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ADJ Focus Spot 6Z (ADJ_Focus Spot 6Z.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Focus Spot 6Z" ShortName="Focus Sp6Z" Company="ADJ" Version="6"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>75418a58-367e-4d2a-b1ee-1f8bba64545b</Thumbnail> <History Date="07-01-19" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="11-06-20" Author="Nic Morris" Comment="Created from American DJ Focus Spot 4Z (note conflicting ranges in gobo rot)" Version="2" /> <History Date="14-11-20" Author="Nic Morris" Comment="Added gobo swatches" Version="4" /> <History Date="21-05-23" Author="Nic Morris" Comment="Swapped gobo wheels in response to customer feedback." Version="5" /> <History Date="06-02-25" Author="Manufacturer Renaming Utility" Comment="Changed manufacturer from American DJ to ADJ and changed filename from American DJ_Focus Spot 6Z.d4 to ADJ_Focus Spot 6Z.d4." Version="6" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="091ad8f3-f543-4884-9aef-a2265c472c5c" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour 1 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour 1" Description="" Group="C"> <Locate Locate="1" PowerOn="1" Highlight="8" Lowlight="6" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" /> <Condition Name="Scroll" ID="9,10,11,12" If="'Colour1Func'==2" /> <Else ID="13" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="16~31" Colour="255,0,0" /> <Function ID="3" Name="Orange" Display="'Orange'" Dmx="32~47" Colour="255,128,0" /> <Function ID="4" Name="Green" Display="'Green'" Dmx="48~63" Colour="0,255,0" /> <Function ID="5" Name="Light Blue" Display="'Light Blue'" Dmx="64~79" Colour="0,128,255" /> <Function ID="6" Name="Purple" Display="'Purple'" Dmx="80~95" Colour="128,0,255" /> <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="96~111" Colour="255,0,255" /> <Function ID="8" Name="Yellow" Display="'Yellow'" Dmx="112~127" Colour="255,255,0" /> <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" Colour="0,0,0" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" Colour="0,0,0" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2Func" Name="Colour 2 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2" Name="Colour 2" Description="" Group="C"> <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour2Func'==1" /> <Condition Name="Scroll" ID="9,10,11,12" If="'Colour2Func'==2" /> <Else ID="13" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Orange Red" Display="'Orange Red'" Dmx="16~31" Colour="255,128,0" /> <Function ID="3" Name="Yellow Green" Display="'Yellow Green'" Dmx="32~47" Colour="180,180,0" /> <Function ID="4" Name="Peacock Blue" Display="'Peacock Blue'" Dmx="48~63" Colour="0,255,128" /> <Function ID="5" Name="CTO" Display="'CTO'" Dmx="64~79" Colour="255,240,200" /> <Function ID="6" Name="CTB" Display="'CTB'" Dmx="80~95" Colour="230,230,255" /> <Function ID="7" Name="Fluorescent Blue" Display="'Fluorescent Blue'" Dmx="96~111" Colour="180,0,255" /> <Function ID="8" Name="Light Yellow" Display="'Light Yellow'" Dmx="112~127" Colour="255,255,128" /> <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" Colour="0,0,0" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" Colour="0,0,0" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="7" 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="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>8a75dd73-ad87-43b1-9428-927a8fad10b6</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>cfc5c2db-be8b-4db0-8fd0-e3f89f08a8ed</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>b961d1e9-9847-4902-a5fd-a17c26ab788a</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>d3ed4b0f-b4da-4153-be6e-f57dfd89797d</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>5f8e770d-f4db-4be8-afb5-f3cb6d26e690</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>4f482984-9bfe-4ed8-814b-0859bb5851b1</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>3cc437ff-7dff-46e1-95ed-d0c15e6760ff</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="70~79" WheelPosition="7"> <Swatch>0a0b5dd7-7f7a-4b90-b485-e0a89bee7fa1</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>8a75dd73-ad87-43b1-9428-927a8fad10b6</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="80~94" WheelPosition="1"> <Swatch>cfc5c2db-be8b-4db0-8fd0-e3f89f08a8ed</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="95~109" WheelPosition="2"> <Swatch>b961d1e9-9847-4902-a5fd-a17c26ab788a</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~124" WheelPosition="3"> <Swatch>d3ed4b0f-b4da-4153-be6e-f57dfd89797d</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="125~139" WheelPosition="4"> <Swatch>5f8e770d-f4db-4be8-afb5-f3cb6d26e690</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="140~154" WheelPosition="5"> <Swatch>4f482984-9bfe-4ed8-814b-0859bb5851b1</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="155~169" WheelPosition="6"> <Swatch>3cc437ff-7dff-46e1-95ed-d0c15e6760ff</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="170~189" WheelPosition="7"> <Swatch>0a0b5dd7-7f7a-4b90-b485-e0a89bee7fa1</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~127" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="190~193" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="190~193" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </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="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="7" 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="1,2,3,4,5,6,7,8" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>8a75dd73-ad87-43b1-9428-927a8fad10b6</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>47ff1ebb-b15c-4372-92f4-47d15e4964bb</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>b735a321-08e6-47d1-9eca-f79ce0a193cf</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>6b5b8f5d-d594-49f0-8132-7926bdfc4541</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>75a57531-014d-49c4-a926-c8e23cc9cf8b</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>3cdd79b8-a732-414e-ae54-2be0b1901217</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>dcd3cda7-f29d-4683-b0b6-aa803b9fb35a</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="70~79" WheelPosition="7"> <Swatch>18452285-c938-4f59-b4b0-a9d94c4b4182</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>8a75dd73-ad87-43b1-9428-927a8fad10b6</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="80~94" WheelPosition="1"> <Swatch>47ff1ebb-b15c-4372-92f4-47d15e4964bb</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="95~109" WheelPosition="2"> <Swatch>b735a321-08e6-47d1-9eca-f79ce0a193cf</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~124" WheelPosition="3"> <Swatch>6b5b8f5d-d594-49f0-8132-7926bdfc4541</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="125~139" WheelPosition="4"> <Swatch>75a57531-014d-49c4-a926-c8e23cc9cf8b</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="140~154" WheelPosition="5"> <Swatch>3cdd79b8-a732-414e-ae54-2be0b1901217</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="155~169" WheelPosition="6"> <Swatch>dcd3cda7-f29d-4683-b0b6-aa803b9fb35a</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="170~189" WheelPosition="7"> <Swatch>18452285-c938-4f59-b4b0-a9d94c4b4182</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~127" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="190~193" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="190~193" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" /> </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="Prism_1" Name="Prism 