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    <ResourceID>spase://NASA/NumericalData/RBSP/B/RPS/L2/PT1M</ResourceID>
    <ResourceHeader>
      <ResourceName>Van Allen Probe B Proton Spectrometer Belt Research - Relativistic Proton Spectrometer (PSBR-RPS) Energies from ~60 MeV to ~2 GeV, Level 2 (L2), 1 min Data</ResourceName>
      <ReleaseDate>2021-04-27T15:38:11Z</ReleaseDate>
      <Description>Van Allen Probe B, Relativistic Proton Spectrometer, RPS, Proton Spectrometer Belt Research, PSBR, Data. The RPS Instrument is a Solid State Detector Telescope combined with a Cherenkov Radiator. It measures Protons with Energies from about 60 MeV to about 2 GeV. For more Information, see http://rbsp.aerospace.org/. For a complete Description of the Instrument, see Mazur et al., 2012, The Relativistic Proton Spectrometer (RPS) for the Van Allen Probes Mission (formerly known as Radiation Belt Storm Probes, RBSP), Space Science Reviews. DOI 10.1007/s11214-012-9926-9, http://www.springerlink.com/content/p84680786570g7qp/. The instrument PI, Joseph Mazur, can be reached at Joseph.E.Mazur@aero.org.</Description>
      <Acknowledgement>J. Mazur. The Aerospace Corporation designed and built the RPS Instrument with Funding from The National Reconnaissance Office. The RPS Principal Investigator is Joseph Mazur. Those wishing to use RPS Data are strongly urged to notify the Principal Investigator concerning the Topic of their Work. This will enable the RPS Team to assist in Use of the Data and to track the Utility of the Instrument to the broader Community.</Acknowledgement>
      <Contact>
        <PersonID>spase://SMWG/Person/Joseph.Mazur</PersonID>
        <Role>PrincipalInvestigator</Role>
      </Contact>
      <Contact>
        <PersonID>spase://SMWG/Person/Robert.E.McGuire</PersonID>
        <Role>MetadataContact</Role>
      </Contact>
      <Contact>
        <PersonID>spase://SMWG/Person/Lee.Frost.Bargatze</PersonID>
        <Role>MetadataContact</Role>
      </Contact>
      <InformationURL>
        <Name>Van Allen Probes Home Page, JHU/APL</Name>
        <URL>http://vanallenprobes.jhuapl.edu</URL>
        <Description>Van Allen Probes Home Page, Exploring Earth's Radiation Belts and the Extremes of Space Weather, Applied Physics Laboratory, Johns Hopkins University</Description>
      </InformationURL>
      <InformationURL>
        <Name>Van Allen Probes Science Gateway for access to Data, Models, Software and Tools for Researchers, Students and the General Public, JHU/APL</Name>
        <URL>http://rbspgway.jhuapl.edu/</URL>
        <Description>Van Allen Probes Science Gateway for access to Data, Models, Software and Tools for Researchers, Students and the General Public at the Applied Physics Laboratory, Johns Hopkins University</Description>
      </InformationURL>
      <InformationURL>
        <Name>Van Allen Probes Science Gateway, Mission Rules of the Road for Data Usage, JHU/APL</Name>
        <URL>http://rbspgway.jhuapl.edu/data_policy</URL>
        <Description>Van Allen Probes Science Gateway, Mission Rules of the Road for Data Usage, Applied Physics Laboratory at the Applied Physics Laboratory, Johns Hopkins University</Description>
      </InformationURL>
      <InformationURL>
        <Name>Van Allen Probes RPS, Web Page for Instrument Summary and Data Access, ViRBO</Name>
        <URL>http://virbo.org/RBSP/RPS</URL>
        <Description>Van Allen Probes Relativistic Proton Spectrometer, RPS, Web Page for Instrument Description Summary and Data Access Links, at the Virtual Radiation Belt Observatory</Description>
      </InformationURL>
      <PriorID>spase://VSPO/NumericalData/RBSP/B/PSBR/RPS/L2/PT1M</PriorID>
      <PriorID>spase://VSPO/NumericalData/RBSP/B/PSBR/RelativisticProtonSpectrometer/Level2/PT1M</PriorID>
      <PriorID>spase://VSPO/NumericalData/RBSP/B/RPS/L2/PT1M</PriorID>
    </ResourceHeader>
    <AccessInformation>
      <RepositoryID>spase://SMWG/Repository/NASA/GSFC/SPDF</RepositoryID>
      <Availability>Online</Availability>
      <AccessRights>Open</AccessRights>
      <AccessURL>
        <Name>FTPS from SPDF (not with most browsers)</Name>
        <URL>ftps://spdf.gsfc.nasa.gov/pub/data/rbsp/rbspb/l2/psbr/rps-1min/</URL>
        <Description>Access to Data in CDF Format via ftp from SPDF</Description>
      </AccessURL>
      <AccessURL>
        <Name>HTTPS from SPDF</Name>
        <URL>https://spdf.gsfc.nasa.gov/pub/data/rbsp/rbspb/l2/psbr/rps-1min/</URL>
        <Description>Access to Data in CDF Format via http from SPDF</Description>
      </AccessURL>
      <AccessURL>
        <Name>CDAWeb</Name>
        <URL>https://cdaweb.gsfc.nasa.gov/cgi-bin/eval2.cgi?dataset=RBSPB_L2-1MIN_PSBR-RPS&amp;index=sp_phys</URL>
        <ProductKey>RBSPB_L2-1MIN_PSBR-RPS</ProductKey>
        <Description>Access to ASCII, CDF, and Plots via NASA/GSFC CDAWeb</Description>
      </AccessURL>
      <Format>CDF</Format>
      <Encoding>None</Encoding>
