<?xml version="1.0"?>
<MA xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://schemas.malighting.de/grandma2/xml/MA http://schemas.malighting.de/grandma2/xml/2.8.123/MA.xsd" xmlns="http://schemas.malighting.de/grandma2/xml/MA" major_vers="3" minor_vers="7" stream_vers="0">
    <FixtureType name="MAC One" mode="Compact Direct">
        <InfoItems>
            <Info type="Revision" date="2024-06-03T16:18:02">Converted GDTF to grandMA2 fixture type with Share Converter version 1.4.1</Info>
            <Info type="Revision" date="2024-03-16T17:01:02">20240316NoMeas, Uploaded to GDTF Share.</Info>
            <Info>Official Martin Professional File</Info>
            <Info type="Revision" date="2024-06-03T16:18:13.815">Martin%20Mac%20One, Uploaded to Fixture Share.</Info>
        </InfoItems>
        <short_name>MAC One</short_name>
        <manufacturer>Martin Professional</manufacturer>
        <short_manufacturer>Martin Professional</short_manufacturer>
        <Modules>
            <Module name="Main Module" class="None" beamtype="None" beam_intensity="" beam_angle="1">
                <Model name="Base" sunshadeType="ExcludeOwnBeam" vertices_have_pos="true" vertices_have_tex0="true" model_type="Model" axis_to_parent="None">
                    <Vertices>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</Vertices>
                    <Faces>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</Faces>
                    <SubSets>
                        <SubSet3d material_index="0" FaceStart="0" FacesCount="396"/>
                    </SubSets>
                    <Materials>
                        <Material3d name="black" specularPower="0.1">
                            <DiffuseColor r="0.157" g="0.157" b="0.157" a="1"/>
                            <SpecularColor r="0.898" g="0.898" b="0.898" a="0"/>
                            <EmissiveColor r="0" g="0" b="0" a="1"/>
                            <DiffuseInking x="0" y="0" z="0"/>
                            <EmissiveInking x="0" y="0" z="0"/>
                            <SurfaceTexture/>
                            <AlphaTexture/>
                        </Material3d>
                    </Materials>
                    <Offset>
                        <Location x="0.000000" y="0.000000" z="0.000000"/>
                        <Rotation x="0.000000" y="-0.000000" z="0.000000"/>
                        <Scaling x="1" y="1" z="1"/>
                    </Offset>
                    <Model name="Yoke" sunshadeType="ExcludeOwnBeam" vertices_have_pos="true" vertices_have_tex0="true" model_type="Model" axis_to_parent="Pan">
                        <AxisFactors x="0" y="0" z="1"/>
                        <Vertices>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</Vertices>
                        <Faces>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</Faces>
                        <SubSets>
                            <SubSet3d material_index="0" FaceStart="0" FacesCount="496"/>
                        </SubSets>
                        <Materials>
                            <Material3d name="black" specularPower="0.1">
                                <DiffuseColor r="0.157" g="0.157" b="0.157" a="1"/>
                                <SpecularColor r="0.898" g="0.898" b="0.898" a="0"/>
                                <EmissiveColor r="0" g="0" b="0" a="1"/>
                                <DiffuseInking x="0" y="0" z="0"/>
                                <EmissiveInking x="0" y="0" z="0"/>
                                <SurfaceTexture/>
                                <AlphaTexture/>
                            </Material3d>
                        </Materials>
                        <Offset>
                            <Location x="0.000000" y="0.000000" z="-0.058000"/>
                            <Rotation x="0.000000" y="-0.000000" z="0.000000"/>
                            <Scaling x="1" y="1" z="1"/>
                        </Offset>
                        <Model name="Head" sunshadeType="ExcludeOwnBeam" vertices_have_pos="true" vertices_have_tex0="true" model_type="Model" axis_to_parent="Tilt">
                            <AxisFactors x="-1" y="0" z="-0"/>
                            <Vertices>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</Vertices>