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="6-Facet" Display="'6-Facet'" Dmx="32~255" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> </Attribute> <Attribute ID="Prism_2" Name="Prism 2" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="5-Facet Linear" Display="'5-Facet Linear'" Dmx="32~255" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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="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="191~0" /> <Function ID="2" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="192~223" /> <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.f%%',100~0" Dmx="224~255" /> </Attribute> <Attribute ID="Frost_1" Name="Frost 1" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Frost_2" Name="Frost 2" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" /> <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" /> <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" /> <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" /> <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" /> <Function ID="6" Name="Stage 2" Display="'Stage 2'" Dmx="101~120" /> <Function ID="7" Name="0.1s" Display="'0.1s'" Dmx="121~121" /> <Function ID="8" Name="0.2s" Display="'0.2s'" Dmx="122~122" /> <Function ID="9" Name="0.3s" Display="'0.3s'" Dmx="123~123" /> <Function ID="10" Name="0.4s" Display="'0.4s'" Dmx="124~124" /> <Function ID="11" Name="0.5s" Display="'0.5s'" Dmx="125~125" /> <Function ID="12" Name="0.6s" Display="'0.6s'" Dmx="126~126" /> <Function ID="13" Name="0.7s" Display="'0.7s'" Dmx="127~127" /> <Function ID="14" Name="0.8s" Display="'0.8s'" Dmx="128~128" /> <Function ID="15" Name="0.9s" Display="'0.9s'" Dmx="129~129" /> <Function ID="16" Name="1s" Display="'1s'" Dmx="130~130" /> <Function ID="17" Name="1.5s" Display="'1.5s'" Dmx="131~131" /> <Function ID="18" Name="2s" Display="'2s'" Dmx="132~132" /> <Function ID="19" Name="3s" Display="'3s'" Dmx="133~133" /> <Function ID="20" Name="4s" Display="'4s'" Dmx="134~134" /> <Function ID="21" Name="5s" Display="'5s'" Dmx="135~135" /> <Function ID="22" Name="6s" Display="'6s'" Dmx="136~136" /> <Function ID="23" Name="7s" Display="'7s'" Dmx="137~137" /> <Function ID="24" Name="8s" Display="'8s'" Dmx="138~138" /> <Function ID="25" Name="9s" Display="'9s'" Dmx="139~139" /> <Function ID="26" Name="10s" Display="'10s'" Dmx="140~140" /> <Function ID="27" Name="Default" Display="'Default'" Dmx="141~255" /> </Attribute> <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Linear" Display="'Linear'" Dmx="0~0" /> <Function ID="2" Name="Square" Display="'Square'" Dmx="21~40" /> <Function ID="3" Name="Inv Square" Display="'Inv Square'" Dmx="41~60" /> <Function ID="4" Name="S-Curve" Display="'S-Curve'" Dmx="61~80" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" /> <Function ID="2" Name="900 Hz" Display="'900 Hz'" Dmx="11~11" /> <Function ID="3" Name="910 Hz" Display="'910 Hz'" Dmx="12~12" /> <Function ID="4" Name="920 Hz" Display="'920 Hz'" Dmx="13~13" /> <Function ID="5" Name="930 Hz" Display="'930 Hz'" Dmx="14~14" /> <Function ID="6" Name="940 Hz" Display="'940 Hz'" Dmx="15~15" /> <Function ID="7" Name="950 Hz" Display="'950 Hz'" Dmx="16~16" /> <Function ID="8" Name="960 Hz" Display="'960 Hz'" Dmx="17~17" /> <Function ID="9" Name="970 Hz" Display="'970 Hz'" Dmx="18~18" /> <Function ID="10" Name="980 Hz" Display="'980 Hz'" Dmx="19~19" /> <Function ID="11" Name="990 Hz" Display="'990 Hz'" Dmx="20~20" /> <Function ID="12" Name="1000 Hz" Display="'1000 Hz'" Dmx="21~21" /> <Function ID="13" Name="1010 Hz" Display="'1010 Hz'" Dmx="22~22" /> <Function ID="14" Name="1020 Hz" Display="'1020 Hz'" Dmx="23~23" /> <Function ID="15" Name="1030 Hz" Display="'1030 Hz'" Dmx="24~24" /> <Function ID="16" Name="1040 Hz" Display="'1040 Hz'" Dmx="25~25" /> <Function ID="17" Name="1050 Hz" Display="'1050 Hz'" Dmx="26~26" /> <Function ID="18" Name="1060 Hz" Display="'1060 Hz'" Dmx="27~27" /> <Function ID="19" Name="1070 Hz" Display="'1070 Hz'" Dmx="28~28" /> <Function ID="20" Name="1080 Hz" Display="'1080 Hz'" Dmx="29~29" /> <Function ID="21" Name="1090 Hz" Display="'1090 Hz'" Dmx="30~30" /> <Function ID="22" Name="1100 Hz" Display="'1100 Hz'" Dmx="31~31" /> <Function ID="23" Name="1110 Hz" Display="'1110 Hz'" Dmx="32~32" /> <Function ID="24" Name="1120 Hz" Display="'1120 Hz'" Dmx="33~33" /> <Function ID="25" Name="1130 Hz" Display="'1130 Hz'" Dmx="34~34" /> <Function ID="26" Name="1140 Hz" Display="'1140 Hz'" Dmx="35~35" /> <Function ID="27" Name="1150 Hz" Display="'1150 Hz'" Dmx="36~36" /> <Function ID="28" Name="1160 Hz" Display="'1160 Hz'" Dmx="37~37" /> <Function ID="29" Name="1170 Hz" Display="'1170 Hz'" Dmx="38~38" /> <Function ID="30" Name="1180 Hz" Display="'1180 Hz'" Dmx="39~39" /> <Function ID="31" Name="1190 Hz" Display="'1190 Hz'" Dmx="40~40" /> <Function ID="32" Name="1210 Hz" Display="'1210 Hz'" Dmx="41~41" /> <Function ID="33" Name="1220 Hz" Display="'1220 Hz'" Dmx="42~42" /> <Function ID="34" Name="1230 Hz" Display="'1230 Hz'" Dmx="43~43" /> <Function ID="35" Name="1240 Hz" Display="'1240 Hz'" Dmx="44~44" /> <Function ID="36" Name="1250 Hz" Display="'1250 Hz'" Dmx="45~45" /> <Function ID="37" Name="1260 Hz" Display="'1260 Hz'" Dmx="46~46" /> <Function ID="38" Name="1270 Hz" Display="'1270 Hz'" Dmx="47~47" /> <Function ID="39" Name="1280 Hz" Display="'1280 Hz'" Dmx="48~48" /> <Function ID="40" Name="1290 Hz" Display="'1290 Hz'" Dmx="49~49" /> <Function ID="41" Name="1300 Hz" Display="'1300 Hz'" Dmx="50~50" /> <Function ID="42" Name="1310 Hz" Display="'1310 Hz'" Dmx="51~51" /> <Function ID="43" Name="1320 Hz" Display="'1320 Hz'" Dmx="52~52" /> <Function ID="44" Name="1330 Hz" Display="'1330 Hz'" Dmx="53~53" /> <Function ID="45" Name="1340 Hz" Display="'1340 Hz'" Dmx="54~54" /> <Function ID="46" Name="1350 Hz" Display="'1350 Hz'" Dmx="55~55" /> <Function ID="47" Name="1360 Hz" Display="'1360 Hz'" Dmx="56~56" /> <Function ID="48" Name="1370 Hz" Display="'1370 Hz'" Dmx="57~57" /> <Function ID="49" Name="1380 Hz" Display="'1380 Hz'" Dmx="58~58" /> <Function ID="50" Name="1390 Hz" Display="'1390 Hz'" Dmx="59~59" /> <Function ID="51" Name="1400 Hz" Display="'1400 Hz'" Dmx="60~60" /> <Function ID="52" Name="1410 Hz" Display="'1410 Hz'" Dmx="61~61" /> <Function ID="53" Name="1420 Hz" Display="'1420 Hz'" Dmx="62~62" /> <Function ID="54" Name="1430 Hz" Display="'1430 Hz'" Dmx="63~63" /> <Function ID="55" Name="1440 Hz" Display="'1440 Hz'" Dmx="64~64" /> <Function ID="56" Name="1450 Hz" Display="'1450 Hz'" Dmx="65~65" /> <Function ID="57" Name="1460 Hz" Display="'1460 Hz'" Dmx="66~66" /> <Function ID="58" Name="1470 Hz" Display="'1470 Hz'" Dmx="67~67" /> <Function ID="59" Name="1480 Hz" Display="'1480 Hz'" Dmx="68~68" /> <Function ID="60" Name="1490 Hz" Display="'1490 Hz'" Dmx="69~69" /> <Function ID="61" Name="1500 Hz" Display="'1500 Hz'" Dmx="70~70" /> <Function ID="62" Name="2500 Hz" Display="'2500 Hz'" Dmx="71~71" /> <Function ID="63" Name="4000 