="Colour_Mode:22" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Save White Preset 1"> <Set Channel="Colour_Mode:23" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Save White Preset 2"> <Set Channel="Colour_Mode:24" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Save White Preset 3"> <Set Channel="Colour_Mode:25" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Save White Preset 4"> <Set Channel="Colour_Mode:26" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Save User Virtual Color 1"> <Set Channel="Colour_Mode:27" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Save User Virtual Color 2"> <Set Channel="Colour_Mode:28" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Save User Virtual Color 3"> <Set Channel="Colour_Mode:29" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Save User Virtual Color 4"> <Set Channel="Colour_Mode:30" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Save User Virtual Color 5"> <Set Channel="Colour_Mode:31" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Save User Virtual Color 6"> <Set Channel="Colour_Mode:32" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Save User Virtual Color 7"> <Set Channel="Colour_Mode:33" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Save User Virtual Color 8"> <Set Channel="Colour_Mode:34" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Save User Virtual Color 9"> <Set Channel="Colour_Mode:35" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Save User Virtual Color 10"> <Set Channel="Colour_Mode:36" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Save User Virtual Color 11"> <Set Channel="Colour_Mode:37" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Save User Virtual Color 12"> <Set Channel="Colour_Mode:38" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Smooth Colour Dimmer Off"> <Set Channel="Colour_Mode:39" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Smooth Colour Dimmer On"> <Set Channel="Colour_Mode:40" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Optimized Colour Point Off"> <Set Channel="Colour_Mode:41" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> <Macro Name="Optimized Colour Point On"> <Set Channel="Colour_Mode:42" Delay="6000" /> <Set Channel="Colour_Mode:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 1" Number="18" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="9" Name="Gobo 2" Number="19" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 3" Number="20" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,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="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" /> <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" 