                            <Faces>5AYAAAAAAQACAHMAAgABAAEAsgCzAPUDswCyAAMABAAFAAYABwAIAAYACAC+AwkACgALAA8AEAAKABQAEAAPAAwADQAOAA4ADQB5AhEAEgATABIAFAINAhMCDQIUAgsCDAINAi8CEwAwAhUAFgAXANID0wMWADMF0wMXABgAGQAaABsAHAAdAB4AHwAgACEAIgAjACQAJQAmACcAKAApACkAKAAqACsALAAtABoFLQAbBS4ALwAwADEAMgAzADQANQA2ADUAPQA+AD4ARQBGADcAOAA5ADkAOABLBDoAOwA8AKsCPAA7AKkCqgKrAhAEqwKqAj8AQABBAEIAQwBEAEcASABJAJwARwBJAO0CSQDuAkoASwBMAEsApAKlAk0ATgBPAE0ATwBQAFEAUgBTAFQAVQBWAFcAWABZAFcAYwBkAFkAaABpAG0AaABuAG8AbgBoAGgAmwCdAHYAmwB8AHQAdQB2AHYAfAB0AFoAWwBcAF0AXgBfAGAAYQBiAGUAZgBnAGcAxABlAEcCZgBlAGYARwIEAQMBBAEFAV0EAwEFAcMAxADFAGcAxQDEAGoAawBsAFwDagBdA3cAeABrAHAAcQByAHkAegB7AHAEcQR5AH0AfgB/AIAAgQCCAIIAgQASAoMAhACFAIYAhwCIAIYA4gSHAIkAigCLAIkAFQGKAIkAiwCsAYwAjQCOAKQApQCMAI0AqgCrAI8AkACRAI8AEAGQAA4BDwEQAREBDwEOASsBLAEPAXIBLAFzAZIAkwCUAIYDkwCSADoElACTAJUAlgCXAIQDhQOWAGgFhQNpBZgAmQCaAJ4AnwCgAKEAogCjAKIAoQCmAKEALQIuArUEtgSmAIgCLgItAqcAqACpAKwArQCuAK8AsACxALQAtQC2ALQA1wDYALcAuAC5ALoAuwC8AL0AvgC/AMAAwQDCAMYAxwDIAMkAygDLAMwAygDNAM4AzwDQACQBzwDOAAoB0ADPANEA0gDTANQA0wDVANUA0wDWAN8A4ADWAOAA3wDnAOgA5wDpAPMA6AD0APMA9AD1APUA9AD2ANkA2gDbALMBtAHaANwA3QDeAOEA4gDjAOQA5QDmAOoA6wDsAO0A7gDvAO4AQwVEBfAA8QDyAPcA+AD5APoA+wD8APoA/AAjBCME/AA5BCMEOQQtBf0A/gD/AFUE/gBWBD4F/wA/BQABAQECAQABAgEGAQcBCAEJAY4FCAGPBa8CCQGwAgsBDAENAQ0BDAHwBBIBEwEUARIBGQEaARYBFwEYARsBHAEdARsBowOkAx4BHwEgASEBIgEjASUBJgEnAaYEpwQmAacEpgSoBHIFcwWmBCgBKQEqAV4BKAFYA1wBXQFeAS0BLgEvATABMQEyATMBNAE1ATUBPAE9ATYBNwE4ATkBOgE7ATkBVwGEBFYBVwFYAT4BPwFAAT8BIANAAUEBQgFDAUYCQwFCAUYClQWWBUQBRQFGAUUBRAHsBEcBSAFJAc8E0ARJAUoBSwFMAU0BTgFPAU0BYgJOAVABUQFSAVEBzAPNA1MBVAFVAVkBWgFbAV8BYAFhAWIBYwFkAWMBYgFuAWQBeAF5AWUBZgFnAQMCZgEEAmcBZgHAAb8BwAHBAZkDwAG/AWgBaQFqAWgBdAF1AXUBdgF3AWsBbAFtAW8BcAFxAXoBewF8AX0BfgF/AZEDkgN+AYABgQGCAYIBgQGDAYQBhQGGAYYBhQHdA4cBiAGJAYoBiwGMAY0BjgGPAZABkQGSAZABkgGTAZQBlQGWAZcBmAGZAZoBmwGcAZsBmgGnA6UDpgOnA50BngGfAboEnwG7BKABoQGiAaMBpAGlAaYBpwGoAQkECgSnAakBqgGrAa0BrgGvAbABsQGyAbUBtgG3AbgBuQG6AboBuQG7AbwBvQG+AcIBwwHEAcQBwwHFAcUBwwHGAccByAHJAcgBxwGQBcoBywHMAc0BzgHPAdAB0QHSAdMB1AHVAYgEiQTUAdEC1QHSAtYB1wHYAdkB2gHbAdwB3QHeARUDFgPdAd8B4AHhAQED4AECA+IB4wHkAeIBvQK+AuUB5gHnAegB6QHqAegB6gENAw0D6gEOA+sB7AHtAe0B9AH1Ae4B7wHwAe4BlQKWApcC8AGVAvEB8gHzAfYB9wH4AfAD8QP3AfADMQUyBfkB+gH7AfkBNgP6ATYD0APRA/wB/QH+Af8BAAIBAgECAAICAgUCBgIHAlMFVAUGAggCCQIKAg4CDwIQAg4CEAIRAhUCFgIXAhgCGQIaAhsCHAIdAh4CHwIgAiECIgIjAiQCJQImAicCKAIpAioCKwIsAjECMgIzAjQCNQI2AjYCNQI3AjgCOQI6AlEFUgU5AjsCPAI9As4DzwM7Aj4CPwJAAkACPwJBAkECPwJCAkMCRAJFAkgCSQJKAksCTAJNAk4CTwJQAlECUgJTAjUDUwLEAsICwwLEAjoFwwLCAlQCVQJWAlcCVgJVAlYCVwJeAlgCWQJaAloCWQJxBVsCXAJdAl8CYAJhAmMCZAJlAmYCZwJoAmkCagJrAtoEagJpAkIDhwVqAkEDQgNDA0IDjQNDA0MDTQNOA2wCbQJuAmwCbgJvAnACcQJyAhAFcQIRBXMCdAJ1Ap0FcwKeBXYCdwJ4AnoCewJ8AnwCfQJ+An8CgAKBAoICgwKEAoUChgKHAokCigKLAowCjQKOAroDjQKMAo8CkAKRAo8CbAVtBZICkwKUApgCmQKaApsCnAKdAp4CnwKgAnkFnwJ6BaECogKjAqYCpwKoAqwCrQKuArgDrgK5AzQErgI1BLECsgKzArQCtQK2ArcCuAK5AroCuwK8ArMDtAO8AtYEtAOzA78CwALBAsUCxgLHAsgCyQLKAssCzALNAs4CzwLQAtMC1ALVAtYC1wLYArgEtwTXArcEuAS5BNkC2gLbAtsC4gLjAtwC3QLeAt0CRQVGBd8C4ALhAnUF4QLgAuQC5QLmAucC6ALpAukC6ALyAvIC8wL0AuoC6wLsAu8C8ALxAl4E7wJfBPUC9gL3AvgC+QL6AvoC+QIDA/sC/AL9Av4C/wIAAwQDBQMGA9sE3AQEAwcDCAMJAyEDCAMHA3YDCAN3AwoDCwMMAw8DEAMRAxIDEwMUAxcDGAMZAxoDGwMcAx0DHgMfAyIDIwMkA+AEIwPhBCUDJgMnAyYDJQMuAygDKQMqAwsEKQMoAysDLAMtA5gEmQQsAy8DMAMxAzIDMwM0AzcDOAM5AzoDOwM8AzoDPAM9Az4DPwNAA0QDRQNGA0cDSANJA0oDSwNMA08DUANRA8QExQRQA1IDUwNUA1UDVgNXAw4FDwVWA1kDWgNbA14DXwNgA2EDYgNjA2QDZQNmA2cDaANpA2oDawNsA20DbgNvA8oDywNvA7wEvQTLA3ADcQNyA3MDdAN1A3gDeQN6A3sDfAN9A34DfwOAA4EDggODA4cDiAOJA4oDiwOMA44DjwOQA5ADjwN0BJAEdASRBJMDlAOVA5MDlQMEBJYDlwOYA5oDmwOcA50DngOfA7EDngOyA6ADoQOiA6gDqQOqA6sDrAOtA64DrwOwA7ADtwOuA7UDtgO3A7sDvAO9A7sDKgQrBL8DwAPBA78DwgPDA8QDxQPGA8cDyAPJA8cDyQNvBNQD1QPWA9cD2APZA9oD2wPcA94D3wPgA+ED4gPjA+QD5QPmA+cD6APpA+oD6wPsA+0D7gPvAwwF7gPtA/ID8wP0A/YD9wP4A/cD+QP6A/sD/AP9A/4D/wMABAEEAgQDBAUEBgQHBAYEBQQIBAcEDAQNBA4EDAQPBBEEEgQTBBQEFQQWBBYETAVNBRcEGAQZBA0FGAQXBBoEGwQcBB0EHgQfBCAEIQQiBCQEJQQmBCwEJAQtBCcEKAQpBI0EKQSOBC4ELwQwBDEEMgQzBDYENwQ4BDsEPAQ9BEEEPARCBEYERwQ8BD4EPwRABEMERARFBJMFRQSUBUgESQRKBEwETQROBE8EUARRBFIEUwRUBFcEWARZBFoEWwRcBGAEYQRiBGMEZARlBGYEZwRoBGkEagRrBGwEbQRuBG4EcgRzBHUEdgR3BHcEdgSBBIEEggSDBHgEeQR6BHsEfAR9BH4EfwSABIAEfwR0BYUEhgSHBIcEhgSPBIoEiwSMBJIEkwSUBJUElgSXBJoEmwScBJ0EngSfBKAEoQSiBKMEpASlBKkEqgSrBKwErQSuBK8EsASxBLIEswS0BL4EvwTABMEEwgTDBNQEwgTVBMYExwTIBMkEygTLBBYFywTKBMwEzQTOBNEE0gTTBNME2QTRBNcE2ATZBN0E3gTfBOME5ATlBOYE5wToBOkE6gTrBO0E7gTvBPEE8gTzBPQE9QT2BPcE+AT5BPoE+wT8BP0E/gT/BAAFAQUCBQMFBAUFBQYFBwUIBQkFCgULBRIFEwUUBRMFEgUVBRcFGAUZBRwFHQUeBR8FIAUhBSAFHwUiBSEFKQUqBSsFKQUsBSMFJAUlBSYFJwUoBS4FLwUwBTQFNQU2BTcFOAU5BTsFPAU9BUAFQQVCBUcFQAVIBUkFSgVLBU4FTwVQBVUFVgVXBVgFWQVaBWYFZwVZBWoFZgVrBVsFXAVdBV4FXwVgBWQFZQVfBWEFYgVjBZEFYwWSBW4FbwVwBXYFdwV4BXsFfAV9BX4FfwWABYEFggWDBYQFhQWGBYgFiQWKBYsFjAWNBZcFmAWZBZoFmwWcBQ==</Faces>
                            <SubSets>
                                <SubSet3d material_index="0" FaceStart="0" FacesCount="588"/>
                            </SubSets>
                            <Materials>
                                <Material3d name="black" specularPower="0.1">
                                    <DiffuseColor r="0.157" g="0.157" b="0.157" a="1"/>
                                    <SpecularColor r="0.898" g="0.898" b="0.898" a="0"/>
                                    <EmissiveColor r="0" g="0" b="0" a="1"/>
                                    <DiffuseInking x="0" y="0" z="0"/>
                                    <EmissiveInking x="0" y="0" z="0"/>
                                    <SurfaceTexture/>
                                    <AlphaTexture/>