Hz" Display="'4000 Hz'" Dmx="72~72" /> <Function ID="64" Name="5000 Hz" Display="'5000 Hz'" Dmx="73~73" /> <Function ID="65" Name="6000 Hz" Display="'6000 Hz'" Dmx="74~74" /> <Function ID="66" Name="10 KHz" Display="'10 KHz'" Dmx="75~75" /> <Function ID="67" Name="15 KHz" Display="'15 KHz'" Dmx="76~76" /> <Function ID="68" Name="20 KHz" Display="'20 KHz'" Dmx="77~77" /> <Function ID="69" Name="25 KHz" Display="'25 KHz'" Dmx="78~78" /> <Function ID="70" Name="Disable Refresh Rate" Display="'Disable Refresh Rate'" Dmx="79~79" /> <Function ID="71" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="80~89" /> <Function ID="72" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="90~99" /> <Function ID="73" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="100~109" /> <Function ID="74" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="110~119" /> <Function ID="75" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="120~129" /> <Function ID="76" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="130~139" /> <Function ID="77" Name="Reset All" Display="'Reset All'" Dmx="140~149" /> <Function ID="78" Name="Reset P/T" Display="'Reset P/T'" Dmx="150~159" /> <Function ID="79" Name="Reset Col/ Gobo" Display="'Reset Col/ Gobo'" Dmx="160~169" /> <Function ID="80" Name="Reset Effect/ Focus" Display="'Reset Effect/ Focus'" Dmx="179~179" /> <Function ID="81" Name="Program 1" Display="'Program 1'" Dmx="180~189" /> <Function ID="82" Name="Program 2" Display="'Program 2'" Dmx="190~199" /> <Function ID="83" Name="Program 3" Display="'Program 3'" Dmx="200~209" /> <Function ID="84" Name="Program 4" Display="'Program 4'" Dmx="210~219" /> <Function ID="85" Name="Program 5" Display="'Program 5'" Dmx="220~229" /> <Function ID="86" Name="Program 6" Display="'Program 6'" Dmx="230~239" /> <Function ID="87" Name="Program 7" Display="'Program 7'" Dmx="240~249" /> </Attribute> </Control> <Mode Name="Basic, 21 DMX" Channels="21"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="630" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="518b2ffe-f7d4-44cd-9b9a-41e36e7a5ead" /> <Include> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" /> <Attribute ID="Colour2Func" Wheel="37" /> <Attribute ID="Colour2" ChannelOffset="4" Wheel="38" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="5" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="6" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="7" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="8" Wheel="18" /> <Attribute ID="Shutter" ChannelOffset="9" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="10" Wheel="1" /> <Attribute ID="Prism_1" ChannelOffset="11" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="12" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="13" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="14" Wheel="54" /> <Attribute ID="Focus" ChannelOffset="15" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="16" Wheel="19" /> <Attribute ID="Iris" ChannelOffset="17" Wheel="21" /> <Attribute ID="Frost_1" ChannelOffset="18" Wheel="49" /> <Attribute ID="Frost_2" ChannelOffset="19" Wheel="50" /> <Attribute ID="PT_Speed" ChannelOffset="20" Wheel="25" /> <Attribute ID="Control" ChannelOffset="21" Wheel="28" /> </Include> </Mode> <Mode Name="Standard, 25 DMX" Channels="25"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="630" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="07a4e544-d60e-4b01-9257-c8eb4835a38d" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" /> <Attribute ID="Colour2Func" Wheel="37" /> <Attribute ID="Colour2" ChannelOffset="6" Wheel="38" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="7" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="8" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="9" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="10" Wheel="18" /> <Attribute ID="Shutter" ChannelOffset="11" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="12" Wheel="1" /> <Attribute ID="Prism_1" ChannelOffset="13" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="14" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="15" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="16" Wheel="54" /> <Attribute ID="Focus" ChannelOffset="17" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="18" Wheel="19" /> <Attribute ID="Iris" ChannelOffset="19" Wheel="21" /> <Attribute ID="Frost_1" ChannelOffset="20" Wheel="49" /> <Attribute ID="Frost_2" ChannelOffset="21" Wheel="50" /> <Attribute ID="Dim_Mode" ChannelOffset="22" Wheel="26" /> <Attribute ID="Dim_Curve" ChannelOffset="23" Wheel="27" /> <Attribute ID="PT_Speed" ChannelOffset="24" Wheel="25" /> <Attribute ID="Control" ChannelOffset="25" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 29 DMX" Channels="29"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="630" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="7840f8ef-624e-4557-b8cc-2aeb11f2bf42" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" /> <Attribute ID="Colour2Func" Wheel="37" /> <Attribute ID="Colour2" ChannelOffset="6" Wheel="38" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="7" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="8" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="9" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="10" Wheel="18" /> <Attribute ID="Shutter" ChannelOffset="11" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="12,13" Wheel="1" /> <Attribute ID="Prism_1" ChannelOffset="14" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="15,16" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="17" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="18,19" Wheel="54" /> <Attribute ID="Focus" ChannelOffset="20" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="21,22" Wheel="19" /> <Attribute ID="Iris" ChannelOffset="23" Wheel="21" /> <Attribute ID="Frost_1" ChannelOffset="24" Wheel="49" /> <Attribute ID="Frost_2" ChannelOffset="25" Wheel="50" /> <Attribute ID="Dim_Mode" ChannelOffset="26" Wheel="26" /> <Attribute ID="Dim_Curve" ChannelOffset="27" Wheel="27" /> <Attribute ID="PT_Speed" ChannelOffset="28" Wheel="25" /> <Attribute ID="Control" ChannelOffset="29" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:77" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:78" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Col/ Gobo"> <Set Channel="Control:79" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Effect/ Focus"> <Set Channel="Control:80" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark On"> <Set Channel="Control:71" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark Off"> <Set Channel="Control:72" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col in Dark On"> <Set Channel="Control:73" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col in Dark Off"> <Set Channel="Control:74" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo in Dark On"> <Set Channel="Control:75" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo in Dark Off"> <Set Channel="Control:76" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="900 Hz"> <Set Channel="Control:1" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="910 Hz"> <Set Channel="Control:1" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="920 Hz"> <Set