Sample file for SO question on LC480 binary encoded fields

Example LC480 File.ixo

<objectstream signature="IXOS" version="1">
	<obj name="root" class="LCExperiment" version="3">
		<prop name="name">FAM/Pulsar 650 Color Compensation</prop>
		<prop name="UID">D314823A4E8A4A929173741F9471D09C</prop>
		<prop name="OwnerUID">20703B8FBAA744C593D5660985D8CF8E</prop>
		<prop name="Created">2004-10-28T05:34:47.998+01:00</prop>
		<prop name="LastModified">2004-10-28T05:50:29.482+01:00</prop>
		<prop name="LastModifiedBy">20703B8FBAA744C593D5660985D8CF8E</prop>
		<prop name="SWVersion">LCS4 4.0.0.23</prop>
		<obj name="AppProperty" class="TAppProperty" version="2">
			<prop name="Created">2004-10-28T05:34:47.998+01:00</prop>
			<prop name="LastModified">1899-12-30T00:00:00.000+01:00</prop>
		</obj>
		<obj name="ConProperty" class="TAppProperty" version="2">
			<prop name="Created">2004-10-28T05:34:47.998+01:00</prop>
			<prop name="LastModified">1899-12-30T00:00:00.000+01:00</prop>
			<prop name="HasProperties">1</prop>
			<obj name="_Properties" class="TAppProperties" version="1">
				<prop name="Created">2004-10-29T02:21:09.098+01:00</prop>
				<prop name="LastModified">1899-12-30T00:00:00.000+01:00</prop>
				<list name="emlist" count="2">
					<obj name="item" class="TAppProperty" version="2">
						<prop name="name">BottomChart</prop>
						<prop name="Created">2004-10-29T02:21:09.148+01:00</prop>
						<prop name="LastModified">2004-10-29T02:21:09.148+01:00</prop>
					</obj>
					<obj name="item" class="TAppProperty" version="2">
						<prop name="name">TopChart</prop>
						<prop name="Created">2004-10-29T02:21:09.158+01:00</prop>
						<prop name="LastModified">2004-10-29T02:21:09.158+01:00</prop>
					</obj>
				</list>
			</obj>
		</obj>
		<obj name="run" class="LCRun" version="3">
			<prop name="name">Run</prop>
			<prop name="Created">2004-10-28T05:34:47.998+01:00</prop>
			<prop name="LastModified">2004-10-28T05:48:36.429+01:00</prop>
			<obj name="AppProperty" class="TAppProperty" version="2">
				<prop name="Created">2004-10-28T05:34:47.998+01:00</prop>
				<prop name="LastModified">1899-12-30T00:00:00.000+01:00</prop>
			</obj>
			<obj name="ConProperty" class="TAppProperty" version="2">
				<prop name="Created">2004-10-28T05:34:47.998+01:00</prop>
				<prop name="LastModified">1899-12-30T00:00:00.000+01:00</prop>
				<prop name="HasProperties">1</prop>
				<obj name="_Properties" class="TAppProperties" version="1">
					<prop name="Created">2004-10-28T05:34:47.998+01:00</prop>
					<prop name="LastModified">1899-12-30T00:00:00.000+01:00</prop>
					<list name="emlist" count="4">
						<obj name="item" class="TAppProperty" version="2">
							<prop name="name">TopChart</prop>
							<prop name="Created">2004-10-28T05:34:48.038+01:00</prop>
							<prop name="LastModified">2004-10-28T05:34:48.038+01:00</prop>
						</obj>
						<obj name="item" class="TAppProperty" version="2">
							<prop name="name">LeftChart</prop>
							<prop name="Created">2004-10-28T05:34:48.038+01:00</prop>
							<prop name="LastModified">2004-10-28T05:34:48.038+01:00</prop>
						</obj>
						<obj name="item" class="TAppProperty" version="2">
							<prop name="name">RightChart</prop>
							<prop name="Created">2004-10-28T05:34:48.038+01:00</prop>
							<prop name="LastModified">2004-10-28T05:34:48.038+01:00</prop>
						</obj>
						<obj name="item" class="TAppProperty" version="2">
							<prop name="name">RunOverviewChart</prop>
							<prop name="Created">2004-10-28T05:34:48.058+01:00</prop>
							<prop name="LastModified">2004-10-28T05:34:48.058+01:00</prop>
						</obj>
					</list>
				</obj>
			</obj>
			<prop name="State">3</prop>
			<prop name="StartTime">2004-10-28T05:36:45.357+01:00</prop>
			<prop name="EndTime">2004-10-28T05:48:36.429+01:00</prop>
			<prop name="InstrumentID">LC_6370</prop>
			<prop name="InstrumentVersion">LC 1.3 0S</prop>
			<prop name="InstrumentName">New Instrument</prop>
			<prop name="InstrCalibrationDate">2004.02.07 08:14:11:00</prop>
			<prop name="Technician">System Admin</prop>
			<obj name="AcquisitionTable" class="AcquisitionTable" version="1">
				<prop name="Count">2400</prop>
				<prop name="ChannelCount">6</prop>
				<list name="Columns" count="19">
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					<item name="ProgramNo">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</item>
					<item name="SegmentNo">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</item>
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</item>
					<item name="Temperature">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</item>
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</item>
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</item>
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				<prop name="Created">2004-10-28T05:34:47.998+01:00</prop>
				<prop name="LastModified">2004-10-28T05:36:45.357+01:00</prop>
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							<prop name="name">Color Comp</prop>
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										<prop name="StepDelay">0</prop>
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										<prop name="Target2">0</prop>
										<prop name="AcquisitionMode">0</prop>
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										<prop name="Slope">20</prop>
										<prop name="StepDelay">0</prop>
										<prop name="StepSize">0</prop>
										<prop name="Target">40</prop>
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										<prop name="AcquisitionMode">2</prop>
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								</list>
							</obj>
						</obj>
					</list>
					<list name="AnalysisModes" count="4">
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						<item>Melting Curves</item>
						<item>Quantification</item>
						<item>Color Compensation</item>
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					<prop name="DefaultDenominator">0</prop>
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					<prop name="LEDMeasure">1</prop>
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													<prop name="SampleType">cctWater</prop>
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										<prop name="name">Target 6</prop>
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											<list name="emlist" count="0">
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