                                </Material3d>
                            </Materials>
                            <Offset>
                                <Location x="0.000000" y="0.000000" z="-0.154000"/>
                                <Rotation x="0.000000" y="-0.000000" z="0.000000"/>
                                <Scaling x="1" y="1" z="1"/>
                            </Offset>
                        </Model>
                    </Model>
                </Model>
                <ChannelType coarse="1" default="30" snap="true" attribute="SHUTTER" feature="SHUTTER" preset="BEAM" highlight_value="11.76470588235294">
                    <ChannelFunction subattribute="SHUTTER" attribute="SHUTTER" feature="SHUTTER" preset="BEAM" from="0" to="19.22" physfrom="0" physto="1" min_dmx_24="0" max_dmx_24="3223857">
                        <ChannelSet name="Closed" from_dmx="0" to_dmx="19" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Open" from_dmx="20" to_dmx="49" slot_from="1" slot_to="1"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="STROBE" attribute="SHUTTER" feature="SHUTTER" preset="BEAM" from="19.22" to="78.43" physfrom="1" physto="20" min_dmx_24="3289650" max_dmx_24="13158600">
                        <ChannelSet name="Slow" from_dmx="50" to_dmx="50"/>
                        <ChannelSet name="Medium" from_dmx="125" to_dmx="125"/>
                        <ChannelSet name="Fast" from_dmx="200" to_dmx="200"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="SHUTTER" attribute="SHUTTER" feature="SHUTTER" preset="BEAM" from="78.43" to="82.35" physfrom="1" physto="1" min_dmx_24="13224393" max_dmx_24="13816530">
                        <ChannelSet name="Open" from_dmx="201" to_dmx="210" slot_from="1" slot_to="1"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="STROBE_RANDOM" attribute="SHUTTER" feature="SHUTTER" preset="BEAM" from="82.35" to="100" physfrom="0.25" physto="5" min_dmx_24="13882323" max_dmx_24="16777215">
                        <ChannelSet name="Slow" from_dmx="211" to_dmx="211"/>
                        <ChannelSet name="Medium" from_dmx="233" to_dmx="233"/>
                        <ChannelSet name="Fast" from_dmx="255" to_dmx="255"/>
                    </ChannelFunction>
                </ChannelType>
                <ChannelType coarse="2" fine="3" default="0" react_to_master="2" attribute="DIM" feature="DIMMER" preset="DIMMER" highlight_value="100">
                    <ChannelFunction subattribute="DIM" attribute="DIM" feature="DIMMER" preset="DIMMER" from="0" to="100" physfrom="0" physto="1" min_dmx_24="0" max_dmx_24="16777215">
                        <ChannelSet name="Closed" from_dmx="0" to_dmx="0"/>
                        <ChannelSet name="25%" from_dmx="16384" to_dmx="16384"/>
                        <ChannelSet name="50%" from_dmx="32768" to_dmx="32768"/>
                        <ChannelSet name="75%" from_dmx="49152" to_dmx="49152"/>
                        <ChannelSet name="Open" from_dmx="65535" to_dmx="65535"/>
                    </ChannelFunction>
                </ChannelType>
                <ChannelType coarse="4" fine="5" default="65535" attribute="COLORRGB1" feature="COLORRGB" preset="COLOR" highlight_value="100">
                    <ChannelFunction subattribute="COLORRGB1" attribute="COLORRGB1" feature="COLORRGB" preset="COLOR" from="0" to="100" physfrom="0" physto="1" min_dmx_24="0" max_dmx_24="16777215">
                        <ChannelSet name="Min" from_dmx="0" to_dmx="0"/>
                        <ChannelSet name="25%" from_dmx="16384" to_dmx="16384"/>
                        <ChannelSet name="50%" from_dmx="32768" to_dmx="32768"/>
                        <ChannelSet name="75%" from_dmx="49152" to_dmx="49152"/>
                        <ChannelSet name="Max" from_dmx="65535" to_dmx="65535"/>
                    </ChannelFunction>
                </ChannelType>
                <ChannelType coarse="6" fine="7" default="65535" attribute="COLORRGB2" feature="COLORRGB" preset="COLOR" highlight_value="100">
                    <ChannelFunction subattribute="COLORRGB2" attribute="COLORRGB2" feature="COLORRGB" preset="COLOR" from="0" to="100" physfrom="0" physto="1" min_dmx_24="0" max_dmx_24="16777215">
                        <ChannelSet name="Min" from_dmx="0" to_dmx="0"/>
                        <ChannelSet name="25%" from_dmx="16384" to_dmx="16384"/>
                        <ChannelSet name="50%" from_dmx="32768" to_dmx="32768"/>
                        <ChannelSet name="75%" from_dmx="49152" to_dmx="49152"/>
                        <ChannelSet name="Max" from_dmx="65535" to_dmx="65535"/>
                    </ChannelFunction>
                </ChannelType>
                <ChannelType coarse="8" fine="9" default="65535" attribute="COLORRGB3" feature="COLORRGB" preset="COLOR" highlight_value="100">
                    <ChannelFunction subattribute="COLORRGB3" attribute="COLORRGB3" feature="COLORRGB" preset="COLOR" from="0" to="100" physfrom="0" physto="1" min_dmx_24="0" max_dmx_24="16777215">