Channel="Control:1" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="930 Hz"> <Set Channel="Control:1" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="940 Hz"> <Set Channel="Control:1" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="950 Hz"> <Set Channel="Control:1" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="960 Hz"> <Set Channel="Control:1" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="970 Hz"> <Set Channel="Control:1" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="980 Hz"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="990 Hz"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1000 Hz"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1010 Hz"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1020 Hz"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1030 Hz"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1040 Hz"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1050 Hz"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1060 Hz"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1070 Hz"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1080 Hz"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1090 Hz"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1100 Hz"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1110 Hz"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1120 Hz"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1130 Hz"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1140 Hz"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1150 Hz"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1160 Hz"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1170 Hz"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1180 Hz"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1190 Hz"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1210 Hz"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1220 Hz"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1230 Hz"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1240 Hz"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1250 Hz"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1260 Hz"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1270 Hz"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1280 Hz"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1290 Hz"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1300 Hz"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1310 Hz"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1320 Hz"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1330 Hz"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1340 Hz"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1350 Hz"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1360 Hz"> <Set Channel="Control:47" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1370 Hz"> <Set Channel="Control:48" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1380 Hz"> <Set Channel="Control:49" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1390 Hz"> <Set Channel="Control:50" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1400 Hz"> <Set Channel="Control:51" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1410 Hz"> <Set Channel="Control:52" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1420 Hz"> <Set Channel="Control:53" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1430 Hz"> <Set Channel="Control:54" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1440 Hz"> <Set Channel="Control:55" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1450 Hz"> <Set Channel="Control:56" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1460 Hz"> <Set Channel="Control:57" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1470 Hz"> <Set Channel="Control:58" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1480 Hz"> <Set Channel="Control:59" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1490 Hz"> <Set Channel="Control:60" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1500 Hz"> <Set Channel="Control:61" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="2500 Hz"> <Set Channel="Control:62" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="4000 Hz"> <Set Channel="Control:63" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="5000 Hz"> <Set Channel="Control:64" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="6000 Hz"> <Set Channel="Control:65" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="10 KHz"> <Set Channel="Control:66" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="15 KHz"> <Set Channel="Control:67" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="20 KHz"> <Set Channel="Control:68" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="25 KHz"> <Set Channel="Control:69" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Disable Refresh Rate"> <Set Channel="Control:70" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:8,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="5" Name="Yellow Green" Number="0" Page="1" SetControl="Colour2:3,Colour2Func:1,Colour1:1,Colour1Func:1" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:4,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="7" Name="Peacock Blue" Number="0" Page="1" SetControl="Colour2:4,Colour2Func:1,Colour1:1,Colour1Func:1" /> <Palette ID="8" Name="Light Blue" Number="6" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="10" Name="Light Blue" Number="7" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="11" Name="Purple" Number="9" Page="1" SetControl="Colour1:6,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:7,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1,Colour2:1,Colour2Func:1" /> <Palette ID="14" Name="Fluorescent Blue" Number="8" Page="1" SetControl="Colour2:7,Colour2Func:1,Colour1:1,Colour1Func:1" /> <Palette ID="15" Name="Purple" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1,Colour2:1,Colour2Func:1" /> </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 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="9" Name="Gobo 1" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="15" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,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" SetControl="Iris:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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nsYCsmZBHJwZ9JeWwlzsUOlfIWpErEPG5YuA6qe/ysjl+ulpdhMLMbentLUK6sQYTnXF7fgHQqA6kUKuNmA4ndEuY27YaTWPz42vBgRJOi+ExV9yiWutUSqeLLy8v0fP2ZqakHBoZGbMum+tWGSHGn+te4/Z7SAFxz9VUruGmttDW6oAlaows33XTTUMOLilyvmYveCyVMpTkBSYnIZceOy7Y3m609pJ7n5hcBlSHXZqZuJ5ujGVTUBk/yqUgLA2K7g9YnQkR2g9LQKAxFLgyurFMyIKvmNK68js916SsTjE1qOfabJVGb8ScG+IYpmmEhqdLyLK6QM0LIUWEmXFwD+p8ghNbCAkxu2wblJ1bBa7e5BsfY8Cir/GwqxcWaImWeGFYczZH02+lB1gYVVqJJxtW1MqysrVO965+pVSr24vIaHx0foykuCA82ODBdcfCKQcrG1BmIGklogtboQiqbfcPxqVNARfUJgZrYM6hxdgBpx6YYZ7tWq/XV6zU4eeq0yLhDbN26JY57Fuq5U0OIojgCEAo6g8qUCuNTqVEDicr32zyDNzw+AQMz00jKPgxQ/IXhQSYy8ZUFS/jttszxS/rNSa5OLlfvU0iqGXzOUxlSfO7FR4kK9bPVYVEnWXDDNhiLK7C0cw+cdFKogltAgw9lCC4sLkBxeJgKc8hoDrltKtDEAxGRsyWq4CGxU4z0AhVh8sjyQMKenoXedOY1zXodqg1KyjFEr0VDuOt090HNCM5NTcPu3bvfhAs//n39QTWe19AErdEFy7BeGfmCCAOpComTQkNkfzhIutX1NSTYcqlWrYOJxEO1l4vFPLRRNVKEA2UK+n4YE7RSzYYp6JS6p1RrdRgbHYNKvQpB3YcUqu+xvhJsPXoYHFSUY0ieIQ4IZSQ/M/IhQ+VKcSMufn8Zt1+TySkEkesnrA2Lj1WSNe43j69eYNnQaxmQ50gSCs8LcFspsE2KAAkhHaSgEXowVdmAgcEtMDt/Bvw2ZUP6HDpHGZDtZhMc0xadw6m/oSF0u+9T8wHRoYUsDVLx7bYH9UabPeyzZ8/Ci67c1+8iYVPVvEiOMPFkJd2l4LZOnTkL+/fs/DHQBK2RgCZojS4gYVyZR+VInbApBTsKI5moYTKxevUKNJp4C++6g5VaFck5xwqQicl12WcgYhMqOuzaNm2HlCb1GCTPmrqorK6vckRHf2kQRlCRX42KdIP6BpKj4lnQRBLdQnWd8U/VtC3wfBfO4bE8QRNyMltQjh1iMpANDeFLE4Xushy4Np2GAWTuLBI0xYVQRbwKrjfkmNCHA8ASeew4CKyvrsETIyWI5k5zcg2pYapdzfswTPmIYntDNa2lc/I88pRbceQKNxNAwp6ZRmU8MQItz4Vifx/u3ezyaFTo4bnpGXj5S66/9tn7pTWeD9AErdGFVqu9lRQxE5Ds3yeasZrgILFW2g2u9DY9PZOhSTPynZUPSw+QYXQqnE55zSqGmKASP5j8yCbAPWWQrLejIr+yWIQTqMq35/IQtF0oIBHvQuU5I9VvPxJ22PThNJJlm9K08bukms1Ihc9FcVweTSTuwe9uz+egkEkhYfqcQj6ERB+0GjCQzvLgYLs+pHF7O1tN6Bsf5klFSkQhb5j6IZIyzjipruvEJB1GicQc6nEInYGJyTuC+YUFmF9aBAsHsTSer0EUbUSJhB1B0PVGnZrZTjw7v7LG8wWaoDW64AbQZyERU0ds0qKiqJHBypQULFVt+9bhI1Cuo3rO5OOJQOU7R12vxeQg/RNJ7zZMRF+kUjanWdPWKTll0m1CEQmsgAPAeF8v2M0WDHsR9A8Nw1x5Gfw6vkdi20hloNBuwhKSrROJCA81MUimimgtK/dihaic02Ck86hsy7DWaMHe3mFI2w6k8HxQ/kPer0LaN6A/aLI/TtEkZM+YlglpvBae2+aMR/CTlo3wKdRgRNeByqgS37LFgwOLgdunCcPZpRVwXQ8MKrNK9awNUQebvitqk5g8CGTzheKz9DNrPE+gCVojxvve975tru+bESeVGCIqwhSERBEdVNgolUnDxJZt4PqPQFou40gMeu2JiUWhCmVom0x9FkWMwjgFm2pxcJ0LzssOIe2kId+qQxqpdjidglQ6Q344OO02wOQwXFZIQ+XkSfAiCzIgMviCIJJ1OKI405AguZOPYSXAE+ixoZW1oM/Lw/WlATAKebBmZ5G0U2CgMi7hvoPVMqSJJKmzC01oBkL9G+wvi4xFI+qcl6rP0UnMCZDrLc4i5HKnXKVPdGjJ5gqwsb7BFomK3qDvEESEjFTiQWDgb7BFF/7XUNAErREDVd1rqeZxSEQSBR1rgkiIyBrJpJAvwA+94hXwpx/9MzBQDlMBfJpE41RutS6TtvBhyZ9mlWlArKwT++PP2Y5AcouQvGgbY6jMLSRPExWn0XYhStsw2tcPA6huG8iWLSOEZd9jgvRkWqBK6Y6r2HFiigFTng/tch168n0Q9FCiisNRJ1YLFW4+hwtSbE1QhIhLMdNRJ2qazkkl2vBkaRglQgUNWXcjlL0UDRkHDuyxU7suruyHn7/4pS+B//O//pFLklqGz9EwqraHKrlKcdRra2vQ19f3Slz8Z8/6j6/xnIQmaI0YXuC9hCrSUScTsh5IFUayWD0XIULquvENPw7pbC6+jWdVHKpyooZUnwH7uHT7rtQ1SM+Wtk9JGgo53BYxYp2asVoUpRFAhiyRbAZajRYq2hRUTk9Bz+AIWKU+aMzNw2fdFmzQl6NOxqCCIZcDL4+QyF14YH0VXuyHcKCvB2peBYx6DcbSachkctDGfaZwI0t4bN8ODX5Pg4RNiSTkcyPBk8qnwk92vOmIiTmFypueyacmiAEoigchmiQkDI2Nwwuuvhq+fvQ4Xx8DYokfV8ujbc6gqs/n89eBJmgNCU3QGjH8IDxIREG36UEUyNv1MK5dYSNxkQf90Y99Ejwi5ShgU5mIF2SpTzUZqOyMpArnEqSRjB3myAcPcqjIQ1TEbr0BU44NZ5FQdxgW5FGNprNpCDeqMHduClZWNmA9bMMjrTrM4vcsGVetklQAOhEd6jU9mrjgKO7v7PoyFDZWUUGb8CorC7nQgpTrgpMjcg3hWLsBC4UB9pvp+Kj1FSt0z4UsKu0A1w1tM5GVKP5VBMuq3LJE+rf0pVUT3NnZORgdHwPvW98Gx0zzjGZcl8QUiTx0J7G8vAK7dm4/8Gz93hrPfWiC1ojhu95WqsvsBeQtR0wkHYIFVtV/8Id/CL2lkvCZA0EsyfQQtb6IbuhMoqmJtEimQxPBUZH/TC7HM3xutQrz2yfhK+02jNhFKFZbeAxNaNSrUMMB4NzaKszi/o8jyTdlCaVkkopKYFHPpKw9ivDABZlIdF5Zw+3k8JPjUQuqqG6vmfNhAve/FngwHbpQLmahXhOql0IAVTW+/lI/rNWqSMCZhL0RdkWp0F75moiYvNjyoYJKn/zYJ8DE5+LgAKRNMWGqCFxkWIpqeZXKBjWw3f4s/NQazxNogtaIgYq5RM1QGy0X0ilLEquIhbZQCTZaDUilU5DLpGF1PeT6zFzpwgCpthOhdGx1+PEkWiTJilUtkiMVH6ImrAODQ5w0UqmWoZ3bDWumA6fbLYDyCvQh4dU8n+tghOTdgrAOlFK3jI5iVt1OYiVvyOJI+HkLVKEmA1wj5E4vDc+Gk/hJPWhBDZdXcWW/t4TnVeZjzCFBU1gc+cgU1UGTfUTWRKTCczbj81XJK/Edg0xvN6Wts76yzGF7haEBTtbhiBgiZRzcyHtmLx7vHlrNNg4GpeFn59fWeD5AE7QG45d/+ZeLxb6Sk86lRMSCnMQSqpArDoEXUmdtn0PHeLEh4n8pocNJ0WSgk0ji6JQdVa2tlNVBE5H5YpEV9ODQEBR7emFjbQ0WW0joxX44sb4AUaUKJYM6fpvQJNXtUfagydYLHRmlbytyDknRghKvBsdE04N0uhsXVpKKG//ZsA1uCtAT2rASWbCBxNtLIYR4Z7By+ggScpr9c0sUDeGkFcPsnFeyIJQqQap8ZFpG5+XjNsWkZYTXZx0JPuQJSLoxEcWSTGmLmDxJSbU+KJmlVBooPLu/vMZzGZqgNRhjY2OvLlfrrGyJNJQYVj4qJUWT4iPyaVFkRSiUsynD5aKElRFbItLqEFEKouIbLSPlvGXrVpiamoJB3B6paCJoSug4OzIIxZUlWHI9cDIpVuEb5H3jvjakOmYiNBLec9RdoyPF04OhjI02uOBSKCc66Q/eRZakKnk0gbhBFfPw2NZ7hmC+heS6UYUMDh4O13duQbFQEC27ws6dgGV14pi7LY8o/pyuCV1HKjpV6slzYwKTCN1JDHwgapREkcn+PO0nnU6bt99++8hdd921+Cz99BrPYWiC1mAgYdzAxfUTy5SKjjjtO+Kojcu2b4NcxoEnjp5WhZEZ9FmyiapyiJXS9MNO2F4QdtQ1FWUqFPrYy546exqOv+yVMNA/B155GbyWSNxeDH1YwO+tJCcAE6+TBZKI9pqGqB/iglhRHYtKZqEeVDVcgzolOqhsLdOCEzsOwqnjT3Dgdzabp6avUF5fx8FjEKZnpsHhkLsOIRsqWkWSM1kcyd6EioBpUJrcugVm5xZQPUc8SWqEsgGt2WliQNsiO2V6eoZC7V6FX/3E9+mn1XgeQxO0BgNV8lWe67NSFNXpzFghxhNf+KJcqcGWyX243ikOmQsisU7gi+gPgiJiur2P6yVzZEgoQ8wMWF/fgMHBYZhfWOR6HrneXthYXYGz01Ow7bLLIP+NVZhGYs4jeW7gZhvs2woFbcoYZ5utjZD7DgayIJPav41Hy91UDDFRKKI9DFbegSGOr4HKtUAx0PleOBN4MLe+ACkny7HRxUIPVPAYqVu3Y4kkGOEvA4fSmUanop2qy0E2hmj7Ja4Zh9vhB0vLy9yUdmxim+yZqA4UOI6ciFo0HjC4fnQ+n78eNEFrgCZojRjRTqVq+V2ksvJUN5SISWR5ZRVmFpeAbQZUv0QwsUqmW3gVgCaVq7A5RCYiExf72yZUKhUqr8l1pEdHx8BEBU3x0UtTp+HUxCtgqKcPCuVVLtbfiEREBpGsKYshjdgmDIUme7olOwPzvgd1VM5DBiljA1ZCjwnajDotsPh8ZEF/qqzRMANwDBtO7doJx86cxHPB7aVtmJgYh9W1FcjlslCrVOJJSZVRSVsMTXE94hZeckBThaLojkK0+wLYNrkFGvUW7zsMAulNG7IqniFLuYqoDroeqKAPPhu/uMZzH5qgNRhINMOurMIWd7CWBCQ+F75pLpuFSrUiFaPPk4QOVbkjNU1qUCpLZQVECYshOYFIKp3IaKBUglazRh44VMsbSPpNOHHoMAzv2Q07v1aFVuByN26O35BkSwSfwmX9KRssw4GU58KOXAaWG3XocxyYbnuovA3oxc+WaYIxCrheB8GSZUqJ7DO4nZUtl8F0pgBra8s4SDioXoswRrbG9DmYwIFjZakap7urAknx4CUJlsCDlJwMVZmUrKbxPI8eO8aDj6HsH1XLQ4bmiUFQbHN1bQ3G9l9+2TP+g2s8L6AJWoNhWVaelFzYqWa06RZeJaBEnFRClELVJhrtVpyyLTzoBEGDUIlhIFq3dsLwBEGtrq7A9u3b4dTJ47Dj8r2wMLsA6+sBrJfn4XRlDHr27QHzyBHhgce1NgThn0W1SzWcxxwLRgs9MILMuxXV7wlUqqElJgXnAo99ZqF5O5OEor41/js4Bme27YYnHn+Uk2WcdAYO7t0Ha0vL7EGTvWGZRhyrLK4FxPHPsUcvPWQiZIhElxga7NoykmP3nl0wP7fUdVeirhHV7yCYhvCiy+UyNTIYeeZ/cY3nAzRBa8Bv/dZv7U+lUoZtU52KtiiSZJixf8zESMX3keUyqFqvv/Zq+MznHgEXiajabEAuk4nTwpOxwfQfh6EZSXIGfh/K50VU0cPjk7A4uwhXHrwSHv/aV6BWC+DoiScg3H8Arth3FRROHYOg1cQ/Vtk4NhLp2Muoq1dxv4fbbSbfNB4p0Z1LJAmy87eMjybtqmRLXMEAACAASURBVKwOn8qNTm6BcxPj8I0nvgbtRgOcbB727NyBhxSCi+c8gEp6cX6Olb6oNy1jROTNhUjQ6URjsMfuyzKr+J0aqvk2qmhKAx8bHoLV5TVuICDQ6TtOERyKrD28nvS9Ym+PrmqnwdAErUF4BcU2J5UdES4lZoiY5wD6e4txwf2mrDFB67moMikSI0iHnIhiJGodEzjczBQp0LHihM5tPm2/t6+PleQGqsfrrnsRPPbYo9BuN+Do4cNQ374Tdr/wetj+xFEw15fAoXgS2VnFlKF8IAsksSoOVSiemBRMkbcrtTd1hQmQMDeuvBrOBRn41uNfRTZH4s8UuVntYH8JVnHA2LptG6wsL5EBIZvRduJEaJsqjE5dg2Q9bGVvtCmaA1+Pjm/hkqWK0Om7rVaDX1O2YhJE9s0mdRC3zdtuu23g7rvvXv0+/84azzNogtYgXK+KGnXieUWaM91yk8WQdqz4Np/ie0dGRuDc7IK4tVfkRO2uzO60bwLFVrt+IoRPKlJTJnmsLC/D1slJODd1jnsBXnf9C+ErX34Mt9uC+TPHoVHdgPbBgzCysgwjx5/kDuC06aKM5HAjkIQtyo/6qqUUnY9B2YQRH1drcBjW9uyDQ7i/+VNf58gPO9uDirUEo8PDqHKXYQsq6wqeM4Vr2DIePIgnTkOO/6YY6a5EHhCTf4qoyd5wuVdhBFdffTX09Ba4wp3KQKQ4cLq2hUJBThaaTOBc2Q6/KycKqardw8/Cb6/xHIYmaA0kB3Of5xt8ay5uv8WtejpNk2ZZJjuqOldvNJlICsUeuOqqK7khahRErBYptpmLLAVRHKUg2vahgrVRdYY2UF8+tdyWJTpBhpctzC/AJJI0xRxHZhb2X3EQDh86JAhreREeK6/C1p37YN9LXwGDs9OQX1gEo1mHPB4zTfZRdTuyVFKRATncZxO3S9EfoZOC1sAwrG/ZBospG44dOwZruD3TsSHF8c6DsG/vXlhD8h8bH4NqvSoz/Gw8H5Mtj2T9ZkrVpmJ83M0wNBN3HFTP2ee7CI+aGFBSC/hQyGf4usQiHNelZrlE0OqORSyW9TzwaQHPrVgsvhA0QV/y0AStQWQ0oTpzqww54g16TZNlpJgNGWesOoAUe/rY3iVS9Kg/oNvmOh38fUNUdgsj1WAVRGcSjzIVHU5rVsQkSAq4RjIR8ZaJcVhcWuL1r7nmBfDkkcPQatQh8FyYOv4ELM4Nw9jYOAxeMwGDuN+eyjoMIamG9bpIFDEdqBsWVHM5aPb3QytXgCmvAQvnzsHGMvUG98FKZ8FJZVC1T8DExASsra7C8NAQJ4rwMcn/VMEjsmhU3WYxsWd3ZU3GHWVC1Y/QE34z1YbmCBcX+TqkcYrVOLX6IntDKeo4EkRmXDZwIER1vfei/DFoPKegCVqDyDRL8btRGMkUZWE9dCyPkH1clf1GyGazNXwqku5zpXJU9TY6k4WiDjT3H+TWUaLYEC+WE25JBUmkRh7w0MAAWyuU2HLNNdfAzOwCzM/NQdCsQbO6CKdqC3DmJCn5PujpGYZ0cQicoUkmfrImfK8JbsODyuwSbFQPQ9Bqc5IN2Ckk5jx+rxf27N7F9gjZGYMU6tdqdWpXR1EcTifOtzu9OxkuSFDXKAxEJqFotIvXEU9wYnwCTp84Vsa1S3GXmUQ2YjdExAvtx3EsPVGooQlag60BJ0k4gohUHLMvSJYSRQwx4UeV7QZL/ceQRK7j1rKkXElFkgeNZG3JMDdanxQhebKtlsv9/gikNAVEHWXTVJEf5Nsa7MGSyixQzHWlhvsa4GQWyhpcXlqEhZk5nmirVitQ2SjHarWT8y1I1aDBwLLBQhWdRkU9UBqEYSRjPAAIXQ/sfA76+/qgUavFlfcMzjI0E+RpiBhmEERMkRq+3+Y7CeqpyOejElN88aA6IBnbgp7SCFx99VXu9NnTfk+xB+805KSpZcTqmaBUNFk/dO2p3klusJR7pn93jec+NEFrUO8/J6noVLyvWGbyJCEo5YzEaSExDY+OHv7x179+8POPfHF73RO35kxQgQdWaImSns0WRyUQyOqo1htMvHE3b2qsCsDrggxPI4Imm4BIipqsDgwNMYHReyLhidEJOLjvIG6rDtVaFaqVCj8osoS3Z4hiTzQpl8vlSelTt2yOEqFtUNnP3mKRl6+uLUMdBwBS3rYl7g6E/dJJKqG+iKSM6ZjIN07GhTspi89FTO7R5KDoMEPX6sUvuh5+/ud/3jt57PjNeNjvpePx2532WOp6J1U0F2SixJo2DwCZZ/evQOO5CE3QGlSL2Ia4fsb5URgiekNM8DHBZnOUPRj89d/87c4XXv/iyuETJ/JUDMljJRlCpVZny4BCKER3bPKjTSYvD9UqERBlJKqMQlLUTPCcjSgarYZRwI0DltbXoFgowsT4OGQth8PyZs5OgZVFYkTyJGW9e9ceMZGH3yOSdT2X+/+1ybagUEHcJ/nGVJmOkk5WV9dg7expXN/juwEHjy9F5UW5Mp8lK/pZcUEkIubNnrPwq9N8nhyBQXcLFFonq9m98Y1vhIWFhd/4rVtu+dDPv+0ttxJBtz33KawNCUNYHNTYANfR/29qaILWkFYwVVUDQTDJeGi1hmkiCVkeRyBMDI/S5yiCw/An3/CTjx07feo1qtpdvS4iPSjpBSIfiSzgSbhrrrkWn9dYOdM+qJQnkSGRWouJWYSpBZKwSU16vC4wGa6srkB/sQfGkah7S/2csk2Zfs3KBlTWRLgwESOHwhnCNiBSTHPOR8TbWFikTMV1btclyuaLoqQqPI6Om71mVtSW9IIdfigPhSZNT5w4wQo8l88lUr1xv7UGnx99dtlll8E//MM//Cl9Njg4hAfkQH1qTtoZ0KWgNw+KnBzzVCSucUlBE7QGESVHY3CdCy7TJuo7i1rFIEuKGtx1u6eQh4GBQbIBeOngUP+XsmnrNWFkw1BfL5Ki0wkpI5JF8u1F5erYFn/GkRHUzzDwxO1+JgVmswWVeg1abovjlkOQhZVkujhtjgvatxpw9swprkudzRdQyQu7JF8syJRyUTGPYq7J925Q26z2MjQbTZkRaIhK0ZS1FwnyJ9+bJxfDUKp5C/J4h0BRFkTQAR4nXRMHyZ6ug+u1YWx8FHLpDBi2kbArTCTvfpifn2dCR7Jv3n///RwW0tfXb/g4mCgbxUzU8NhM1IYBiYFR41KHJmgNUW8CICYHrqmRKHgkQs1MfqSQFFUXa0Jf/8BXJsdGYXh4jFtKKY9VWQMiwy6AOk/EBewVN5oNilKAXC7HKndosITk1gcb1Sqsb2xwmFnIpUlFswCRuWcIKyKVYivCRrVvtBu4bhVqqnWsiPsThG6JBq92EEHeSYlKc9w0AIk48OPq/mEkKvWlcH3KsC4NlHAwSXF2JKnuRqPFaj+VSnNiCfnaRRwQqOs3FYmih00qm9Q3PnZs38b+NSr1Y/H15eNOxxXsNkMRMqejh6KWh4YGQRO0BpEqs0ayQ4hK+4vVXCTIoydfYGL1ZCTGfffd9/d33H7ruhEE/R5n2gGrZiI3Vxbxp9ezs4uwsroWk1S77TKBU7xzEVV5Gom/1N8Dw0ODPJFHbbTWyxWeeOPYYyQ5ymakyAm2CSJBdJTtxxN6idbe7BNzooiowhdE3Q1mbYrswOcUEmpvTw/09fZyEwKRPenxYFKr1Xkw4cgVLmhkwNraOm7Lh507dsBAf4mPh/oWkp9Og1Ymm+ZtDY+ONr/1xKFfU/tLo9ru6e3pRGvI5Uo183KZjq6ueahSFDUuaWiC1uC+e1TXmRhCWBBhXP5S9CSM4u4fhRyqRyQjr9WMv950/S2Dg4P/o9Tbc6PvtVNEyBRX3ULlSWS3Wl7nELIg9FFtpvCFyWWNiDxrzTY3qc1mspDNZZEoU5BJp2BkcABGhgfZqqjX22xTtFB5ey7FCcOmCc0gPpZQNgVQscnJ8EGK5Cj15lEJiyiONKlaEGq/2WpDrdGAMil46kFISTmWzdeBMgTpipA33kJF7VEkSG+RQ/Ro4CCbZXLLFjyKaGpuZuaBX/rJG38vSbB0ae10VhCxKB2dsDgE+ctsHT5mmQijZbSGJmiNblLe3JmbiUROapHtkUE1SESH68X36vfeey+1+LuJXn/gA3e9uZDP/0Z/sec6P/BSFOJG0ROrqxtsBaj+hARBeiK8bqNSgUqtCtmUA7l8FvIcIueg+kzB0EAR7NEB/g6pWirQ5LpC7VLkBieHCOkMVI7fkDHGNpdBxW1k0jwA0LbIaafviAHEZXVfQVJewQc1baX0SEpDt02bj1N1TuHrgW8ozJAmSumxY+cOCi1cKa+vf+yrX3/8zrvvvnuZ1vuNd76z6/qur68bFJLHgxzV94DO5GsS3cWqtILW0AStARzCQSEZoG6+N0dxCJIWt+CUzq0qs10I733v7R/HJ3rAXXe9/83jY2P3l3r7hg8fPSFrJgvbg3xtovjIEDWmuWchCuEWkm+ZwuKcdcjlMqjYc1Ao5nBgcCDlZITVQXZCxhIlPmVfQI7eEImL7Ft3oiXMOEyQvG+yTCgeulqtcSx1Q8VPmxZPgpq2UPZkkaga0uRn0yAg0rNF+vsrX/Wq5hce/cKNN99886e/0/WlUDwvMOMJT0j4+12/Q5xpyHcIwflb0rjUoAlaA4gL2McNg5iYu8K/IqVODdGaSsQIf8c4sNtvv+Pj119//V/9xq/+SjuTThtXXHGACwEtLC5x4SWO2GDfWpA1SEVNiTEUiVGrN2ER1nhCkSJA8qjeabItm8Vn25GZeFGcNq4KDkVGp0UVpZ9TLHSbS6e2WIGT/02+NFk7prwzsKghAGUQUr4iNZ01RLJNFtX36NgobN26Ffr7+6FRrfBk4fTM9FeeDjkTqFaJH6p2AwKxH63cDXGhATrnohW0hiZoDZrUk924ZVduVbmtS0EDBxeD5aQ4WuHpEDThq1/9qvehB/6731/qcyjLML1lDCbGRqBWa8DSyjJsoFqu4OtWqykiSORYQPaCishot2nS0YdatVOHmkPVoGM/QGJAiSJRMpVtG1UqFOLet/JcKGyw030cQp/3Z9sZGBwcgGwqAxMjo4B3AOCknbhrzGDfBBJ1LyXMzD/d6+u6nsEKPa4/YslPZKEokA1vDVlHWwwumqA1NEFriDRsVSSJkk1UjQhV/9mUBE3LHTuuRmf+61vtoFat1XO5bN/AwABHbrgtl+tsDCDReTJFvF6vcYGk1TKF2lU4ioPUtWkkCvxHZjxoBHHtDUMQGi+NmGQhGUfME5xmx7ZR/RHpH8oktGwo9fXA1okJGEFCpqp2nLBiCmXt2GkclGxeRiF+ZLVQFMfM/Nypp3+F5R2JacY2jLJgutZSH4K2ODQENEFrMFlEyamruCZHpwKR8nJVo9TkJOF3AjLNwyMjY/8hndmwaYJPTNK50CKyxme/7UJ/bwFGhgbifZIVUUai3qhUoYLP9UYDqvUmZw9yfeW4Up7gYyFEI5VTExfsV2FtNKhknBRPWNIEX39/HwwOlJCc+yHlkK9u8uQn+dsUhmc7Nn8n5DhsmwcxsjhKpf6ovLHxldnZ2fue7vlzZxdHDGzCHlLdWCCRNWjIEk86UUWjA03QGpxsQXItlHfVoqSmTP4A5YzKZArZq/DpWhyE99z83l/CQeBX3v/+9/9KJpv/T2nH3h94bZPUtJjoC+N0axU37ReLMFDqj0uY8nF5IU+4tfDzeqstYq2J4D1flgql4nUmq1+K3iDfWhVnIuLNU2idk4ojPCxbKGP6nKIzHP5OCgzLjK9DrpCH/oGBAPd7aG1t7U8++/nPPYjwvpvrSzWwHXzQtTMNo2sgpMp5cdaMHGhMTlnXLK2hCVoDgAlO+bWdZJWEU0CeMHSyCiVBW//qRjdBho19iB5IkObv3HHHmzO5wi8iaV2LvNUXFyQKxHEQ4aoKclxMict8BnHNZo9KhoYiGUXVaFYFn5JF8AmqyQAlxVDGn6qvkXzYwldngi7g4FCr16qeH3yr0Wr92a+/5S0f+V7C3jLplEHRLx2/2YxbZSXtpMhQ6e0aGgKaoDXEbTa/6pQbjSfTAKQXLF6rmOn4w38DJNn9hXzAO97xjt6JidFfzGTyN2bzzhXpVLq/1WyylUGE5XKXEtFWi0ib07a9dpyMoqA8cy4XSvHMiUatqu+f8pLV5xQ6l8vloqbrrrhu+0iz3f7M7MkTH7nzzjtn1Xbf/e53/1tPlUF2idqnqIHdLY7jOhzSZurkbmpc6tAErUGKLgKpmlXqsSASGTER35p3svTgeyDozXjwwQeppeAfyAcRYnZoaOhn8Sheibf7+1KZzEAhk+lxbIcaJGbxeBzK7ms2GuxVR2Gne4s6LJ7QRGWc5TjqIqenu57r1VEaN1uteTzh4167/ZWFleX/7/bbb//q9+tcLgSyLLJpR5QThU6qt3A15LFH0jgPQ03NGjE0QWuIam6gJgKFRSDmANUkm+j2YVBLLOGP0upPO4rju8V9991H8XQPyccF8f73v39PNpV9gZPOXmba5giq4QJFluCxeVEQVIMgWPWCYHltozy/sLx05I477jj9TB3vdwIqeIN8fuE5GyIyRaloQ1F0FNcXkTHcmqY1NEFrdNK4DUNOBHIsdBj7o1yjg5JKZGKHkfQ/LhKQcI/j0/GLeQxPF3TNKIpDlttIRJckKjxBIhJFh0BrSGiC1gBhWHQ6WRNicubPxOdRgrRNynnWeFowZfF/wcObhLEsuC3KiHTCGM9fUeNShCZoDWF/UpF+CBITWJ0sQkUXHG7XSfrQwQZPE3yHIltomZGKdpaIy7lGMX+rTE4NDU3QGtLvjOJGsYnl8pXRmUDsdP94xjzoHzQgORuqxyFBWRzCythE1rJ4lPagNQiaoDVkFITqqNKdyaaKDlmmJScLY5LRCvppQmUQEuj6URK3ijUnxIQNF9nY13jOQRO0BhghajZOUFGhdRBPGApEsgCRJJvvshbHpQ5DtgsTF1csE6TcaSDL68k7FVN70BoSmqA1YpVM8c3K/xRdsKLE7bjgC0sU69cE/V2AjCFlcXAdEaM7egPidxHXmz6vipLGJQtN0Bpy/q9DCsQPKptQ9MsjcEvTZK1ozSJPE+qug2F04svVACgWJ8LuItAetAZDE7QGkwEXzoeoS7wJu8PgZAq1mL3o50Ac9PMJhtUJX1RV9uLP4gsuEr0j7jyu2xFqCGiC1iBEcenOOLyuU3tZFcJUE1ka3y06bVPOr8dhJJ67qlXrS62hCVojiY7frEQy193gwkIWp3obRrcC1PjOEGW0JSlvyibsUtOwuVu5xqUOTdAaVCUu4mgCVekeIEEe3fU4VDlP0ArvaUOVQiXEJTi6FHXC6uCOtToOWkNAE7QGxYF1FSE24omsjpqj2ssgQ+00vjuYnKXZjfOTVkRFO54H0Fn0GhKaoDVkDEeHMAibMwoplyWQRXz0Dfh3B7zjEEEvhtEVB01IEnVEjRZprDS1B60hoAlagwryizIQCf9TxUbLLPA4esPqdCvRPP00YZqqID/ILuPdmZoxLhwerXEJQxO0BpJEEHIlO2rFxCrZ4O7YqlREp7O2IWvia27+bqDahHUmCUM5+HXS69lSiivZhdqD1mBogtYgqHJJ8k0YRxrwe5BRuqEgEc0d3y06zXcjlUsvl6gCVbxI2iBdpV41LmlogtaIE1W4nVVC3XVluRkik1B0W7lQYWONp4IlPeiQ0+jN8wa4+D03jO10U9fQ0AStQQQhYzNEEoW4HU9Wt+O1+EEkTvU6Qg7r0Hg64O7j8oLSRODmaoFxEwSu1wHK6tDxMhqaoDUYJKETylnV4ujcmoeh+IzIWU4e6nzkp4kAryV3GJc2kgqrOy+SgwZGy4w7qGtoaILW4CgOrmQXJiazINnYFGSvvEjUi6D60JaVv3hH/PxC3MfRUBWfu4mZrrmZSAGXXrW2kDQ0QWsA8UVIZUQDN0hWq4sJmtQzWBG5p+C7PmyUN2Dnzp2vuO222/bcfffdz4vGrRcD1Lfx1ltu+UAum8s1+npFbzEIu9SzQpQMb9TZQBoSmqA1iEgiFQKmJgE75CyTUzhTJYBTJ0/Clskx+PraanrH9i3HHnjgg09WKhsPrR059sF7H3qofjHP47mCW2655Y3It+++7ZabXwhhYDcbNfjyl7/CVse/Rr7JwTHUk7AaoAlaQ4BZI0nMSX80LuiPnDG3tAi5fAYK+AiW2xBEsL+nt+93t/7Ia373f/6PP1mu1WqP1Ru1j9566/seDsNLQwq+4x3v6B0ZGflVz3XfbFvWFbZp2b7vg0+uhmVBu+XC2XMz4ItYukRBqu5sTQNEtUAaJHWgnQZBE7QGIUwSs+LVZCZhaEbgBT4cPnoYzs7NwcTwMGwdH4eB/l5YaS/B0sICEc5QPp/9ieFS6Sf+4qN/Gj74Rw+ebTbqX2w2Gp9uuu5n77zzzumLeZLfD7zvfe/blslkfgKp9WV4oa4Ig3DbtonJfLPZhND1IEoJ0rUsB1bWVmFqehpWVtehXN6AHTt2gG116mxciKRV93TtQWsQNEFrcJjdeaqOQzdEL0KK8DAjE6KAWq1YUMz3wHqlDvOL3wYLdfVAqQ/Gx0dgYmIU2q4Pc0TW1InPNHekU+kd/X29/348m4X/+ccfifwgaPp+sIwff/PX/uOv3XhRT/xp4F3vetdIOmX/QdpJvTyby4725LL2RmUD2u02F45ybIdjxylErh0EMD11DsobFVir1CCg9lYmlWpNy1raVLq1Q9DJSnbqoaGRhCZoDULIt9WGiSrZ4wXklaqIDqWq+RlJJ8KHhevmsjm+HW/5AEdOTMHj33wSCoUcDA8NweDgIKrrHqQkCxpuBaLVFdxLYCBB52rVxrYXv/Rl2y7yOT8tuK3WLzlm9ufqXgvK1arMsBSftVExVypLUKvVYAMHrHrLhUw2I+448OFTvLgXgm1anevHLb3NC5IxX2vDUPaGVtAamqA1OMyO7eIwChNhdt3EzBNXyQlDiGTAmAdUycMxHejt6aetwepqGdbWypx00Wq1UG26eMtvQiadQjXpQKmvF/I5Jnfzue5T27bZU2/U4cljp8HFgclttbl5QTqdRjLFAc3zZUKPaGoQ+L6IF98Urqia8aosQQ6tkwkqcbKK8vt1JqGGhCZoDUK4WdFtrmanojzCTQkW3LOQ34RcXEnV8RBJiSY4qQw+skxARFI2vl9ZL0PwPBGIvh9WFhaXodDThyq5Cqm0iFd2vYB7B6rEEwIn+8j3fKeBJGxZNj4M6SsDKIJOWkrJ6yw+0x60hoAmaA0illBYGonQujAZ0SGyCgOlsknxGXGnwph8uiYXybc2VQW8DvmTd+t7HjnU8DM/8zPPeamIiniVvORG28fXHsgOYHytgjCghJ3OXUfYKYJEJ0YlWmlSkOLHyXnm5O1QJKIkPef47oTGQOvC9ofGpQlN0BoEef8ddewMaXcQQiZbUZgjk82iCnb4Vt5FgtrcGUQhuVxsI4xv6z0kaApD27179yB+tPjsneZ3D1T9