      <Acknowledgement>J. Mazur. The Aerospace Corporation designed and built the RPS Instrument with Funding from The National Reconnaissance Office. The RPS Principal Investigator is Joseph Mazur. Those wishing to use RPS Data are strongly urged to notify the Principal Investigator concerning the Topic of their Work. This will enable the RPS Team to assist in Use of the Data and to track the Utility of the Instrument to the broader Community. Please acknowledge the Data Providers and CDAWeb when using these Data.</Acknowledgement>
    </AccessInformation>
    <AccessInformation>
      <RepositoryID>spase://SMWG/Repository/NASA/GSFC/SPDF</RepositoryID>
      <Availability>Online</Availability>
      <AccessRights>Open</AccessRights>
      <AccessURL>
        <Name>CDAWeb HAPI Server</Name>
        <URL>https://cdaweb.gsfc.nasa.gov/hapi</URL>
        <Style>HAPI</Style>
        <ProductKey>RBSPB_L2-1MIN_PSBR-RPS</ProductKey>
        <Description>Web Service to this product using the HAPI interface.</Description>
      </AccessURL>
      <Format>CSV</Format>
      <Acknowledgement>J. Mazur. The Aerospace Corporation designed and built the RPS Instrument with Funding from The National Reconnaissance Office. The RPS Principal Investigator is Joseph Mazur. Those wishing to use RPS Data are strongly urged to notify the Principal Investigator concerning the Topic of their Work. This will enable the RPS Team to assist in Use of the Data and to track the Utility of the Instrument to the broader Community. Please acknowledge the Data Providers and CDAWeb when using these Data.</Acknowledgement>
    </AccessInformation>
    <ProcessingLevel>Calibrated</ProcessingLevel>
    <InstrumentID>spase://SMWG/Instrument/RBSP/B/Ephemeris</InstrumentID>
    <InstrumentID>spase://SMWG/Instrument/RBSP/B/RPS</InstrumentID>
    <MeasurementType>EnergeticParticles</MeasurementType>
    <MeasurementType>InstrumentStatus</MeasurementType>
    <MeasurementType>MagneticField</MeasurementType>
    <TemporalDescription>
      <TimeSpan>
        <StartDate>2012-09-01T00:00:30.000</StartDate>
        <StopDate>2019-10-18T16:30:00Z</StopDate>
      </TimeSpan>
      <Cadence>PT1M</Cadence>
    </TemporalDescription>
    <ObservedRegion>Earth.Magnetosphere</ObservedRegion>
    <ObservedRegion>Earth.Magnetosphere.Main</ObservedRegion>
    <ObservedRegion>Earth.Magnetosphere.RadiationBelt</ObservedRegion>
    <ObservedRegion>Earth.NearSurface.EquatorialRegion</ObservedRegion>
    <Parameter>
      <Name>Epoch Time, UTC, Midpoint</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>Epoch</ParameterKey>
      <Description>Epoch Time, Coordinated Universal Time, UTC, Midpoint of 1 s Data</Description>
      <Cadence>PT1M</Cadence>
      <Units>ms</Units>
      <UnitsConversion>1.0e-3&gt;s</UnitsConversion>
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        <AxisLabel>Epoch</AxisLabel>
        <ScaleType>LinearScale</ScaleType>
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      <ValidMin>01-Jan-0000 00:00:00.000</ValidMin>
      <ValidMax>31-Dec-9999 23:59:59.998</ValidMax>
      <FillValue>31-Dec-9999 23:59:59.999</FillValue>
      <Support>
        <Qualifier>Scalar</Qualifier>
        <SupportQuantity>Temporal</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Seconds of Livetime</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>Seconds</ParameterKey>
      <Description>Seconds of Livetime in the Minute</Description>
      <Cadence>PT1M</Cadence>
      <Units>s</Units>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>Seconds</AxisLabel>
        <ValueFormat>E15.8</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
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      <ValidMin>0.0</ValidMin>
      <ValidMax>61.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Support>
        <Qualifier>Scalar</Qualifier>
        <SupportQuantity>Temporal</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Mission Elapsed Time, Midpoint</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>MET_SEC</ParameterKey>
      <Description>Mission Elapsed Time, MET, Midpoint of the Minute in Seconds</Description>
      <Cadence>PT1M</Cadence>
      <Units>s</Units>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>MET SEC</AxisLabel>
        <ValueFormat>E15.8</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0.0</ValidMin>
      <ValidMax>1.0e+10</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Support>
        <Qualifier>Scalar</Qualifier>
        <SupportQuantity>Temporal</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Mission Day, Level 0 Data Point</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>Mission_Day</ParameterKey>
      <Description>Mission Day of Level 0 Files for this Data Point</Description>
      <Cadence>PT1M</Cadence>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>Mission Day</AxisLabel>
        <ValueFormat>I10</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0</ValidMin>
      <ValidMax>10000</ValidMax>