                        <ChannelSet name="Min" from_dmx="0" to_dmx="0"/>
                        <ChannelSet name="25%" from_dmx="16384" to_dmx="16384"/>
                        <ChannelSet name="50%" from_dmx="32768" to_dmx="32768"/>
                        <ChannelSet name="75%" from_dmx="49152" to_dmx="49152"/>
                        <ChannelSet name="Max" from_dmx="65535" to_dmx="65535"/>
                    </ChannelFunction>
                </ChannelType>
                <ChannelType coarse="10" fine="11" default="65535" attribute="COLORRGB19" feature="COLORRGB" preset="COLOR" highlight_value="100">
                    <ChannelFunction subattribute="COLORRGB19" attribute="COLORRGB19" feature="COLORRGB" preset="COLOR" from="0" to="100" physfrom="0" physto="1" min_dmx_24="0" max_dmx_24="16777215">
                        <ChannelSet name="Min" from_dmx="0" to_dmx="0"/>
                        <ChannelSet name="25%" from_dmx="16384" to_dmx="16384"/>
                        <ChannelSet name="50%" from_dmx="32768" to_dmx="32768"/>
                        <ChannelSet name="75%" from_dmx="49152" to_dmx="49152"/>
                        <ChannelSet name="Max" from_dmx="65535" to_dmx="65535"/>
                    </ChannelFunction>
                </ChannelType>
                <ChannelType coarse="12" default="0" snap="true" attribute="DUMMY" feature="CONTROL" preset="CONTROL" highlight_value="0">
                    <ChannelFunction subattribute="NOFEATURE" attribute="DUMMY" feature="CONTROL" preset="CONTROL" from="0" to="100" physfrom="0" physto="0" min_dmx_24="0" max_dmx_24="16777215"/>
                </ChannelType>
                <ChannelType coarse="13" fine="14" default="25700" attribute="ZOOM" feature="FOCUS" preset="FOCUS">
                    <ChannelFunction subattribute="ZOOM" attribute="ZOOM" feature="FOCUS" preset="FOCUS" from="0" to="78.43" physfrom="4" physto="19" min_dmx_24="0" max_dmx_24="13158600">
                        <ChannelSet name="Narrow" from_dmx="0" to_dmx="0"/>
                        <ChannelSet name="Medium" from_dmx="25700" to_dmx="25700"/>
                        <ChannelSet name="Wide" from_dmx="51400" to_dmx="51400"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="ZoomPulseForward" attribute="ZOOM" feature="FOCUS" preset="FOCUS" from="78.43" to="89.22" physfrom="3" physto="0" min_dmx_24="13158856" max_dmx_24="14968035">
                        <ChannelSet name="Fwd Max" from_dmx="51401" to_dmx="51401"/>
                        <ChannelSet name="Fwd Med" from_dmx="54613" to_dmx="54613"/>
                        <ChannelSet name="Fwd Min" from_dmx="57825" to_dmx="57825"/>
                        <ChannelSet name="Stop" from_dmx="57826" to_dmx="58468"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="ZoomPulseReverse" attribute="ZOOM" feature="FOCUS" preset="FOCUS" from="89.22" to="100" physfrom="0" physto="3" min_dmx_24="14968291" max_dmx_24="16777215">
                        <ChannelSet name="Stop" from_dmx="58469" to_dmx="59110"/>
                        <ChannelSet name="Rev Min" from_dmx="59111" to_dmx="59111"/>
                        <ChannelSet name="Rev Med" from_dmx="62323" to_dmx="62323"/>
                        <ChannelSet name="Rev Max" from_dmx="65535" to_dmx="65535"/>
                    </ChannelFunction>
                </ChannelType>
                <ChannelType coarse="15" fine="16" default="32768" attribute="PAN" feature="POSITION" preset="POSITION">
                    <ChannelFunction subattribute="PAN" attribute="PAN" feature="POSITION" preset="POSITION" from="270" to="-270" physfrom="270" physto="-270" min_dmx_24="0" max_dmx_24="16777215">
                        <ChannelSet name="Min" from_dmx="0" to_dmx="0"/>
                        <ChannelSet name="Center" from_dmx="32768" to_dmx="32768"/>
                        <ChannelSet name="Max" from_dmx="65535" to_dmx="65535"/>
                    </ChannelFunction>
                </ChannelType>
                <ChannelType coarse="17" fine="18" default="32768" attribute="TILT" feature="POSITION" preset="POSITION">
                    <ChannelFunction subattribute="TILT" attribute="TILT" feature="POSITION" preset="POSITION" from="120" to="-120" physfrom="120" physto="-120" min_dmx_24="0" max_dmx_24="16777215">
                        <ChannelSet name="Min" from_dmx="0" to_dmx="0"/>
                        <ChannelSet name="Center" from_dmx="32768" to_dmx="32768"/>
                        <ChannelSet name="Max" from_dmx="65535" to_dmx="65535"/>
                    </ChannelFunction>
                </ChannelType>
                <ChannelType coarse="19" default="0" snap="true" attribute="CONTROL" feature="Control" preset="Control">
                    <ChannelFunction subattribute="CONTROL" attribute="CONTROL" feature="Control" preset="Control" from="0" to="3.53" physfrom="0" physto="0" min_dmx_24="0" max_dmx_24="592137">