DSLoMOiUHlGKl4YoOg+xsJMxmEzyoRTvbMqGvt5euggXTPNW75XlYYlID62gNTRBaxBExf6krdGpaif9aMkXpICnZqahWChAsVgEBwnI9/xYRao6EnEDVH5jxD6sKrfpui59/yr89NMX55yfHlDpbwmkXREXnZMDmcmlQW1I1o0iknUcByxbLKcJxJW1OivpyLa6LCLe1gWcjEhzs4aEJmgNoucAjA5BM5GGnQmu+FYc/xsaGAAfycpFFXxuZgZSSEQ0YUakRGSdsh2wHVsUXVJRIIl5QNqW23bh6JNHUYnb77j11ltD/O5iuVw+fv/997cvygW4AK6//nrnZS962Q2e6/0nGpRME88rssGLPFnzz5AEbZHkFRX+KBUeSdlr+VBrNngQSqXSYNgpXi7LbTx12yu6ThTxAdqD1hDQBK1BiBk0VtHQSVghqFvxNBIOzZMZuRyUevt4so/CyRr1BqysrkKr0QQn5fAtfbGnBzLpDMcCB1Jl03aarRacOHGSeO2n+vv7fird2w87t18G/+0P7/eR1MjzPYFC9Muu7//z9N9Mf+7Brz7oPVMn/pu/+Zt7UPX+UL1ev95z3QOe528NPG/gwL796eXVJSbh9Y0y5Hv62ZqxHAtJ12Hbp+W1oVqt4Pk0+dpkMhkerOgcs3idsnju4poaOHhRdqAR31HEETHJyUJQfrTmZg0BTdAaXNs5CuMqal2fJd+bsh+hKZuf0jcsfLbxNj+DZFzCh4fLWs0mNBoNmDp3Dtquy55qIZuDvr7eOHZ6dnYWtx1ApbIBq7lVJL0UrUd/jyP4+Qi+viGbzb574vWjcPeddzbxOOYNy5q2bfuU7/sn8XEMj3saHwvLy8uVD3/4w1X8rvG2t70tMzk5mcPXQ7juEG5rDB+X4WMCCXYycN3JVtsdbrda/UjIeWroKutbi4GJUrTx4eEgQiGC9BlNaFIWpReFsLy2zsuJaHO5PGRzWRgsFtTFiq8ZxYorZRxQQgt1oqF9ACiFzJ9tTlah5TQARIlBU+PShSZoDZFXIb3hTmKKqP0cBJ7MhsuLGhEiNIM7fDNZyz56omZ0yEkWpBxz+BgolXhbZIdQKvTSyorIwMNtVmobUCgUoOkFkE83mMTFflBtOjakyDaxHFhcWqbtZy3T3GHY9g7Hdl5J61q4Hq1DkRLjw8Nw1x138JmIAJQIPCTZRrUOrvS9hW0T8OQmPdgLDpF0KVwuIFIO+EEqOfDxmH06xhps1OtQwbsD265w7HZvoQgDfX3yOsjIlSCUxfYN3i5XFTWNeMCzLZNDDiPDYnvIx20nswdji0P24qXrp+M4NAiaoDVoQtBnBZ0IrQO+7TahslGBtteCsdFJQaKSjMvlMtSRvLZv3x5P/BE6jak7U11pVMcpx4HeYlFOGIZIgi6Tv19yOwAAIABJREFUNcUWr7lrkqhQaaZsVKZZfOSQoK04uoGiIWybJuBSnPRiGXY8YMRdSECWRgVBlGJSMgBB3KLhgE8TfrK/IkENHkTGqKzFIAXCW2arpn8AevtK6qRkz1cxiZpUv0od83lYMgomEJOE/X2DnKBDoGNvNFy+fqOjo/JSy6gQ2cXGdduQSdna59DQBK3BE17BeZEbqnkpxfwGnfAwXh9fE/F0EVRyMlGScMRkHoc+gOoWTq9TThqJO8Pp5QoRK18PWq0mVJfWkExldAhZKUiYuYwD6UyGfe0UEjVNwAnitkQYIJVLJaUaCGVLccqu14Y2Eh7ZEq1mmwk5lGRKFa5NJEyqp5HJFCCXt/kzl/fL8hhCL+D9K3sn+egqDyr9dXENSDU7uM+27OXY0cNE/LQO+dUynK5D0IbZaSCroQGaoDUIUeQn07rFIpE4MTIyClTMPwxEaByBSGRkZIQVcJK4kzCpKJAJXanisQI1FDEBBLGtwks4bC2f78EHCMIyRQsoUsR+u8WkV61uIJHLYyHipO/xurIriQyJ4/A3zmZMicnNTB7yRZsVMEVVkDfMAxARsR/inUJbTONx85MoPl5DJuXwe7N7gk/BkINREKdwG5DLFvG4mjGB86CBh9Tb0wM9eDchBsXuAlVsE1lWp7ygxiUNTdAaRBSByhAkJJUgxwBLqrBkOJlSgPRIkrpCknAMUO2eEhOO0fldW4y4QW0yThhVaWjIOspA8hPS2Qw/kvu5UOJH8lg6BBlBs+V2fa6Ub6iOERIDFKis9YRxIy2XZM9GsSPxjzpXFYmRyWRjD5zUPo0h5N8nGyPE11sOVJqZNRQ0QWsQGfmd192k8VRRHZtv7dVyRTybcaHtJd8nk2Q2WycXPuZOASel/i3pWV8oEeSp9qveb16foDIf1b6UzaHOc7PtkzwHqvaXrLWhSB0ss2s/XZOEkRwO1FihcclDE7QGqruIsyiUUkwqxs31Ip4qpTtJZPzNCxDl5prHm7eliKzzvUgkd4DaZlK1doepcddsdUwg1Th0k7+CSqnupLKHHQK9wLFtHkiSy+KBJ9GtO3ltzrdBnjotPraBDN1PRUNAE7QGREbk0eQd0YJlmNJuUGpQKWTgiAjJbd2396CISylgtbRbVRIupLC7SS9MFFmCrmMwpBEcSRI7z2aQ27LAkOnYwIk0ingvpHqfauDpHM/5A4vaz+Z6I8or3xzbnNwegWsmXSBRRV4ydR21gtbQBK3BURpBMkpBkS3hPAXYRcSbCyUZklxFcSUlSDdbEcntKWwmQkXOm9dTn5HHe6EkDxEml9h+YrubyTl5HBc+z47a5uskbZSuaxeqeHAzXv/p2CrqbiF57hy61ynmrwlaQxO0BhAVeCrh5EK4kLKMvypJRxAVyHKcKtLBjAlrc7fwpH+t3otl4oDYh93k6ybJMkl4SZKkJq2GjFNWk3able5TTWombY5uZWvIcwu7jn+znSOsCRGimDz2rgECOpEh6pw2XwtuowWRziTU0AStQTWIDf98Bb2ZmOm1ydYDJVsEifKbhA4BQ2xBXEhBJrcZq04jUeQ/VqCKNDvRHSZ02yhKkYugtoifQ5kjLdd8SuuCsNmXTk7qxQTMbBqJUs9m0p+XEteUae/8FMZXarPCVz43he8Z8d2JGdeX7iJ7GqAiTdAamqA1gMPnuqI4BFl0vGix/MKTfxfChaIoCBeaiIML2imbm6hKXztRREjNHXKCCnTULZN2ZJx3nEm/Ofn+qSb/4usQGkykRrzPxLnJjET+ThgJ8lU+d8KhOK+rl7ReIugMRMqvJ3A0iu9pi0NDE7QG06HXUawmT8oJFdydIfdUkQcX9qMv7F8nCZDX79TeFP6ItEUUkkrdSERxbN5WvM9N56a2dSEb40IDjUooUdu0DHn+UmHTNylihK9NInKDkmOIuyNOjsFlptF1HbqOVR2P0ckaFHaHOAOabPSi6DlTelXj4kETtAapPw+kPyp1JL6Nukhw86TdhawQtYxINRkzrAis49MCqAw+MRAkZsQS82Pn8adKmybSVIsudBxwPjFCYv0LhQS67SYcO3qUX1PtkNGxcRlRYkC1Uob19XUZImfD5Zfvg3w+z5aGuAkIudCSxfVAxABnbhpouq63Om7oTIbyHADXFhGZkIHnVZ7mz6fxAwxN0BqEJv3DE2tC3klTNRki15moS05wJS0CeiwtUQcrA4aGhnh5kjRj3ziRacfOrdoHhchZmyfnun1wQWr0ZyujQpStAIqsxZrJ4+xS7JvOIVbKSIztFl8G8L02nD17ClR/7Uw2B2NbtnJaerPRhiZ+brWt2M6oVCqwgY+x8TEQzbkNHqTIqticMciDjNEp7SqFdMJ3NyCbzUKlvH7umfihNZ5f0AStQcRxTknSOJpA3bZLouwiM5mxt9kqEOQnSEmtExMtRJ2Qt6jbb5bHkDyerm12h991K2Y18db5siyYdIEJys2TgMkIChtJ+Oprr4ubwNJ2XNeDarUKDSTuhudBaaAEI5O9UK/VuQxpCtel+tZUpL+/v08WbrLl97ujNzr7677j6DpGeb7FQhGOlcuf+X78thrPb2iC1qBym39eyGd/f21tXc69GbHl0CHKThyw8k85qIz9avpaxM+knFW4GROTqDwk5tYUuRpJRS0sAaV+FWcpYqeIEbF16BxVTNJGfCyKpE0uNSq99C6rpJswO/vokGMayZa269Ab3Ihl49byBuRzBVEkyYugvlHlDRZQ5dKXLNwPFT6ibty+rD3NhZusjr+uFH4SybsPQ151mu/cu2c3pFL26h133HHo+/DTajzPoQlaA+6///7lu++++8cP7N93X7PR2n1masqanZnhYveKKAXDitt2ULfluMRkES28WCrdGUSK9EwxqSetESpGxOVH41hiFU1B/5oJ4gyltaBaP4nQPe6YDaEkd1qL1hN/vrw96vlHdolhA3f1k5mGHA0dR150tsf7Ns14ABElVXljEMqAPkCCThspOWBF3HeRiDgMVb0No9PJW5K1Op44btuUg5e8jEzalOFIk4m4Th8q73379sHle3ZHuUyq0mq1Hv/85z738z/ymtc8g7+4xvMFmqA1GLfddts/4hM94J577nnxgb17fjqKgpfX6o3drXa7/+ixE7CwuAiu53JjWGVNRKoZqtS3qnwovVFTZN2hbKRwg0R4nRGHXhiy0L7kSRWNJjxrLn9qcCspLjDKXm/A3Uq4SwrXeDZwCAlYTWfwL9sPqSB/HEHIiJsO4PYsX+xb8HuQKMJvxB1TCFzpj0uFekzQitiVQhZWD3sreCxB7C2rWOhQlm6l9li53j54yUteBFu2THp4fQ83W63/vbpcfvjfv+XNX3kmfleN5zc0QWuch1tvvfVL+PQl9R7JyvrP/+W/vH9hceG2bDYNC7MLcPbsWW4P1VHCkrBMIy4xqrqeCHUsxORmm0GkTndimMkmUaF1pGqJeF18ZAp5GBwcg9f+0Kthx9Zt4KJCftON/w4KSHrUleWDf/JncOLMOSI+eOVLXwQvv+4gkrgF09Nz8KlP/RWcPHkSTp8+zdEYZXxw/HToc3utpMfOk5Y4IoSBSHeJDGXfqGa6ApG6qRDGccebUYOOXJcU9sDgINxwww3c5OANb3g9DirWH/3iL7z9Pz6zv6LGDwI0QWt8R1BT2Xf9P+8qZZDM6LZ+aWWJi9uLPn+d4DxGRxALLzoSVgIhTvs2hIWgJs1EWypFbZ1JSXrlc1/EgAvsZ9I5WFiYgx4k6zEk4n5qVNtbhHw2A/v27AIfWXN8fBxK/X0wWOpnNT435UOzXuEi/7V6Der4CEIfROVPagabmOiUFoyKKlEKPv48Pi9DJhAqlqbzlCmBIP33SKpzXLFWr8OhQ0/AlskJHiDyxfzUM/ZjafxAQRO0xtPCyvKSQ+FkMzNzUK03wLTJj7XPq0/BkRpdt/8RT7Cx/aEiQgxBXrLsBoipvU7yhlKf4iMz7iJeXluFxx77Ihx98jAS8Qj0mj5cfdUBHDCW4TP/9Ldw5ORZbuw6c/QgtBZfwu2tPv/ol+HRLzwKS2vr0KSGtUikTjrNVoVKFOHY40RcNARhp+ASJLIU5XvbcfiYIvbjkwkwICcOaVnALrnbdskeh/JGFTl8Gr702JfgVa96xdve9773ffzOO+/URK3xr0ITtMZT4j3vec9rBgYGfmN1ZeXlx46e7J9fWQFqNJXJ5zkxQ9W6YBIGSbBxkXs1WRbG/QFZa5IHDJ3ICVCv5UQglTs1pW9LLatUOB+tk7JTcSPWxUUDPvfIIzC/MAPLq6swPT0DzVoV3EYVjh7B7zcr4CFhnpuZh5brA4VV2Kk076+Tei2tCTUoqNhuS6hr4R2LFG6+UzCAeyPy8di2jBSB2NJRRM/nhA8cwiDfk+fkFcexUOEDnD07BY98/osH3vrWm87+0QMPrPpBuNhqtY63263/c+LEiYcQ9WfzN9Z4bkMTtEaMW2655Y1IMD+LBPjCeqOxBVnVfsFVV6Pq+wo0qFUUWKh+Q7YsbEepZ2rlpDxcmYehyNeQ5IovHUP0CJQRb7HKFs6CnE6UiSccwofq3OCiTL4sxi+Iz6ft+T7Umi04emYaVitVaODrtUodFbKH5B7B4tIq+F5AowFslDdYOQfc0kvuRhopZtRpUUAqnpvm+oKIfY4KgVg582FFpizEZLIJTe24xPyoCkyUUS802ETUjNaGrJMC4dSLNHHy0xeWl2BtZRX++Z/+aeCJI08O7Nq1e/+rX/3DN/7Y69/wwQ9/+I+n1tdX77/55pv/4Nn4zTWe29AErQG33Xb7A0NDQ780OTmZ+trXvgZ/93d/B5VqDd76c2+Gbz/xBCytlpGEbCgUipAD4Ik73/dlhTYQcc6K6qJEkgmE3NOQYKpoCVbDJiQNXpHeLOpumFbHMohkyVCOuLCE/837YA/YhA08RrJb1Pr5fE6ekQFr5YqwHfBdoVDg4+YEGsOSc3jCRFHHLYuTxjHZlmxAKwYhObHJVk0ydjpMFFESdrQZB3IDJF/wJCl77hZevwj+5bOfhZe+/Ab4x0//M0xNnYOvf/1b8LrXvg7e8OM/tm18fPz3P/nJT91x9uzpt+NdzN9+/35pjecbNEFfwrjpppuyBw9ecRwfk+VyGf76rx+GL3zhEUpc4XTj0fEt8NVvfBPJ2AM7leI/FtOQRfkhkTYNnQxEy1SaVIXhKYsC4qa0ohGteFDmIREfET7ZJiFPCoaipGmiUFM8GakIELcVeJ5UtCIRxgiFdxzJgkgBh85FcVKNyfv1Y/IM422rrUjipVRto1M+VehjQdDKXRcRGrKiHQATvwqtY1jqrkCGG/J2yRpBdY5vp+fmoefUGbh87344dPgwrK0uwV89/Jfg4R3DT7/pTZDPFXtf8uIb/uaDH/zg7/36r//6bz1zfwUaz2Vogr6EsXPXri8f2H9gslKtwgMPfBCefPJw7M/u2r0HHvnSl6HVdCH02nhrHnEMcuj5QD1mVWwwh6NJRSqnAGNvNqJkEbmcvGWb0qglObNSlgkbhiz6LDxfQfh+W9apkFkxTOhmItJDqlWVJRjHWJA94QfxMYUcNSJC/0JFqKpEKHSyGLmDOJExJaJEsQHDVkYoXGb+HmnyuMiSyrukbZkUaSJC8ljhJ9txUU0O2YmF7xZwsRtEcOjIcRgeGQU4/ATvq91u4iD5V1Ds6YWffdNPc42Pa6655jfvu+/eb7z73e/5i2fjb0LjuQVN0Jcobrnllp++9tprr7BtCx577FE4fOSwVJIyVtnJgucGHCtcLq+zJ9vT2w9OJgt+4JEbLawOJGxWqhSv7FKUhC+jHETqc+zJmj4ZsKJiG00C+jK8DYD94bifH2XooaoW6leRs