      <FillValue>65535</FillValue>
      <Support>
        <Qualifier>Scalar</Qualifier>
        <SupportQuantity>Other</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Spacecraft Position Vector, Geographic Cartesian Coordinates</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>Position</ParameterKey>
      <Description>Spacecraft Position Vector, Geographic, GEO, Cartesian Coordinates</Description>
      <Cadence>PT1M</Cadence>
      <Units>km</Units>
      <UnitsConversion>1.0e3&gt;m</UnitsConversion>
      <CoordinateSystem>
        <CoordinateRepresentation>Cartesian</CoordinateRepresentation>
        <CoordinateSystemName>GEO</CoordinateSystemName>
      </CoordinateSystem>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>Position</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <Structure>
        <Size>3</Size>
        <Element>
          <Name>Xgeo</Name>
          <Index>1</Index>
          <RenderingHints>
            <AxisLabel>Xgeo</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>Ygeo</Name>
          <Index>2</Index>
          <RenderingHints>
            <AxisLabel>Ygeo</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>Zgeo</Name>
          <Index>3</Index>
          <RenderingHints>
            <AxisLabel>Zgeo</AxisLabel>
          </RenderingHints>
        </Element>
      </Structure>
      <ValidMin>-50000.0</ValidMin>
      <ValidMax>50000.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Support>
        <Qualifier>Vector</Qualifier>
        <Qualifier>Array</Qualifier>
        <SupportQuantity>Positional</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Data Quality Flag, Spacecraft Position Vector, Geographic Cartesian Coordinates</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>Position_Quality</ParameterKey>
      <Description>Data Quality Flag, Spacecraft Position Vector, Geographic, GEO, Cartesian Coordinates, 0=Definitive, 1=Predicted</Description>
      <Cadence>PT1M</Cadence>
      <Units>(0=def)</Units>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>Position Quality</AxisLabel>
        <ValueFormat>I10</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0</ValidMin>
      <ValidMax>1</ValidMax>
      <FillValue>65535</FillValue>
      <Support>
        <Qualifier>Scalar</Qualifier>
        <SupportQuantity>Other</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Orbit Number</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>Orbit_Number</ParameterKey>
      <Description>Orbit Number</Description>
      <Cadence>PT1M</Cadence>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>Orbit Number</AxisLabel>
        <ValueFormat>I10</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0</ValidMin>
      <ValidMax>10000</ValidMax>
      <FillValue>65535</FillValue>
      <Support>
        <Qualifier>Scalar</Qualifier>
        <SupportQuantity>Other</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Orbit Status</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>Orbit_Status</ParameterKey>
      <Description>Orbit Status: 0=Outbound, 1=Inbound</Description>
      <Cadence>PT1M</Cadence>
      <Units>(0=out,1=in)</Units>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>Orbit Status</AxisLabel>
        <ValueFormat>I10</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0</ValidMin>
      <ValidMax>1</ValidMax>
      <FillValue>255</FillValue>
      <Support>
        <Qualifier>Scalar</Qualifier>
        <SupportQuantity>InstrumentMode</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Orbit Epoch</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>Orbit_Epoch</ParameterKey>
      <Description>Orbit Epoch, Decimal Hours since Perigee</Description>
      <Cadence>PT1M</Cadence>
      <Units>h</Units>
      <UnitsConversion>3600&gt;s</UnitsConversion>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>Orbit Epoch</AxisLabel>
        <ValueFormat>F15.10</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0.0</ValidMin>
      <ValidMax>10.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Support>
        <Qualifier>Scalar</Qualifier>
        <SupportQuantity>Temporal</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Earth Cone Angle</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>EarthConeAngle</ParameterKey>
      <Description>Earth Cone Angle, Half-Angle of Earth as seen from the Spacecraft</Description>
      <Cadence>PT1M</Cadence>
      <Units>°</Units>
      <UnitsConversion>0.0174532925&gt;rad</UnitsConversion>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>EarthConeAngle</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0.0</ValidMin>
      <ValidMax>90.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Support>
        <Qualifier>Scalar</Qualifier>
        <SupportQuantity>Other</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Measured Magnetic Field Vector, Geographic Cartesian Coordinates</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>B_Meas</ParameterKey>