                        <ChannelSet name="Idle" from_dmx="0" to_dmx="9" slot_from="0" slot_to="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="FIXTUREGLOBALRESET" attribute="CONTROL" feature="Control" preset="Control" from="3.53" to="5.49" physfrom="0" physto="0" min_dmx_24="657930" max_dmx_24="921102">
                        <ChannelSet name="Reset Entire Fixture (5s)" from_dmx="10" to_dmx="14" slot_from="0" slot_to="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="NOFEATURE" attribute="CONTROL" feature="Control" preset="Control" from="5.49" to="6.27" physfrom="0" physto="0" min_dmx_24="986895" max_dmx_24="1052688"/>
                    <ChannelFunction subattribute="BEAMRESET" attribute="CONTROL" feature="Control" preset="Control" from="6.27" to="6.67" physfrom="0" physto="0" min_dmx_24="1118481" max_dmx_24="1118481">
                        <ChannelSet name="Reset Beam Only (5s)" from_dmx="17" to_dmx="17" slot_from="0" slot_to="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="POSITIONRESET" attribute="CONTROL" feature="Control" preset="Control" from="6.67" to="7.06" physfrom="0" physto="0" min_dmx_24="1184274" max_dmx_24="1184274">
                        <ChannelSet name="Reset Pan and Tilt Only (5s)" from_dmx="18" to_dmx="18" slot_from="0" slot_to="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="NOFEATURE" attribute="CONTROL" feature="Control" preset="Control" from="7.06" to="8.63" physfrom="0" physto="0" min_dmx_24="1250067" max_dmx_24="1447446"/>
                    <ChannelFunction subattribute="DIMMERCURVE" attribute="CONTROL" feature="Control" preset="Control" from="8.63" to="10.2" physfrom="0" physto="0" min_dmx_24="1513239" max_dmx_24="1710618">
                        <ChannelSet name="Linear (1s)" from_dmx="23" to_dmx="23" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Square (1s)" from_dmx="24" to_dmx="24" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Inverse Square (1s)" from_dmx="25" to_dmx="25" slot_from="0" slot_to="0"/>
                        <ChannelSet name="S-Curve (1s)" from_dmx="26" to_dmx="26" slot_from="0" slot_to="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="POSITIONMSPEED" attribute="CONTROL" feature="Control" preset="Control" from="10.2" to="11.37" physfrom="0" physto="0" min_dmx_24="1776411" max_dmx_24="1907997">
                        <ChannelSet name="Standard (1s)" from_dmx="27" to_dmx="27" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Fast (1s)" from_dmx="28" to_dmx="28" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Smooth (1s)" from_dmx="29" to_dmx="29" slot_from="0" slot_to="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="NOFEATURE" attribute="CONTROL" feature="Control" preset="Control" from="11.37" to="13.73" physfrom="0" physto="0" min_dmx_24="1973790" max_dmx_24="2302755"/>
                    <ChannelFunction subattribute="VideoTracking" attribute="CONTROL" feature="Control" preset="Control" from="13.73" to="14.51" physfrom="0" physto="0" min_dmx_24="2368548" max_dmx_24="2434341">
                        <ChannelSet name="Video Tracking ON (1s)" from_dmx="36" to_dmx="36" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Video Tracking OFF (1s)" from_dmx="37" to_dmx="37" slot_from="0" slot_to="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="ColorCalibrationMode" attribute="CONTROL" feature="Control" preset="Control" from="14.51" to="15.29" physfrom="0" physto="0" min_dmx_24="2500134" max_dmx_24="2565927">
                        <ChannelSet name="Extended Color Mode (1s)" from_dmx="38" to_dmx="38" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Calibrated Color Mode (1s)" from_dmx="39" to_dmx="39" slot_from="0" slot_to="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="NOFEATURE" attribute="CONTROL" feature="Control" preset="Control" from="15.29" to="20" physfrom="0" physto="0" min_dmx_24="2631720" max_dmx_24="3355443"/>
                    <ChannelFunction subattribute="FIXTUREDISPLAY" attribute="CONTROL" feature="Control" preset="Control" from="20" to="20.78" physfrom="0" physto="0" min_dmx_24="3421236" max_dmx_24="3487029">
                        <ChannelSet name="Control Panel Display ON (1s)" from_dmx="52" to_dmx="52" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Control Panel Display OFF (1s)" from_dmx="53" to_dmx="53" slot_from="0" slot_to="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="FANSPEED" attribute="CONTROL" feature="Control" preset="Control" from="20.78" to="22.75" physfrom="0" physto="0" min_dmx_24="3552822" max_dmx_24="3815994">