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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zUHVGoJbXHoNg12M7Lqnsr1c1gSNXWvX9EMjgZEmbLhiRuX/BzzH5UmkC2Y2nT/G1I6VisOnTMyiGBA9mNiMyMhzpoi1bNsBQWgp66QmHXwbJLyZt6LeR4y6oTg7bJFQBUBepIUp+v+Z73vCfv4JiQ2GczbOcT5T/WGVhncwc8EXGgiImzm5ovKyDhS5NelqJYtpCxRrEb1Bdkz13EJMT2vYiBGyPsj5EO8dXMUAKlJjBAMyI/kN8r4osFt8VnCMZMAoylSSdGKUvsWOjNiibKnp9IW7CdZgOb7Le4Rcw7iUpSWeMqRFhNOie+kRaVTUI8EVLb7ID9lrBuayFgdIoSlwJ8ojbjKsNAMZu56bHA95Hu8AO7Zj9GVCdmFIVbSRIEjFuwofJ+l9UZzGaeM9tvsVyLWAXDW2+99Wq5JEsR4/TFXYC6luCWA+Vsb3vb22r71JttLE1tHaanBdJmmrYU4OX4eKkyoZiltWmQG8T63sZ2BspW2A4bWplsrhrYDtkM0aUBq/u/6LDoOS8h7aLLB6IUqlClRMwoWVyUyQGWnoG2qUinierOHzGwbOna00eH1gVuihxkFbRrTX3QWsCGFhvYpHlJ3Jw9EsqtiqrQw76uzrF6IcxO3qPOwICfQ/WKF5NN0FJAD4hUBSx/CN+HE/N+VCF9YMmqNtiLhUjbUtZHUdsGPcjkOsvKWRXx6JsecqRN2FLRPKU8g2l6kbTHNSdfuZTUiNpES9bnPve5PPJpi1gKkImsv/76i9IURo0lpO7LMbyq895VXm+ZEJjEJLHrYPYw2xV1l74z/07yORU3u9nNOqVATfA6PuXYBiaSlt804Bk/asTs33OzCDbElnJhWtnANk95Fy2SkHkMqwypCQI20Q8Nfht8MaNEZbUvKESWdqJ9avpylkepm6KjtJtsRpkmfF65qNesaYntY2BjG8dYMJi7engkgC0tMrDo5dHFxpk0bfLk70J1zTu6mrAxshNPPDE/YoDU1S2HOoKPVlVmSEIzcIw1VeoYxlcXicY2uKviT3/6Uz54qnsoxUCaakpM/NhgSwf6ITewsARIoDVXxZYg4hAyx+wgZrYhNBw7VWK01fWO0ONB7q8AbgcPNLRLDn/LezDqAjEK0zoYUBLiosJUDB0s7p2o2z5NfEoVUlouTKHR8H3ZVLhP/yhmMNWsUZp7J9emkyqD1IVjPKuaxWpvChdRmdxQA2MU3ofvxckXOBg4fVG0ae/KlZZhaR3SS5b/ht1H/RRQpEvRKkhKoCJiwJbY1NllA4uCXFUK+vaMcEH4eW4uB7ur6hvqEtIxSeoYUCRI64wBQYmZ49BDD41+DdVKU+1kDPS8LRtXATo5BSyiyJGxwMCilkco1wjGoE+fLbugcfaLShq5ThenK6oxU3qeZRFERTrXzCNUuPPjysnxJnA12qqcusCd4Zc2Qa2qc+mb8mtAblOFgUVPS6npoT51epaPcpmWpDpaoGvEI1VRGKI+KSYs/bw0+K3CeZkRNdB76UtfWtsYhj7ezGVJHgKDnFKlCYyLOzOygeU2tUr48FWzhD5fmGQXJ3ab4D4V2HU7ptVJl+vAV4mtDeT0IheRsLgfzjcSdijcMERuTJqG465nGnkR90N0KdJU1GswjzFAnIcetGaqOlBaIFZjQPNmMIhoO9Js67AtM9i64YjeVBqBKpEcszGAi0TklgpGyWconGAqgrH7LRQV2uUUkmWLHFoiug/MEvKibiSnmaLVhqZdYEQIZMe0YJkljapLar/kJS+Jeg89zI499tiVgx0F1VSbkK2wqXUZ2NqpJyuacmPa1ACca+RpnxHICTai5ey8Xr5RimcsSOLKv5WNC8hbkKcokD5JcD6gbZPBsu68ZTtiZ4dpwgwmysbQEziC8yIciNk/3Gxv4JVXErlRG1nI3jRg7V4GhjchUDvkkENyWU05G286FsJjuoeUdVkeqCG6ILdnxsBRWR71lO+aCWQBmpqEeD/+Xp+EdJUmkeXgD1oC5wHOA82CnuDi0MLF1kkYjHWuC5Xs6AYGHEKCQMuKG0Z7LpTn/8xq2zqzhBFUlkfTkBmRbRtItTm8UC5xS4ELbdYu4PPHLDEbA+6bwCIVViR+l/tcRsfKkhvYWsmfVgL/yKwxa5iqlcxVlznQhE2aqkmg1yVB6dsE2JKh7YBZy2Aj5JuH5XEMGCxUsQZvkazng7XMXrAWA5uZwHBMUGDUGVcBqRjJ9roRhtmX/tGCqQqKEEFMH0iJkTczMrP4vPeNTYWI15IoipQDjqCsVh88gy0VmkLuArgfpGudgQkc9MtQ/l9mt2ULEJJDAgp50ik14l0JM4g9KVXKO1fK3D5tm/rAwEnwKfMZbLXOp80hlLp1oSolKkNWQMma3KoCFksa1r9to/d5gYFRyJWKPTXNLJdcsqjudamxGgMb1BYzFVSZ6A3RJk6lb9MOznNX1VCXwNBMZtrvUimYMShpbaglM4HbmsZmDTEgNChSYQUMNufXpb8bAwIkNIcBGtH2dI2pbgpfBRVBuVeDPBxfSc4wFRK0qIS6nT9AxqFPtFSF0jozRjl6Qkxy6G0HuBSwDFdzvNPWiTFijIHAxc8mCCIEv8s8NGFmBuZGuSllYJVV/YhCY9QSZWDKUQI4t6oEWbqnLbkbC1wRsrQamvu7CArf1tf3wbdBakGtghUDktKkgGthNZgmZFLkiAs4f7Mmqsiq1PQ9ZmZgSMjiopahH6rIK3bT9TJ0utF/AdnrPRCt3kcUOMZmBJbEYt/GKhiZm5xqYHJ5Ov5w0MEAUWic0n6Bxs4S7T0MJsnyKW4jk1+DpjI7y7XzaUqvjWZgkrRSME0cU5uqYohjzReQ7pgGulpppkqXGKWEelk54eZomyAqjq3g4TsqrHHMAiTqbeIGgsWpGRhfAHteNJUzq0iKIjrLsNTwXWi9yhjLV5oGlM21KUdSm7SotK6T5VDLmoHn9Tp0yXja/j/YwJQ5lZufCPtl2KsyaU6oUcpXKFSxjHHnnXeeW80WBSnOh2FUIR+Li0pBkWSuA6pkXg2MMACT37QhRFuQNtjA6vJ2Ta2T0AbaBbjQrH5WOcshEOWiJQreCQpCNlXCLK1SNyPSjlE7zArSbNyZWL+NaIE4UkFNNXo1yKTsmsDA6JB7c2FUl9Wwue0DRRtzSAg2gu8oSuKHiIT5ixLsffxGqRXNVqrRNCd9DKFjFyhO+G3IWUZuwPNf+YVdEDXLGqCZLPPaNaBpOqQ+lzIwBEpvA9MwThRnSRQl0hv1zeUtBUhXXHQyFiO0rtuOWYevOEZfCO6DpbCQ9ijbb4ugXVOzqPZNKAEzP0MViaYoNeRdFTiXMyBWE4W26IeY2gWGGGOMJVzOwHiqzVnjCCA9i/0Mu/ZFnCdYJsxGhW+kZ6vMwhjFuvxSy6i8JHVuuZWCmxlzQxkUPb6ZswwpLkZHHEkz11UtbnVBctel1woukuFMITl/MQMbxSLwTinck4tG/anVI2k0p1m7SQ7lyDV6jdAnoup4Wz6GGpjZqagC4rzzUwkcUxquSMk0yZGA0Wi7wPmuLrlVMNS2HXe1aBLFKsQdGZcVM9jMYP22JOFO6krazCJSECqQY7f46wtBBh+yCEoYQIyGvgvVvmfIYI51ChnK12mTIxVA0tqfqC03GrOZaSqnF4l8BrtoGu9cB3krBlS362sBFTmoCwUK9jiaZujOt0Kd4PCkm/hDQ6vAwcyj3KwAaXKK68Dvit0YwSDVMoEf3AR8nXxhneQZXIcpXeeLZmZgpvOUPSItXTgoS1ZMK6i+kAkwW44JdIQ8nRtPmMfYUrg+M1e1JXobujpl8634YAjxOogEu7az7oluAyM7RjTifsw+Xb246sAH6dMLlVJCrs6yOq9tj5rgvPv2r2ib4evQtll8AVE+n7Pqr4kiY7azBkute8J1iUzS5wbGYgyvRfkQI0/lUAEJT6Ml1cgYV992RxLOdqlo68VlM3RSEr6OaBY/Uzdj4H7UQ7qB9tCe9maifYEnFDDFiCohpp7Sd0WRYN1RHq4P2bjlPOY6KFAWberhpqTP7FzX4agEN+DCVcKb/zOs49agBe0DjIrqPjuUD8LiWIsHuccueXMXLK9NBsZoOObFrhYIQc57taLcUqvtVJELlGfkt7SRwksFhTQMIbarNN8xFnzMVD9Tbae9DIpJQqpPaywrU0se8rtsq5iLqfcXGBi5cV25fsoG5YDgq5PppIBcxPReF1WKfqrbDQu5ywamTacq7vK5mxkRj86vbVP2KgwyMh2vw+bbvXcK4X2uTtVaqavEjly6T/V8CtAu1RWIRs51biGf84qQwsDMsQs6TIs6nLz+qwVMpalhPB5oKCxpHN86A+OkS3kUZKRzrF5wrZLqBob3tWtJbIspfBJjKudflXLJAKh2HxOWcDt1IGSboj+tGfpWz6egLufKJ+4obsnX7cLAanMOmGhLk1wcJ5+jiPlOQUqTtTY0SaOBPMi5uRFacVa70bRp98tdC7vAB6km99EEolDCw9Rr0wV7BFiO+MLqGOjGGBMfWAtT5xMT/FiNpMJkKVJ2CymAeLYkmlELiEg75Eq5TZUNzJkuCEf4MtVy+DJcXPwRArHJURxrd9u24hCf0baxAW1a09IeWzovOCBFqoPrYNkc28BAViOm0UwTLGOyI9h6dZtWpLr28G1wb82UDr4ul6KjdI0t/X8D00szXCRTWnSnQydqwySjSjQhYVpnBGMQlwx9iALDsl7Wk5cRm8Dm6LYhtr1UFSTHbpqb3hGV9QKlBuMCe16a6ct7dMdCliOmScoEX2dTfigTLhyXKAMTqnKiPYLiVUsp9r0KIa2+BqbovsDVDNl5TfWSZdIFLsPsINUSA99DxNREt6Q22uP/uWGyFQUUVpitxvSpqgriWOpjIFY6wWUDOy0cUU1IRWCFcRVo8nMYBie7b88tfNCQ5rfAV0BP8BvMvPwWzrrRHTsz8kEZRB11YAlOyVIA6qVsXIBbQpskzBSdwEGS9qBz3ItUFW5PnFb8UDYwe7Ho1NG524fpvJrbagv1JWMtUbG7i5UxtPltAarMlN3K6oAFR5cgKgsU2xU3bWXThCZ1g0qhMQ0M8SwX6vP0ve2TiUkEG1p5MVYamL1lgh9mauvcEEvHGAlp5Bsjs3y01SEWTiLao67ooQmW3aGz15ggKRL0mMHxYH4XYbUVnjahKfk9DbUvGVTMzrsj4cxinyKoJr1sPxa145oLa31HdHLCu3wkRummmKIZY1sZlOSs0F8YngLGq22lWYbfRl07NkdksBhQQ7cBtHSZUcs+kWg89TvPIRZsYVc1MGunoRXV0onvkbLdG8OxnBSba1pq1FO6yP4nChXxmblSt5FDtFIxFA1PLDWI0bF6248NRKoBJ6qzfDl3ZO2UVA2zAts5rfyHBQZmp9KwTCI4prpvZNHwVsNdUZn0C18mdYu9MuRIq910JHfJVOa1Yw4Kp49fOsc4tbzbLdTpQniYUQbGOLC72GbtFbHLqUyx0L+1cDOE85alriW4Lp1iZkSw1hmYoINSxP8li80e86quaIOZ20AlPRcZk1T1GVAG+TbbbJMT5wK2nh2vF0UndQambISnuWbbOymrVw1TbqarBEr7yjEUCmYjob/ggNEedNBBrRtQUR+UUxlApVm3EZdKIgFK4Qfy93B1tidsA4WJZZ3cm//JRVC+ReI9dP/yPlCrKWFfZCn8TruHikkJPOQ8+X5l2TT2XyCXIPNmM4tKjhYZWBjFV4Rl8pjw40FN71S0Aa92akZkUhfQZw3pMA2kNPo2gJmIU0y/1ORc+1yGwhCNQgx98foq+D7VIMONaTMwN0FEW6eTR6X4fEvyLH0o16SaApNbRdbG9gpzrwy26vsYSAKychefDhzDdqp/bJJO2vXggKxhBzYOtFC9DpYqJGLKRk91qPomjJphtEVvlBEuStOyWKBOgt1WY2j5bKNL5CK15CTGRDj3baqXAt+xWs5WoG7TqyZYXpvytFYjAzaCh5R7rN0po9bAgiVeEi4aXU6tL1aI+5owhkTHbFXODvCPYnRbXT4d8C22N80AAAtzSURBVFUYI0rDTFb4LnXAtsdycTRSksCW4CnswbgAMhzoIbngKlLK/rr0/O5lhIF9lM3U/aNN/K03UK2BdZGBqdn62g8/7LCc17J0uZjqDMfaagU3Zjn1GQIVqaQ6B5/jm5paIefRRWiIPoz/ictr01s5X4ZfHRjonpStnilRqmV2ZURuJtvYR6rRwMIX+EqYxc4KPy7KYOtIaBmoa3xi5I7ROgDTzQ+gYvDzNPrNd108lUF96gVtAqGyu0+C3lJLpaLAAifIB2oqaOaDma35fs6T8FJiP6UKS+BET1dXo0rjpm60A2exlaZ/dpWvcKQWGVhx87VfKstY+D0uSJ2Dz4dy8YgXRWCiNoI679HGtqf24CJwFBTg1IaWwjvXPhBkmBVSpUpElUQBBZ8nsLB8twUfor8h7D/1L7rGUTYyy6IgKSIT0upstxpYsMxzmmYx3WA4mXwUj6ZzfBI+rAqdkUl/aePLsExJOXEmh7aA1MRN5Mlvo82imHCDUR3Oq89s0ndLGcANphqY866SxdX+sNMAVQm6w663zoGLo49bRGNhs9c5bU+IKcCrncWAUcj3tcEJW1KbHH8+FgPw2McIjDqaeA57eQTirKg5HdJTyq5SCcghG3T2ITst2a5Foc71HpbLWUAAlVL8MkEnVdBpYJNZDIG2Zeqng9K3rqhSWZvlAGGZCvsgdjX/QHkogiV5TmHrOcB1283EoG+/L8sSoprroe1oH8rDQCt4viFCzQ6c0jV7QWwJsV0nN80aeLE2NJGdVWDhUw3MElb0hu0CIy7anseiaPGZCkbRl9mXHUiJAsvQboDDLzjhlhhMOid6P5mOEY0N79W4E2kZUQYWTvQHYVTwNJs7bNRAJNTWl7SMom9rCpSMpZTZe36KgTF46a9UXm8pNmgoWsGXlcZmMukjR1G00aeqqAZHsYmYJ6Y0QdAuhnMQ3Q1RFIe2iAn1+2wen1JyBoIMUWa1A3YTRKIoB5FWrJad7KYrpzk2kK1V46qCj0vz31Z9FQktVw/ufNYE0QYWLPbPYUTsmVUEZV0g060moeuAskhFtaChC1IiZrxYAwNLjOhKFNxVOeS5ouoY2RGDlQd0PqK2IZQKsrXNuAqYwfBe7skA7MkWYp+c2mVa38eTw7F11xMLyEkqk2orwBWN9ikKkVGwy1gsRGl9dgDhi+G1UB4ChmqiXLRnWVRUEhN58utkEYgtAa+IIJU1SJUMiZZTytCoiQcYmHvf3fuzhCQDC1/+yjCL6Xyip3d9PXsF2GWbVhk5dUbGJzDq+6gQaPzxX7GgsOgroSbLESiQKek4zaHWc8P3c8NiN6NygxXBlCkVKSkqX3/zmALRZkq/ELqxnqD/2f3KxBGQ3Cc/vP8vw4WwY7ru+4vzCzWw9qtmkU9UaFosUwwExeDm9QFfR85P3q4LPo+6dShQF32r1RmkEr66tAzIYUqzlavN+VdmNzlTfF+V/pjRJhaMag/3PvWFvTZiCB90fLhI6uijtzTTqINQz2h1sVzEoRGNWUMtoQKPtiISkArpqqzxHngvvpGMhDTNmJ2XUQdtzLyBohFL0a1H6oiqpNCgSc+ZgcokLmO3xLquMehZrPJ+97zPC4fs9IGyUNwX7wRlK/yNMVudEz7yQSw7hU9TBiPGDXVxS8ST6hHLGis+GwNO2EK4FV2DAMo+HL+vLHC0LFOrlvlCMxj2P6anq9XNapIIdEQSPVVGbwMLJ/uXMIuR85wXju42xlMEA6BR48tJUFPWUl+YNak1u7pV4+t05KmqVb2Pbj30XUP28S5gtuFrmsnq4JzLBbzVyipEaZ26gXIDDVFtjVAF/y4xP2r63sG9TnlRGYP2Kgof/K1gZLuFH4/rfPKUUeRFu3KjdcB8N7UMR03Ic6Z0dWyC2YY/xejrYMOGMoXCN7XhAhrC7EddqtytCm0NuB8GWtP3kHbq0ex4N/c49UVlDN4Ma+KPYTzHbdU8Q3SpOvvmI+tApcCIaOaL/SgpU938upYBKrUYB7QFcAzPTMsgDRj0jeVW4QsDRQAn4vC+flcZY21ISr6pCmn7kd4vGqgPaSYiu7673HYFGynBCMJTTQLjcdNFhVUpEh8KcYtiEFHTXrXlCWOZAc4/YypmPK/rWYp3Yrbing7GKAY24ceUn1Afrt/1/LFgOSAFkvQmchRl9elHRjna1saJHxYDBkMFWo4UOd9ygdU9yS2XHS0oB2EAfcEJ3CmV72rCaFsqT5qnaCd9bjjqS45aIELihIqcyFWIB7tmJLxWIQqUNsIT9VGhWj7MNHWRmM40sYpRn1+lIdAKytraduJIRdFVcgpQTLFZuXnJUIy6KfwkX0k3pvI2qeOcAgaiQGA0qIwup7TK/cRyQXWwrInyJLfNRApXNdk74IADoll6JHIdypuZDoFyNCk1PB3i2jmPuAXMT8KxZUqeMQajGhiEE/x5MDL1ZklGVi3ijantU3qmqyKG3Iw+hKm3pGDZHfwoM0SqfoqzXpeAH2NnX7MWxUTB9alL9Ts3YYTeG4xrQ/du6BtVMbqBQR8jo6YQBRWI2fhSEppkB/koH9hD8luLvhVMqnyqSXuG32cbnSpIjapEsiJnLsHA5sNTMy6YioFBychYSqdPRtgnWiv6LZidYoB4jCitmglkE2ycoGWUxruIUvlFA2EoqkFCgYHlfHyuLadlXDA1A4OJkSGRTs86okvc0NB2A0sNs5WtbAQrWHX5zLE69ig6Rm+U+7rKWQ7wwUSLm43tc1UxVQODiePPyI7NloAnWwoQHE6jCYqWUxQoZnmJe/q0njp7vMtOY0aLTZi6gcGEwtgxW9HiZ9ky/ksNxoROGVg5f3g49h+L5+rCTAwMJl9ov2BomFAp/dET5AoflLHhouim5O4IAqcBkme6rtidQuYAEte7jZH+ScHMDKzAJHeplzbNSZLUpw2MS3FGsT+1XBwFqjziGLuNlKGQl0Ramgc1wpDnHKQgOwxNXPfBzA0MJioMWjL1XQoPo5SxbRAgVDc/N8tQKFQ3PBgCvBPFRrFFoeiXs90jmTwLWDVIN/YaIrkZgiUxMJh84V0mTYf1xozS+DehSSnap96yDVSn5f0vLZPSQU0GZgsdWQrEsUYu0kkUuDMADf0es14Sq1gyAyswWTLlLxUTRlcrVSHNU1cge8EFFww4u8WwYZUIruipJcnelAyXX5X8Lth9QkPpJM1eqjvyjgzVP7v30dCPjSU3MJgUktg3cLtw2PQnuri3AOee6K5cYSPdM0ahRxlSSiqZVIkXDeqayE55zGrqyIwnHTUlA1MUq3b1pFlFiV2YCwODyQU5MdyAM7IVXVtISKN7YRRFJXwieU3sPuc7pRlbLLDqjKQLTS0HbBAxMvSKsAIcPG3iNBVzY2AFJhdo72Bo/DL5ouiuPvTser3PCxh5eUvqAmNt0jqBVNw+sb0iZo25M7ACkwu2VTC0h2UreiHU9iibZ5BFY9/LAYiJeqT9vfVaODSmhdJSYm4NrMDkAm68HA2Nb0bvzz/Ex2kbyugGblSxLAyrwNwbWIGSoRGK7ReObbMe/cpmDS3Fh+5Tma3wsbSVP6yt4e48YtkYWIHJBd4xGBpPWcncrlnHtjfLGHK3x4Tj6KY+9POOZWdgBSYX/OBgaC8Lj9oY7DR57K+bng8oe0c+U5+cWrc9y3LCsjWwApMbgFg8ORibBl6bZys2kLAXTXfTrPkAIs1uw/Kzp1W3xFvOWPYGVsbkxnzYEYxNrygiRwbH2OzlPC8+G5/KtiWMitz1y7PQZi0FrlIGVsbkhn1+chwYDA7Fv8HkYGxYUJUm3R1JhkGBIrZXV2BGZdet88P5LRudzxBcZQ2siskNPXty5AhGp/HquuFYu3QoHl598mhXhK60lfSMujZbklw2ebyodFwYPrtfyflVAP8Pp3VXASjyP14AAAAASUVORK5CYII=</Swat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</Swatch> 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o6ZaaCRVBaVJfqohEOAynkXln/qsoIq4Ny55RgwoyPurJ0QrhKCpaqCsTbCoJtjTNlm0VUPfpqbSo9d+a/rtFVWCsN0SdGy3+7AmGTk650pui6YSUtNXwa5T2p4IvVEcyyM+pk+wzEiOVuVbIiZ12kuN566+VRat0IAt85RjDlPRXLLa7gzBI++xIEG+z9s1PsRGJrdQG5sL5HR9Yt0U3gXBGB1eVox0pyiKpuvuoKFjQmfNKh3JhYRKkUiSsx2jfpZscI5hz5YXVWzIrjPKj2MXig6hDx53YK1+Gg0b2VyiwYUbVy7x++hZONwReX+O4bXckSfEVRUopDDtddd13+ADn4QCI6ZKiSa9TL10kWmoJHCSZHqPcz1nNAO9OXEMsDwyabbFJLsBRZRSK9AjiDO4u1OJURLCoTu6Ax1R4o933k5IbBaoiQxoFCQhGopaZtbb80i4Q37Yu1KStiTEntOJdRkAde/vKX57JEFZw3pd1DEoMyozqUVE4sgZp+TtypJthgv8XNYu+QsizVRSxdwE0bZ7qNG0Kd7qpBl9TgJorGpIyGwTrVocpK0Z5ICDGF36xXpUMxEpX1pI7CykNMjfnXEvsRbIZDw/tdjloww0OjOQi5sDpMgmBtoSKB4+2mdN2RRLCU7DZsRHUJd4I1//73v9/6PdXmexDqokDFBDGCqdPjUghgquB61PWo0h0lwfVHlAB3cOj2mQajBNs2i8BoyhRdp8+a9XFw+OGH5/VNfQYfKilohGZRUOQROWVzhpKSmNthCSZyxh6IumEoLL7GlhjBgBYWy4pYNWRvIsEHDi1JsMHwko1iH04ATNmQoO5LTAMiQ478pPoo1cWP9BhGEXsoEcNwPaOiqnDVVVfl7xEbx55SCJBy7yTbIwTbCJeK4SnDFszQi8o9rmk0MY1kGKmjACYJyeHZ3KQrSowRjNRR9/3KtsEZRcq9q5GpcAiXcpM6TLBNY39lfU/dAWNSlaupUC1gqPBshrGddWB9Yg56V3VydkYhV0R0M1xagmDR5bHYPCAFTSbw9Q1PZEV6IwqaFNW+yPWxDoIXXUR1NVttUJdPTanHF2S0GSXaBvonIwTDpf39I/9WYc0U70fjT90tKdABbSOomQKdRSOt8JXwhKt94muqzyp74qVb+B/GUbUdzFuGuk5upTzq8S2FVTBjrWkfZVuwqJEBeGvhVHgoby0em3WzSO7R05zam2c2QuwidAnRYMzsn3feeXmPYApEyHoQJdBj4ChLEYmmVTM0qVwdB4Ir9yAmqCK87qZJoMai4hJOnTdMsErIt6VuFlWnKHcFEdOvfvWryvZ/S5pJhymOvamLfLQUJ7iAcF39P4utCmFcIHgdzOWIXd86vS1FPkq9zwn++GIEiy6PTfwvSvakEBtI4mlOGZRLH2KFmpCrAL+JqMolGLcnMmVSdl31cJ3AHdPaCtgdLgVVdWNDyDlVEKxyygZGq2lKAZFxHNW6KZDIFOcy6MBJAcW9rPE0FZLRLJnO67YTrJE85caK3MzJKMtbgpRUzG3ocscQWQHnHVkhck4tE35p2Swy50vuMTUy+dnPftZ799AwqORVg1ZKRkKWImVoWx2MTFJRIVPQBqxBigjKYqr9qhp9hXiyBlUESylASLXkzreGYKvhFgtmvErlwhublDOKSecgWSmD1EbnYViuRqtEy8A6I0cXUNFg9kYbDbCu/GkYddFm1Q1n2eqWSNejajR8C+DUGgi2cuy3miwffehDMYhW9WSOdo1LaKdAnXlXu7Ip6qNwt6mDS5WAoC4YUB1SVnGbUjWinq3j7XBWjhKsKBNOxTRykMWs9+Eqj9TZXcsuu2yn59LkWhUgP5A9+kaKZlflz46BOMGsx03SCylVA32AHiUdRBxVepwyNx667kZq8376G5pU5tZtWMEqlyEl+GrzgNQgJ1jlHMmyXTlikKPqErQmXdt1lZZ+rtrAUuMGpBT4QUVNU2s0lSpYL1pdKuhYdXs5Vd2DlMoOD2jHWAnBKgsMm/onbaYjx6ABQxVBMaM1BtazqQbnb+QqUzqk68C5bjpWU1dUk4fSMkdcrgIfqqw8mzxRRzB/1ySgS8TyUQuWquoW6LJ932erR7fsmLfPge663IZuxfktm1PaFMjVNIqOTeIuQ934Uep6Wb2e/sq6MhzWv8n9SywqzS1YpYScquoWMGjDstbFfCxWpSB4MbKIoNk1TJYZl2AudtOZZJon6pT5UdQRbHQUe4EUTXBkqnQtdFYlkGw5BBuvNWcICMFR7KKagrOu/KToHNLpjAxdlwIhrYs7zhZ7J510Uu0MrlGo2miyQljm6q5rWQMuEtQRU5eY8QJNkKj3rdD5UAcZ/67KdSSRi7lUAg4+mcG2XS6Vkty6doyLbAPquL7EJuB3lUxwjkLXUF2WpGxUE0tTp+BrVKmKPqvg4U9BlGBtpjMz+xoeuoBOGn2LxZOuFEVdvcEfXQJBJM5jzbNl0CBhQ4eUfsICrIVt9ZoGUCmJ+zKZIUV0Hm2zS0GqvxklWGwkeRUo/7SzLjp3hORGbw77B3ao4Jh3WYclmtS5I9Vjq2FEji2ZvhuBF9nrdjgbBnLJnzZJDRWfp4O7DmUKPstXh7oauDKkvC9ECdamBAUpPUkpucAUyPHZ+qXoJnfjpWOkpRQIdgmjAyzBtnCRgpIhGG7uRURd4OaiNd2AQcEAAbgpucBn1gmllrjREhquBELXoanAKvpO3Ryjl8FaErJdEYyFUJ48XKlgGeNYs2xN9ptMBaLJDrBqlg91+cTbCy+8sJHFKkDHszttVZQXA/2var/NYfDrRoMG88XsfRSDEqDUPZsKCBo68cHaos2FjIFzbxzl8BKAZJxzzQeWqj5a5Yyx1E/ZFm44kqr4aJv3NAMsJVE9WmbDp9x///1r/26rrbZqfE6pZegQJVhVYVsdmkYkdXCx6Eyc42FYLs2OF7lazmbSft3KXj7xiU/kTaptYdqNitkUjD7ULH5dNI/0TSNgckmTvaMQTAhUqoW17W9MKKdtDGIhky9qG4UOF6kQyn/fE61TwGn2lNdMoqmFydmpVbLDEgXp5YADDqj9G91TTUvFNfU0KCq9AcFkfDsTW6HjmqIcHFbzWMsIBnQyFs40GkvqNLq4LYn8QpFuF6VA/MxUFF1fcpWyHnUbqLpH++67b+NzapgOuwXBLPClj1pKk0AZ2m5wXgf+kOjNhJcy8MtoZ6pUbVUXSwx3DU62PRjHWRKHwVKk7gpseaQ/8tW8pkT/yJXaqT+MhnPfrkGwyjHQsVntMdh5VdK1622IWSUbXdVpYPwxzitZQIWFyX4uetdTf1gs87J8HkG4q2oSEozMQsr5+kw+kdSakqWUh0pgJPhog4apupsLC1aKNiE5aAjwJNNvuob3pGq7mDFYoopdaoE/+Z3vfCcP25GOz9ZUDC62ZFZ5wEqSH7ouUQIBTWrZt4oMyXpyTQq5nC/fLmVKUhlS5YkBcgt2ddVPi3KWpjoJWKL6IJinmrUgPDaJVqVmVGU4TNoRodFztL9bispkDhbK027Zceiw6oNQw6CX1Q2bGwbpRhEAOSMFNnAYJ/ho6HZcHSUYKHJrQzBPt6ed1egaHE0XSlqnLfgfEukOS6+WOxfPEyoboVzInIeUhtiuYJhIbIePMnAZjN9Mqc61o9o4O8HJZNQJtyOoJxjHOrXxdhTMdx8EAwSjtrfpyB6Fpc/Fr9rSbhKwhJt30VQwbhKISeaPU5bEl224c0tOMEXevMnS4iT5PvJAGyjB1ZDaZUdxAe+pK1u15rS38BsX0kHI1WdfqSi3qXUcBiufsrvLEHDqimXCH/49sFrisHR8gNFHfJS6OexloGarTOhrZr7zYl35LSnDQ2YiRIz2amwybrMNlFCN8yDyVRv2PFyOW0WqyG5MlfMpqNJtCAaWyT43ZTCiSYUCUbJN2ck0gVwaP04//fReP0dQZDJPW/DvKrbyiyHf4asg2KVZZMK0C8BEtlm/7ZNjk80+t/VTtSnCQ7I2ydtpoCBXXTnzuLA0NlzalgDr10J0x6nbCRYVXYpZD22m5yGlSEco3Wf6hqjrhtmBt23586QwKXIBxX6c1J3rqh+iBXJODRNMVrWyXpgFajue0RImh9j3UiCMVuuuhFmpykzcR9J4BeKvpb1vcBkq9tpOBnK1aLTBpf9HMLM0g6Vh0ipbeyWS26YXwKzUvgkGxd491H6mfZrSwygIzx6AvvdxAvlJ/aRNegxGYVlUy9YCl+KUfww/4mdnEYK5YYTIuvFBVdAWpYmk7x1wC9DvqNykEiXOTfZ47ONcjAjoSxMchZGnavjHnRxEN2s5XuHs4h/DBBOD7lf1F/J2nMXYzl8xSOuYApg6mKQraH0TXquPUmc/yWXTUu0zzTGbVPkQrUtesmlX/ij4zE0KC0dwu54xfLUXhsOWX5UTyBYsWJCbzLbpE3VKkyYY6DRX126ZV6ulD7BPyOG6VkittW1SYK27IBekDlAuAQ4tLP7jdoLZWyb4YUxbpVyhhJpF0OXTBiIn3cdNGkJYvq4G2xFmyRmqD3QPEYG7mivPwkulKCVSrdCw6mBs2K5PK10X5FLqrcGlJc4u9imC0fVCCWV0GpqS5LYE8+XtGqbcJaXWCRkRmtUk1naxzHgPBHewMMXe2A4VE00qUTnromvBCz+rSQNul9D5RGnvIjGvjl96bwwsVoY7SjBrJy+8sqWbFajb1SsGfphGgxRtRauYG25E5pw5c3KznVonlQrzxBz0M5+lvp810M6lomK46lOAItCxB6SgR+6w733JY+BPis7pjF2UqdM7t9lmm3HmpuHOYvmkxQhmp9KwTOqaqLRi6sOUlYwT/vODFi5cWJt/U4aCjJYc2QCWjw+nWSG2j3VbaGawNIyxPEwMMiTHHHNMZ9Gx6ymdNOa8/zOGd7uFspBK01t0mRRhjEMw1ZQ0GgJsnSZkieScSwHJCnjVGCtBfP7557c+h9kKYxn222+/fNfeLvwtYIXNX2tY61WGJRomywhGDZV4qhwORmMZNx2jjsvcCY5/HVgxS2uxDGiL0xKvTa1J581sh+oUvmjKttZNcPDBB3eh0eHMEkr6EgQLJu7fwVIsCP+sLBdlOdqW8AxDFCeFVNfLaFmWzT/22GNv/3+iSxEbX4mQOps3G03BJptsks2fP79VJ1AMKnkVb3aABbgz+j+rVMf54dgnq8hNcvJZFawfV7gk3p5zzjm1UoQOZ0M6RstGOLjq5vUjTiuK6xMG8BG3uQRdwzU3CK+DsQtyj/PLflDKjsDEa4MVs4VYpS9mfA/m8wfGAU3K+6RsGqrbxjKhVHoYksdSUfw6WpAAYqZuTJ8CD62uJcK0rW66GFI8Cjqdzq+O0len4kzZD2LmRxFR1NlnPdzccQf4s4bC/7q6JaTRtMAHs2QMw3gncyocAgfpGYKhgGC2wNgo349f2ufOtZqXRYypG7UmoPLGVRIsMPLiYMXOCf+s3EtGCkZ1QBd7RJIuEKOu+lVJjpQIP9A+4mVQPq3yA3EJkJzYSe4C1xTIpAKE/NJ3rpSQSvJp2/NagnNwpeqHdd/mwCxCMBDNKZyr2Ym+FsJvuo7cXd3IJMT2BLpYsV0yhPFFSkj9lZkVVPdJ76lUBcTyIIjIJ9EepxbNw9khueDA2A+jBAvMPL/OioHiPs0X47REASVdZGgMZ90EQY2zfAjEqWvARTTv6XCRySyCBlZtGtGnflGFgLqiuh51VQUPFZU+ZdZYA7BeUTEyxR7XWjECnWI61mJcaHol5KppqvOfKO6cYZbPjIgUsHgshkO6x1xWVk0E2hfZWGdyilynPG5XWwimArk036QMEm6IqPWCWoINrBgBLaru8SGY3y58CCSwTKaQzHx6GQEDSOhhTbrQzbcoZlwgmKfbwJdi1zjLtZp05TcpLfM2rkAmRZmuA1/QWCkjOPsYaZUCDb0e/HEmNVbg9DrrBals2CMcG2eRmn3VCazBOK3pw0Ayy58ote7iiC5JFPKUxNg2mhG9qdj0YWmBhw+5OowWC9C99kj5xSSCBab+JFixo8IGFqgAAAhlSURBVMM/o3UcdCrKfBft/EDzQhpa0Oj4zDIQDFVdsESpw0CWVtAD+Xk9bXF9NE6k/GKT9WxeOLbPItMQFSQqHxFVjuvwF9CNzClH3BQzz5qZnmNJO/TQQxcbQ/6/AEu9Wvo+JhsVH5Et4kISkgkWGHtjII39T6LZZQ4zLUsiuivojFFXTydK7RKXSLdEeJJ72Ml1RsIcW13cPXct7YoLqb/c1CP3WNi6a8vYL8kXEvO63KCU00yZ5ywjTwpEmcZt8gtJKU12lp1NUDCpOpfE07Ps4t43Mo2NCBZO/rZgxeaGfwq9Knui5LmIm0TYLgVEERqxVNTIv0gRTPkgBrqRMtSSWcLV5Xe1hE8LoluBjeaSCy64YBKVtUaOz72tIYMbawrh/a8PN0cx2PHhqLxLkqiEPUtm1+mPHXfcMdeVZA9S58gimifcobbMJg7T7JUcB3xRD4rK4gkBqXZx75v+Yas7Hz7oxEAy88SjjpaGCA0EXe2+NgxiJQspg1DoVqmwO63ae8uKVE3beaWThh4AeuMElsJRfNo9b/OH45gWkoVO8KgZMNpbSU7T/RFTYKmUj1S+03R6D4tGylDER15hFcdps+8LpBeBihFaijynkNoiR7RuM2pNsPBFbwpWTDmPgqLKyWYuCKdfJWYPm47n76si1tYpNs1q2hGjolPkZYoja0uk7XvQbwpYK/lSUfMUCymNptzWvW77BmM5R+GDfxhIZmfzE2K/xyGVylE6Y1Rk1+D8s0KSx5oh1II1ndF/5ZVX5rVkCh8lxS3BGluo++rPLKNqzroknyCFKEyz083Dp9ISZxOGCfpXMezsHo/zBmN73wN/TGFWdASefJ7Ikv/QhyUDuUBShpykPkdyRtNhK246i1jWJyDyFLDIVMh5mmAj10g6MWikjHyEX1NqWCEBiSqQYptj59bnkud8lURLFzlfljp195CAw9v6XcPoKrzbO1vUhRQtp0AylqxPkoE6KySz5KnVZzm7ADL4DldddVV+zGSoLtFFP9yY02AYs+119+7iPDoh2EAfmxP+qZRhndjvFiTjuFrS+gShV8rEpGxLKH9raYeshQ549fzDfZPFLicJMLhkTlO9qwqdCVSD4SkK5S8IR3SiCJJJYFs2WJi+RU/Vr3oJVXu4+JMeTDIJ0AVlKxBrVHd0nVWlJHDmsnBsMjy8ZFx0qoAO8pXqxs4Nx6o1v5vXzHNydRX1XYvOSSdOugFmXRBabTo/28EPtG2PzEbZNRQsGOySUM/2i3Bs3iTPmILO72o4wesCydbPEkgG5AFJaeF4V2U+MZiySJNTcaBkWr7SQBWygP+eKfX6ZdC+RlNkrQxoMYNV+XXVwymLooI2YY4Hcq3v3nV9zr2YjaYkM1dLUppl6Wq/xTpYlt0kB3kCiK/KiomaNnfoqZYqGXoUVPWyQAa/IFaKpdcUY7k0wShhWeyNXNDbujREMuXWtVPehPB8JRu867ecxoRoN9SNdBxyyCF5daxksmVmUgq64gC1+wIhuVbaWxNY9skSics/n2vzvsgFvd7FAcnMq9Q4GY0uB7+f31jRDgvS9OJ2CaU9Zsw7iKC6nBDNwZ/xyn8cdx8mCXf9ndJeNnKVI21bJKkwU3NHovYnWtyka59rFL2biYHjj2THZTU6WQGNvPwLBXQzoViQI+0oA/8GAVXzElCVzWgOHnaqyQVEYCDIenC8H72ui729fZ7GZRFyIuhcc7qMFqswkXVoIGFsly0a8ZO06Y0iOmKh5VIl6yT3bWwCfQOOaYG+xa1osJnW4eHYuyudqw4Tc3QGX2ivQLRLskWTWGq3/pK4JmUoq5GEVv0wiUhzNsCIcVYLsRK5Yi3fuYv0TxNM3JMe5C55oGr7kyr+9PapKZPEtsst0nU13W+2QS5T1KuxpoERUnKz7biJ6zaYymY+gyoMtWQ2pzayOknKF2na2MBUQ9ZMseFM3I+oD+htJJ8Ighok8DFQl8xu45TcjIOp3Z3BF95xMHRYyWvyvifEUZKGSA/JVAzYXGFpsmrSaYIciXraXIvt9NTQ7zLpJXEUU3/8B0um/KXG3kbFYkql6VQOgqnlk1A7m4lmdLtCQ5XAY+wSovtnbpsa+q4xdYLBoJHETqImAh+ZRZp7q6B0WgmQcZpSQcTGmVCZmgLWik9F+9PJPkYGQemr2vRTJhUl1mFGEAwGF+TkQDTF9aa2yN80LpIn0iqsU6Vh2TQt0HI6E+dOGOzCWvGtxpzZZVaEFWBe38JpU8wYghUYXKDdA9H4ZUdkNVN9qsAKaAQpOpu00KmmQLpp9kRy0FkqS6DS6A4gFbdH6qyISWPGEazA4IJtEciwXrZoFkJ0RlkMKiQ0qTqo6ATcVVZZJS8jVl1hJpniRKq6f/t/YIlNEXiRubBAhZpvl1hJZ7IClZ+yf9lll+VWi/LeAQwGPDBlhNI0MWMJVmBwATfsgmhA6jA23VEHzSQCBu1sZfPp5SKt7I6OSJOCWUGsAjOeYAWGiLZ2eN0rHIr6e21kZIkcnPApl1vzsYyVPyw2cHcmYtYQrMDgAm8XiCZ7rGVupyyy7c0sB/FrQTjmV82hn+mYdQQrMLjg8wLRDgqvxhjMGbxWbkU4S0CmJz6rPjmjbHuW2YRZS7ACgxtAWDwtkM2WGJtmizaQ2CiLbA89w6Cm2W7D8rNnjm6JN5sx6wk2jMGN0QT5uUA2E00UOSIcshlDPVOGT/CpaBRIZQPPhZOozZoGliqCDWNww745OPYPhFMmuu7gQLbVw7FmOPrOK9k0ySblV2aLSGXL3ovC+d3a8+fOCCy1BBvF4IaeNzhyBNIpJ10jHCsPHZqHlx+8EsHqUgDSMyau2OHg5sHr1UPHFeGzp9s9MkX8H9ClE3Gs9D2pAAAAAElFTkSuQmCC</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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