      <Description>Measured Magnetic Field Vector, Geographic, GEO, Cartesian Coordinates</Description>
      <Cadence>PT1M</Cadence>
      <Units>nT</Units>
      <UnitsConversion>1.0e-9&gt;T</UnitsConversion>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>B Meas</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <Structure>
        <Size>3</Size>
        <Element>
          <Name>Meas. BXgeo</Name>
          <Index>1</Index>
          <RenderingHints>
            <AxisLabel>Meas. BXgeo</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>Meas. BYgeo</Name>
          <Index>2</Index>
          <RenderingHints>
            <AxisLabel>Meas. BYgeo</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>Meas. BZgeo</Name>
          <Index>3</Index>
          <RenderingHints>
            <AxisLabel>Meas. BZgeo</AxisLabel>
          </RenderingHints>
        </Element>
      </Structure>
      <ValidMin>-200000.0</ValidMin>
      <ValidMax>200000.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Field>
        <Qualifier>Vector</Qualifier>
        <Qualifier>Array</Qualifier>
        <FieldQuantity>Magnetic</FieldQuantity>
      </Field>
    </Parameter>
    <Parameter>
      <Name>Measured Magnetic Field Flag</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>B_Meas_Flag</ParameterKey>
      <Description>Measured Magnetic Field Flag: 0=MAG L0 File, 1=MAG L1 File, etc. If this Flag equals 255, then the Olson-Pfitzer 1977 Quiet, OP77Q, Magnetic Field Model is used for computing Alpha and Beta</Description>
      <Cadence>PT1M</Cadence>
      <Units>(source level)</Units>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>B Meas Flag</AxisLabel>
        <ValueFormat>I10</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0</ValidMin>
      <ValidMax>5</ValidMax>
      <FillValue>255</FillValue>
      <Support>
        <Qualifier>Scalar</Qualifier>
        <SupportQuantity>InstrumentMode</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Spin Rate, Omega</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>SPIN_OMEGA</ParameterKey>
      <Description>Spin Rate, Omega, the Relativistic Proton Spectrometer, RPS, Spin Axis Vector in Geographic, GEO, Cartesian Coordinates, the Vector Norm is the Spin Rate</Description>
      <Cadence>PT1M</Cadence>
      <Units>rad/s</Units>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>SPIN OMEGA</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <Structure>
        <Size>3</Size>
        <Element>
          <Name>Spin Xgeo</Name>
          <Index>1</Index>
          <RenderingHints>
            <AxisLabel>Spin Xgeo</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>Spin Ygeo</Name>
          <Index>2</Index>
          <RenderingHints>
            <AxisLabel>Spin Ygeo</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>Spin Zgeo</Name>
          <Index>3</Index>
          <RenderingHints>
            <AxisLabel>Spin Zgeo</AxisLabel>
          </RenderingHints>
        </Element>
      </Structure>
      <ValidMin>-10.0</ValidMin>
      <ValidMax>10.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Support>
        <Qualifier>Array</Qualifier>
        <SupportQuantity>Positional</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Data Channel Count Rate, Spectrograms</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>DATA_CHANNEL_COUNTS</ParameterKey>
      <Description>Data Channel Count Rate, Spectrograms based on EVENT_ENERGY_MIN2SSD, the Estimated Event Energy calculated by using the Average of Minimum 2 Solid State Detector, SSD, Deposits Algorithm</Description>
      <Cadence>PT1M</Cadence>
      <Units>s^-1</Units>
      <RenderingHints>
        <DisplayType>Spectrogram</DisplayType>
        <AxisLabel>DATA CHANNEL COUNTS</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LogScale</ScaleType>
      </RenderingHints>
      <Structure>
        <Size>20</Size>
        <Element>
          <Name>0</Name>
          <Index>1</Index>
          <RenderingHints>
            <AxisLabel>0</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>1</Name>
          <Index>2</Index>
          <RenderingHints>
            <AxisLabel>1</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>2</Name>
          <Index>3</Index>
          <RenderingHints>
            <AxisLabel>2</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>3</Name>
          <Index>4</Index>
          <RenderingHints>
            <AxisLabel>3</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>4</Name>
          <Index>5</Index>
          <RenderingHints>
            <AxisLabel>4</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>5</Name>
          <Index>6</Index>
          <RenderingHints>
            <AxisLabel>5</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>6</Name>
          <Index>7</Index>
          <RenderingHints>
            <AxisLabel>6</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>7</Name>
          <Index>8</Index>
          <RenderingHints>
            <AxisLabel>7</AxisLabel>