                        <ChannelSet name="Regulated Fan Speed (1s)" from_dmx="54" to_dmx="54" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Full Fan Speed (1s)" from_dmx="55" to_dmx="55" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Medium Fan Speed (1s)" from_dmx="56" to_dmx="56" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Low Fan Speed (1s)" from_dmx="57" to_dmx="57" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Ultra Low Fan Speed (1s)" from_dmx="58" to_dmx="58" slot_from="0" slot_to="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="NOFEATURE" attribute="CONTROL" feature="Control" preset="Control" from="22.75" to="23.53" physfrom="0" physto="0" min_dmx_24="3881787" max_dmx_24="3947580"/>
                    <ChannelFunction subattribute="Hibernation" attribute="CONTROL" feature="Control" preset="Control" from="23.53" to="24.31" physfrom="0" physto="0" min_dmx_24="4013373" max_dmx_24="4079166">
                        <ChannelSet name="Hibernation ON (5s)" from_dmx="61" to_dmx="61" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Hibernation OFF (5s)" from_dmx="62" to_dmx="62" slot_from="0" slot_to="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="NOFEATURE" attribute="CONTROL" feature="Control" preset="Control" from="24.31" to="25.1" physfrom="0" physto="0" min_dmx_24="4144959" max_dmx_24="4210752"/>
                    <ChannelFunction subattribute="PanTiltLimits" attribute="CONTROL" feature="Control" preset="Control" from="25.1" to="27.84" physfrom="0" physto="0" min_dmx_24="4276545" max_dmx_24="4671303">
                        <ChannelSet name="Pan and Tilt Limits ON (5s)" from_dmx="65" to_dmx="65" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Pan and Tilt Limits OFF (5s)" from_dmx="66" to_dmx="66" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Store Lower Pan Limit (5s)" from_dmx="67" to_dmx="67" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Store Upper Pan Limit (5s)" from_dmx="68" to_dmx="68" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Store Lower Tilt Limit (5s)" from_dmx="69" to_dmx="69" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Store Upper Tilt Limit (5s)" from_dmx="70" to_dmx="70" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Reset Pan and Tilt Limits (5s)" from_dmx="71" to_dmx="71" slot_from="0" slot_to="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="TungstenEmulation" attribute="CONTROL" feature="Control" preset="Control" from="27.84" to="28.63" physfrom="0" physto="0" min_dmx_24="4737096" max_dmx_24="4802889">
                        <ChannelSet name="Tungsten Emulation ON (1s)" from_dmx="72" to_dmx="72" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Tungsten Emulation OFF (1s)" from_dmx="73" to_dmx="73" slot_from="0" slot_to="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="SceneCatch" attribute="CONTROL" feature="Control" preset="Control" from="28.63" to="29.8" physfrom="0" physto="0" min_dmx_24="4868682" max_dmx_24="5000268">
                        <ChannelSet name="Scenecatch Record (5s)" from_dmx="74" to_dmx="74" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Scenecatch ON (5s)" from_dmx="75" to_dmx="75" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Scenecatch OFF (5s)" from_dmx="76" to_dmx="76" slot_from="0" slot_to="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="NOFEATURE" attribute="CONTROL" feature="Control" preset="Control" from="29.8" to="35.69" physfrom="0" physto="0" min_dmx_24="5066061" max_dmx_24="5987163"/>
                    <ChannelFunction subattribute="CompactModeBacklight" attribute="CONTROL" feature="Control" preset="Control" from="35.69" to="36.47" physfrom="0" physto="0" min_dmx_24="6052956" max_dmx_24="6118749">
                        <ChannelSet name="Compact Mode Backlight ON (1s)" from_dmx="92" to_dmx="92" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Compact Mode Backlight OFF (1s)" from_dmx="93" to_dmx="93" slot_from="0" slot_to="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="NOFEATURE" attribute="CONTROL" feature="Control" preset="Control" from="36.47" to="38.82" physfrom="0" physto="0" min_dmx_24="6184542" max_dmx_24="6513507"/>
                    <ChannelFunction subattribute="FixtureCalibration" attribute="CONTROL" feature="Control" preset="Control" from="38.82" to="78.04" physfrom="0" physto="0" min_dmx_24="6579300" max_dmx_24="13092807">
                        <ChannelSet name="Enable Calibration (5s)" from_dmx="100" to_dmx="100" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Store Pan and Tilt Calibration (5s)" from_dmx="101" to_dmx="101" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Store Dimmer Calibration (5s)" from_dmx="102" to_dmx="102" slot_from="0" slot_to="0"/>
                        <ChannelSet name="" from_dmx="103" to_dmx="113" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Store Zoom Calibration (5s)" from_dmx="114" to_dmx="114" slot_from="0" slot_to="0"/>
                        <ChannelSet name="" from_dmx="115" to_dmx="198" slot_from="0" slot_to="0"/>