1wWefydOGICH7ZhyAQVEYNN20jhuj4qUVVa1EH13wrEcSoFzsdF2YOmIetveLHCV9XlKOmEfOzI6KhhK1FnhJaS8qf3vG0k8J6eHq7NYUpLQ9gqnX0uLC3wsU1ObuNrRIk0otGAKKJEg8sXH/syvP1tb4dmDa/9RgX27Tv4+7iKJuhLEJqgL1EUCoXf9lwP2s0WFItFSWaJ5q5Gp3SoiwraD0nhtaGQz7D6pQk/CIT6NfF5dWUZ0tksFHBbjpMSMcZtX5ArEphHpG4LIlO2hYvbo+e0bfNyLjTki1KlZHW0Wm3ejm07nBQTqEk+SfqkaC3cF5EuDxikQ5H8iFTTVlqoeknuBvnbrNxNHkA81+V907GyrpbkTVmJIXTaa7XxGlm4vrBkIshaKU75JuKnQcukBxVNwn206g1YxOswMT4O6Uw6VtAqHdzFfbJ9lM/juTWR7fF/P9xWodiH1xGPOePA8PAIvPktPwfNRoWJvNVuwc6dO4Yvxt+IxsWHJuhLFKVS6fLl5SXIoiLes2cPpXrD9LlzsLy0DI1GA0IzDfVGCzKZDFdvo5jn0V2jSDCusA1MUbTeR+Kiam+kMnP5AvDEmh/hLXybvWuyBhwQqeE02cYJIpbJ3rNlR8LaCEiZCtVtsholG8UAmyrjsdr2QVRaFhN8oYjhY/IlorWkj20y2TvSC8cBwpcDBH5mWw6qfU+E8UUGp6tTWjovw4GBElaoFyCF42VQcbN9g+eWdkyQcYFsz9BdAQ0W7L3bsqofWT90PikHB6kMbNSqnEwDIO9GpFdPA2EKt12tVGBiYpIHxHzagd95/x2QL/bwtY5wgNool+GxL3weKrUaDI+Ow/79+413vvOd6fvvv18X8b/EoAn6EsS73vWukb2X77e+/LXHoLy6zCo0m8kxCRbyPZDNFqBcbSD5NDji4PL9B5kUXSYmIsKO4iWvNUCVmc3lhF1gCNKy8dmUf102KUXiuYDqD9l8K29x9TeLCyqRNHZwHfrecP8IjL34x6AdFqDNTQMCtl7MCAkVCZH0bkg8HVlsb9gm8IReeOrTcOjxx5Fo6/Cyl74MhgYG4NChw3B6boajRkp9/bB3zy549NFH42M3RDohK/EUqeJIJNVwVQ+aEPQ7/QPpLoAm91i12yJBhTz1NH6PrB6yQ9LpDJM33ZmQ6o/rVctYa5o/3LVrL7ss7TauY4q7iI99/JPQwoGGriPdQTh0nqjAB4aGwE5leLDAAXUCd3/6Yv3NaFwcaIK+BIHkNEnqbHl1HWZmF5BQUKEicVJ5TVOqz/7SQLx+EHZSnzshahLSlw1l6Jtldad1q7oaRHT7d22H8bERWC1vwLeOHpf1Okxhl+DnKVSghcEMfP7sj8J6eojVdk8+gnqTvF4kcBeJcb0BNpIXMjFEfRm2NeyWCz9amgIr/UVUoFlwUMlvv/wAnJtfBGt+jvMUd+/YwSnhe/Fu4fTUOQ7rUx5xPJmIh04Ey642n4vNcdWk0GmQoIHGM4WXbbI94sRV7SjmmVW+TLQxZUKLJeuPiGSdiNPMFdhSokGxtx82ZmflnYIQ7BZe13qjCTW8e+EoEcvKP+N/GBrPOWiCvgTBHioqtUqlCqvLa2DibbeTzjKZZPCzUm8JlXQBms1WVxp3kpjVBBwnNUslmuwMTq9V6yvyXom4JycGYf/uHbBWacA3Dh0BiwqD+n5c4J9tBSThdI8F2eE2RB4SoxVApihsE2j7YPVRNbkQlXQEfpbqgSDF1WhyDRV7mIHIqMOuvZfDRtODvXv3wpOHn0A1PQiTY2Nw7bXXwCf/8lNscbDfHPqxJ04nopS1JScFA3zaf2A/3PiGN6CSdeBJVOR/+3d/H9fqUPWx+Y4Bv0dRLvRME4fJglDJRrWEzY0DKE6b16PBBq//+sYGe/slHEXcwGcLRuPShP7lL0EgIc5RmEG72YT+YhEangtU1I1v3yMky8jgnnqqyH5X5EMCImY43qYIcUOSI7vAlmU9ifRoQKDaHevlsgjPoxa1IZERfsdKdzqtyO15TSTAdQfapDhbeVFmNDTZIjAsWdOZOJSSopFFzaYPdgEJ3aDsvyx8+h/+Hq659kXw1S98jtXzysoKPHnkKJw8eQJm5mZVVWiemCOSNiJRbS/lpHgyMPBDPo7xyXH4uTe9ET720T9n4hwfG4Xbbr0FPvTHfwwrSysyzFCWF6W6JMmaJNAh4s1trzrXUSzzcQDj7jUgVHuxpwefHSRm6adzRmWie67GJQNN0Jcg7rrrrvkP/Nd7YRQJJ3ADaCFBt/FRRkVNHrNHt+EqSSQSk3KcMJhQ0bGajtO6ZedrCGOiUt2vWVVSNbpMmpNLqCkrebDC4jDYOmCi4rrOLn4xhIGxNJRRBUc+JaPY0FhGqg1klxRqBiBjjskLUKFyHlDERwSr62tw6NtfhxoOQGr/LZfSvVFloxKOjAak0hkYHBA2zvLyMiv5WOmSorct2HXZDhgbn4QP3Pd7HGpYyBfhLz/+Mfjzhx6Ct775LbCCA45hiGPy5YSkwuaWXcnlHfUsapY0GnX2o0PT5klbx+nh4+vr7eE7mcDzoV6v68JKlyA0QV+iaCArtF03T3G2VHyIPFSKYiCCpnC6hiQ30bYKEmnZnVZNKltPveZMOsoEpI8pMoLsi1gxGnD02Bn2jqdmFsGn9HCKVUalGEgVynYBoJo0UzB9gogvBXt3NaCv34QnFutw1QsBzpxEJb7egoNXmfD1b+QhIHI3qGxoIBINUWbThOB117yAal3EBfr37N0LmbQD3/jWN3FfZT6nF1x9JZcCXVqcZ4KNbRn8zvbJCfjVX/oF6MdtkXUxdfIUXHnllbB/7z5wqM4GkSsRuilrX0urQ1kmScUcygJS4jJG5/0W1WpN2jw2/xaU1VkaHEQl78GB/fvwt2gE9957ry6idAlCE/QlilTKebLQU7z+0PFjUCtvwJaJSSSwjCxUT0jcrodhl3pOwhBtrP//9q41No7qCp+ZnZ2dnbXX9m5ir+M4Shw7D0FwDCFVeYoKqKMKlVahCKmNqNpCm6qtSlNUhKpUTUEUUYl/SEitKkQrqqCmTZsoEJIYTAkJCTRtyZs4xF6/Yu96/cju7OzM9J5z751dJ6FVJOLEZD7LGu/szM7dGeubM+ee7ztEeAVG7FiNgSkOylGzR3eXjqVD+w0roJi3oGckB5FEPSyLJ+DEqZMUHSKh++KPEqZWNFL5mYYFq24JQ/qkDfd/w4HhjxVYc38JzqY9aGmLwPsHLF9SLSbSKBJubGiAqckJuLGjAw4cPEiydT2sUWPX2tpaSPcPQSrVwMjcgZGhQUjVz6V18kZhl4pw3dIlsHXLFli6bBmkz/RStLtv715Yet11JIcvkvET/95SqCOl735eW0CS8/T0BgfuhxOTZAilhiDOxoq10mhTit7W2IDg7PBwED1fowgI+hqF7ZR+sbR18bZC3oZsJkMEYRULRKiYl7WRgBQQ8uYLI79KQQuRMVUzqFwOHnLJQU5GkBidDvanKbpmUTuZ5hdRgccr7Lgij6ongLes4h2iAKvZ7LwLE1mA+oQOH71fBKVNhdd3aPDwQp4npnIM3E/RwbULlOOOx0z43KqboGtPFzuOAwlGesiRi5qa4V8HP+DeIez48Xg1rGxvh7e6u3lZHTnUAZUR7ti5CxY0NcHc+hQcOnwUteqQTCZgfCwLXV1dMI5CEyj7kUhFIa2rsF/9xA7eQtquiL6FZLIUUqnDS2trKyTnJOCOO26Fm1Z1OLt37vxeZ+cXL9v/QoCrFwFBX6P45caN29lj80/XfuW+Xx09djxy6NAhip5ttyRKwiq8JCqc5y6IokX0zKsaHPJsxohQRpQktWYRde/AAG+UCrwu2ptWuqcKZR4vRVOE48b4ZBhGBoqwaLEGf3wpD3febsL+twtgqzE4eazAttF5w0LFoRuLGtKpwmPf/vdgePgs9GLkywiwf6Af3n23AEdPHIdTPafpu/X1pqH77b10pHRfP5Qwj2zj+DUS3+CE3am+XtiydSvcc/ddRMBvvtUNb3Z1s0OqNE4qsxPnCeXdMgJXhLDlYl3EZcqDXgsDJgTmvOvqErB69WrouLEd66uHetN9mze/8srPgvTGtYuAoK9hPP7448+xxXMMDy5f8tV1E5PnOrK5XMPQ0LA6MpplxDY4rRys0jwfIUvtEJRD1sJ+JCmXVH5Gk4whUIRKkDwuxD5Ilpqmgm7o3LODbaNHHDBVrGwIwd73YqRA9NQIbH0NG8ZWkyT6nX06RGNc7QcqnzhEgrY9RuAsLD/xUQ8pET1hlrR82XLQImEqWTt6+ATdDD5mxExpEZULZlpbF1L+WhO+IFjbHWXR+I439sDStjZIpebBopYWSnegMvEDdlNbsWIFfZcPP/wQRkdH/fMil+dHzucv5zU2wtd+sJ6dFnvIdUonR0ZGth3Yv++3Tz311Ojl/w8IcLUjIOgAsGHDhj+xBf4iqajPPPPMl0wj8puBoeE2KrVzSyDqOKTqmSAd7LA0DScYS+hbIcgJiZC8NcTkIQIn8MgkX3ht0HYqTws4LHrFcjIkY93JQn1DCCYnFLbeAj3OSRSmMJVQBCPhQfEcgFllQH68CM4wG4fuQURFw31V3Cw0/hTgcdfm8XPnQLdDkMuMcTEOOsxpvIoCzfVdRuqpVIq+R30ySVUbybn1MMJIF0kUhScLFy2GntMnoaVlMRw5fIQ+o6VlEaWI8OkAq1Mwp45SFIV7kYI4p+Uctew0q3Bb02QiyZ44rK6HHnzw7pm41gFmFwKCDjANLg+J//bwN7+1lkV4bUimvNSOv4+kJrajJZKUGTVhkhEgOuNh/S4Sko7VHgrvzE1eGbhviCsNZcUERpDkawGqNFeGydE0LJ/ze7BPW4w4HepJaI+74LBBGBDGIj6wchYYXgSckAM6RChXPTZ8im0ag5CeBbeokA8IH7DCCLceFjTNh+VL22DH6zuhf3CYoms5OUdkWvJg/779PE0BvE4ax62q0o1PTEaylwc/OEQpDbxdvfzyH3its/Cvxh/01AgJa1UJ+QRCndDxhmYkOrLXAAAGS0lEQVREcXDsc3RQZ+bSBpiFCAg6wEXBokyRXXYpmswXCpQjNaLRcocREYkmEgkYy+UgVlU1Lf1BNqLS8jOsT1MZVlYvVCruMsUoWCfeALvA/en4JCM3xFcjHhTOFSFZUw2T2H+QVHaM4ErsBmCwY7JjRBhxW2rJVyYicVps7EMDg6ApXJaO5IrUiUpG35dDEDFF/Z4r+idyA2qXvodsRAC+m53iVUbHdNKonnxe4zwib1mZIlNEOI50+gwUrQK0LlkGEcPkdeeOnb8S1zjA1Y+AoANcFIoSyimiFdXg4CAp6UzTBDNmsvfK/zboPYH9CRsbGyGbG2NEaRAZS7GKrGzgLnSu6IzCKztUEU17fu9WFUzVhrtuuxdy2QwR2GR+ipR1E2Pj4KkeHHr/n7BqZTvs6X6HESTakPLGrprFonPXAo9F8Oj/TGMjL2Z+jDP9/VAoFeHYsePl5gKVnVdc8MnUJ2hP9CJkr8j6lAjXLSsEoSxpdy2LCLp5fjMkamspzy5z9jLXgckWLEVU0VAKeBoESwCLVjE7Yxc2wKxCQNABLopoNNKLNp1KRIN5CxZAYWoKUoyEeRVHaFoEjVFn8/z5kEwmySITJwJlzpU36wPRDEDx89EYheLf3HAI1/BtMQXyj3f30TayL6EUuuCGZlU1HPj3YaiqqaF1PPXgiVZTosO4bBII4EfsVtGCvnQ/u8HEhIJv+ucqlAuvrLqQ7a44KNVDL3hPRfxbhekVGhG8OaEwxgNfHckrOxzhSFcHjrsISo4LVdVxIv5Uqh7tXI9c5ssZYJYiIOgAF4VpGttjUf3Xlu1AY6pJKALBV7yFKrw2ZKRoRCIUEfoQLnGey+XfkrRlqZkn3vO9PsCfVytXj4h1MlKVVRmyjE02aZU9Ej3Rl1CG5bJnIohtvYrjyLyyhCJuJnx85aay06syyvuq5cH6+ymS1EOVZkmcoPF37tyGigZdHlx//fWwe+drL30qFy3AZw4BQQe4KJ599tn//PixnwwfOXayHsvXtLBOcnAuShHKOYxWNcUnQ0VUeZAAQ3b1I3P9cnqjUiZOhCp6BCJkTTB1S5HGQ4JgcTtN9DiU3V6Uigk8aeLv+KTJF6pSQcKe6BkoXzvlprS81FtE1SS64eOg3T2HR83Ut1AVPQ7Bl8ErgvhpTGJeEAm+fCMJ0Q0Nsz0acMvRYtGGe+/5AgwODezdtGlT+tO/ggE+CwgIOsAnorYmfuddd9y6JzuWS7FAmozokXCOHzsKkxMTIhoOCX5WaMJLQYN9cKC9/QYWUZs8ckZ1ocv77cloEokPJeARPUKqQrQ+RZByEc2PRJcU8MoCD88XV5fXKeqFQpBKMXUopIj0hNxOFVmXcrpFqUhV8BVcHagKAygEpmJisRgpErHkTiPTfrq5uFv/+nd1+OwITUDidypR2y7FrwcPsyeLzjWdUFdb47vTNTXNszOjmW1/efXVtQ898MDlvpQBZikCgg7widi4ceNRtmh88sknkzXxqpWaptU5jnNuoC/6uzOne/BZHeoSCchksyKnrMBYJgOTU+Ow/vvfPdVzqucRx1GKuq7Wsn0T7HcOI744ms+zzxkrFOw+2y70MsJWFjSnlhiG0WwY+hxAjzqPx6LsJuAoikdzeUDGeozuXVynuPge2TM5bEmdV7lSna/ny/P/Fq/xJlFiYzl/fQmX7D38/JLLOwmA/LtQmMT9LHbAnGVZZ59++mma3Nu8efP20ZGRNVheh3l4yyr45wONpwwzCrfd8vn8rl2vt7FzECsUCkOPPvLtHO67bt3XZ/qyBphFCAg6wP+FULXtkq8f/c6jvbqmNfBJPo1FlqYve7aiUYjXVGHkO/jEE0/s+h8fez7e+PRHPjOIRs3j8ZqaNRiDI0ljrpwmT9m5CZfCUF2NE5NuPkhlBLhUBAQd4JJhmuaZ6nh8FYa12CSV+vpRDtiF8JQKHR0rIZPJdF/pcc4Umpub3srn8z8qllxqJBthETOvbuHy9ptvXoUOdWNXepwBZh8Cgg5wyaiKV/3wy/ffF6qOVd+uGUZtWA+rWFYW1lRXAW9sfHx81w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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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