                        <ChannelSet name="Reset All Calibration To Factory Default (5s)" from_dmx="199" to_dmx="199" slot_from="0" slot_to="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="NOFEATURE" attribute="CONTROL" feature="Control" preset="Control" from="78.04" to="100" physfrom="0" physto="0" min_dmx_24="13158600" max_dmx_24="16777215"/>
                </ChannelType>
                <ChannelType coarse="20" default="128" attribute="LEDFrequency" feature="Control" preset="Control">
                    <ChannelFunction subattribute="Hybrid" attribute="LEDFrequency" feature="Control" preset="Control" from="0" to="0" physfrom="0" physto="0" min_dmx_24="0" max_dmx_24="0">
                        <ChannelSet name="Hybrid" from_dmx="0" to_dmx="0"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="FreqTweak" attribute="LEDFrequency" feature="Control" preset="Control" from="0" to="99.61" physfrom="-2" physto="2" min_dmx_24="65793" max_dmx_24="16711422">
                        <ChannelSet name="-2%" from_dmx="1" to_dmx="1"/>
                        <ChannelSet name="0%" from_dmx="128" to_dmx="128"/>
                        <ChannelSet name="+2%" from_dmx="254" to_dmx="254"/>
                    </ChannelFunction>
                    <ChannelFunction subattribute="NOFEATURE" attribute="LEDFrequency" feature="Control" preset="Control" from="99.61" to="100" physfrom="0" physto="0" min_dmx_24="16777215" max_dmx_24="16777215"/>
                </ChannelType>
            </Module>
        </Modules>
        <Instances>
            <Instance module_index="0" patch="1" locked="true"/>
        </Instances>
        <Wheels>
            <Wheel index="0" preset="COLOR" feature="COLOR1" attribute="COLOR1" subattribute="COLOR1">
                <Slot index="0" media_name="Open" r="255" g="253" b="255"/>
                <Slot index="1" media_name="Moroccan Pink" r="171" g="146" b="75"/>
                <Slot index="2" media_name="Pink" r="181" g="111" b="69"/>
                <Slot index="3" media_name="Special Rose Pink" r="183" g="0" b="54"/>
                <Slot index="4" media_name="Follies Pink" r="193" g="41" b="99"/>
                <Slot index="5" media_name="Fuchsia Pink" r="222" g="131" b="177"/>
                <Slot index="6" media_name="Surprise Pink" r="208" g="163" b="184"/>
                <Slot index="7" media_name="Congo Blue" r="172" g="0" b="255"/>
                <Slot index="8" media_name="Tokyo Blue" r="66" g="0" b="255"/>
                <Slot index="9" media_name="Deep Blue" r="0" g="119" b="232"/>
                <Slot index="10" media_name="Just Blue" r="0" g="130" b="147"/>
                <Slot index="11" media_name="Medium Blue" r="0" g="132" b="128"/>
                <Slot index="12" media_name="Double CT Blue" r="135" g="183" b="190"/>
                <Slot index="13" media_name="Slate Blue" r="114" g="182" b="176"/>
                <Slot index="14" media_name="Full CT Blue" r="183" g="178" b="174"/>
                <Slot index="15" media_name="Half CT Blue" r="175" g="181" b="145"/>
                <Slot index="16" media_name="Steel Blue" r="153" g="182" b="149"/>
                <Slot index="17" media_name="Lighter Blue" r="129" g="155" b="185"/>
                <Slot index="18" media_name="Light Blue" r="0" g="133" b="103"/>
                <Slot index="19" media_name="Medium Blue Green" r="0" g="133" b="82"/>
                <Slot index="20" media_name="Dark Green" r="0" g="141" b="46"/>
                <Slot index="21" media_name="Primary Green" r="0" g="135" b="1"/>
                <Slot index="22" media_name="Moss Green" r="0" g="135" b="19"/>
                <Slot index="23" media_name="Fern Green" r="43" g="136" b="30"/>
                <Slot index="24" media_name="JAS Green" r="47" g="132" b="0"/>
                <Slot index="25" media_name="Lime Green" r="93" g="130" b="0"/>
                <Slot index="26" media_name="Spring Yellow" r="114" g="129" b="0"/>
                <Slot index="27" media_name="Deep Amber" r="136" g="128" b="0"/>
                <Slot index="28" media_name="Chrome Orange" r="150" g="126" b="0"/>
                <Slot index="29" media_name="Orange" r="158" g="114" b="0"/>
                <Slot index="30" media_name="Gold Amber" r="162" g="101" b="0"/>
                <Slot index="31" media_name="Millennium Gold" r="166" g="89" b="0"/>
                <Slot index="32" media_name="Deep Golden Amber" r="171" g="67" b="0"/>
                <Slot index="33" media_name="Flame Red" r="176" g="34" b="0"/>
                <Slot index="34" media_name="Red Magenta" r="181" g="0" b="28"/>
                <Slot index="35" media_name="Medium Lavender" r="161" g="60" b="255"/>
                <Slot index="36" media_name="Pure White" r="186" g="177" b="183"/>
                <Slot index="37" media_name="Pure Red" r="255" g="0" b="0"/>
                <Slot index="38" media_name="Pure Yellow" r="253" g="255" b="6"/>
                <Slot index="39" media_name="Pure Green" r="0" g="255" b="38"/>
                <Slot index="40" media_name="Pure Cyan" r="0" g="255" b="255"/>
                <Slot index="41" media_name="Pure Blue" r="64" g="0" b="255"/>
                <Slot index="42" media_name="Pure Magenta" r="255" g="0" b="255"/>
                <Slot index="43" media_name="Peacock Blue" r="0" g="206" b="162"/>
                <Slot index="44" media_name="Dark Lavender" r="255" g="79" b="255"/>
                <Slot index="45" media_name="Double CT Orange" r="224" g="110" b="0"/>
                <Slot index="46" media_name="Full CT Orange" r="221" g="137" b="43"/>
                <Slot index="47" media_name="Half CT Orange" r="221" g="154" b="72"/>
                <Slot index="48" media_name="Deep Straw" r="217" g="130" b="2"/>
            </Wheel>
            <Wheel index="1" preset="COLOR" feature="COLOR2" attribute="COLOR2" subattribute="COLOR2">
                <Slot index="0" media_name="Open" r="255" g="253" b="255"/>
                <Slot index="1" media_name="Moroccan Pink" r="194" g="162" b="89"/>
                <Slot index="2" media_name="Pink" r="206" g="129" b="85"/>
                <Slot index="3" media_name="Special Rose Pink" r="226" g="0" b="73"/>
                <Slot index="4" media_name="Follies Pink" r="218" g="72" b="120"/>
                <Slot index="5" media_name="Fuchsia Pink" r="202" g="132" b="165"/>
                <Slot index="6" media_name="Surprise Pink" r="183" g="149" b="162"/>
                <Slot index="7" media_name="Congo Blue" r="96" g="60" b="206"/>
                <Slot index="8" media_name="Tokyo Blue" r="0" g="55" b="207"/>
                <Slot index="9" media_name="Deep Blue" r="0" g="123" b="206"/>
                <Slot index="10" media_name="Just Blue" r="0" g="185" b="205"/>
                <Slot index="11" media_name="Medium Blue" r="0" g="192" b="186"/>
                <Slot index="12" media_name="Double CT Blue" r="127" g="169" b="173"/>
                <Slot index="13" media_name="Slate Blue" r="116" g="174" b="168"/>
                <Slot index="14" media_name="Full CT Blue" r="168" g="161" b="156"/>
                <Slot index="15" media_name="Half CT Blue" r="172" g="166" b="136"/>
                <Slot index="16" media_name="Steel Blue" r="155" g="171" b="142"/>
                <Slot index="17" media_name="Lighter Blue" r="101" g="183" b="154"/>
                <Slot index="18" media_name="Light Blue" r="0" g="189" b="149"/>
                <Slot index="19" media_name="Medium Blue Green" r="0" g="189" b="121"/>
                <Slot index="20" media_name="Dark Green" r="0" g="186" b="65"/>
                <Slot index="21" media_name="Primary Green" r="0" g="187" b="0"/>
                <Slot index="22" media_name="Moss Green" r="46" g="185" b="14"/>
                <Slot index="23" media_name="Fern Green" r="92" g="184" b="39"/>
                <Slot index="24" media_name="JAS Green" r="96" g="184" b="0"/>
                <Slot index="25" media_name="Lime Green" r="151" g="182" b="0"/>
                <Slot index="26" media_name="Spring Yellow" r="177" g="180" b="0"/>
                <Slot index="27" media_name="Deep Amber" r="196" g="172" b="0"/>
                <Slot index="28" media_name="Chrome Orange" r="200" g="161" b="0"/>
                <Slot index="29" media_name="Orange" r="206" g="145" b="0"/>
                <Slot index="30" media_name="Gold Amber" r="211" g="129" b="0"/>
                <Slot index="31" media_name="Millennium Gold" r="215" g="114" b="0"/>
                <Slot index="32" media_name="Deep Golden Amber" r="221" g="89" b="0"/>
                <Slot index="33" media_name="Flame Red" r="226" g="52" b="0"/>
                <Slot index="34" media_name="Red Magenta" r="231" g="0" b="39"/>
                <Slot index="35" media_name="Medium Lavender" r="90" g="88" b="207"/>
                <Slot index="36" media_name="Pure White" r="171" g="159" b="162"/>
                <Slot index="37" media_name="Pure Red" r="255" g="0" b="0"/>
                <Slot index="38" media_name="Pure Yellow" r="255" g="245" b="0"/>
                <Slot index="39" media_name="Pure Green" r="0" g="255" b="0"/>
                <Slot index="40" media_name="Pure Cyan" r="0" g="255" b="255"/>
                <Slot index="41" media_name="Pure Blue" r="0" g="74" b="255"/>
                <Slot index="42" media_name="Pure Magenta" r="255" g="0" b="255"/>
                <Slot index="43" media_name="Peacock Blue" r="0" g="203" b="163"/>
                <Slot index="44" media_name="Dark Lavender" r="179" g="100" b="223"/>
                <Slot index="45" media_name="Double CT Orange" r="232" g="105" b="0"/>
                <Slot index="46" media_name="Full CT Orange" r="226" g="130" b="35"/>
                <Slot index="47" media_name="Half CT Orange" r="222" g="142" b="66"/>
                <Slot index="48" media_name="Deep Straw" r="228" g="124" b="0"/>
            </Wheel>
        </Wheels>
        <RDMKey ESTAId="19792" DeviceModelId="181"/>
    </FixtureType>
</MA>