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        <Element>
          <Name>8</Name>
          <Index>9</Index>
          <RenderingHints>
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        <Element>
          <Name>9</Name>
          <Index>10</Index>
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            <AxisLabel>9</AxisLabel>
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          <Name>10</Name>
          <Index>11</Index>
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            <AxisLabel>10</AxisLabel>
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        </Element>
        <Element>
          <Name>11</Name>
          <Index>12</Index>
          <RenderingHints>
            <AxisLabel>11</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>12</Name>
          <Index>13</Index>
          <RenderingHints>
            <AxisLabel>12</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>13</Name>
          <Index>14</Index>
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            <AxisLabel>13</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>14</Name>
          <Index>15</Index>
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            <AxisLabel>14</AxisLabel>
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        </Element>
        <Element>
          <Name>15</Name>
          <Index>16</Index>
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            <AxisLabel>15</AxisLabel>
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        <Element>
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          <Index>17</Index>
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            <AxisLabel>16</AxisLabel>
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        </Element>
        <Element>
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          <Index>18</Index>
          <RenderingHints>
            <AxisLabel>17</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>18</Name>
          <Index>19</Index>
          <RenderingHints>
            <AxisLabel>18</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>19</Name>
          <Index>20</Index>
          <RenderingHints>
            <AxisLabel>19</AxisLabel>
          </RenderingHints>
        </Element>
      </Structure>
      <ValidMin>0.0</ValidMin>
      <ValidMax>100000.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Particle>
        <ParticleType>Ion</ParticleType>
        <Qualifier>Array</Qualifier>
        <ParticleQuantity>CountRate</ParticleQuantity>
      </Particle>
    </Parameter>
    <Parameter>
      <Name>Proton Differential Flux Intensity, Isotropic Assumption</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>FPDI</ParameterKey>
      <Description>Proton Differential Flux Intensity, Unidirectional, Spectrograms versus Energy, Isotropic Assumption</Description>
      <Caveats>FPDI stands for Flux, Proton, Differential, Isotropic</Caveats>
      <Cadence>PT1M</Cadence>
      <Units>(cm^2 s sr MeV)^-1</Units>
      <UnitsConversion>6.24161e-19&gt;(m^2 s sr J)^-1</UnitsConversion>
      <RenderingHints>
        <DisplayType>Spectrogram</DisplayType>
        <AxisLabel>FPDI</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LogScale</ScaleType>
      </RenderingHints>
      <Structure>
        <Size>20</Size>
        <Element>
          <Name>58 MeV</Name>
          <Index>1</Index>
          <RenderingHints>
            <AxisLabel>58.1000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>75 MeV</Name>
          <Index>2</Index>
          <RenderingHints>
            <AxisLabel>74.9000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>90 MeV</Name>
          <Index>3</Index>
          <RenderingHints>
            <AxisLabel>89.9000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>106 MeV</Name>
          <Index>4</Index>
          <RenderingHints>
            <AxisLabel>106.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>123 MeV</Name>
          <Index>5</Index>
          <RenderingHints>
            <AxisLabel>123.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>143 MeV</Name>
          <Index>6</Index>
          <RenderingHints>
            <AxisLabel>143.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>165 MeV</Name>
          <Index>7</Index>
          <RenderingHints>
            <AxisLabel>165.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>192 MeV</Name>
          <Index>8</Index>
          <RenderingHints>
            <AxisLabel>192.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>224 MeV</Name>
          <Index>9</Index>
          <RenderingHints>
            <AxisLabel>224.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>261 MeV</Name>
          <Index>10</Index>
          <RenderingHints>
            <AxisLabel>261.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>305 MeV</Name>
          <Index>11</Index>
          <RenderingHints>
            <AxisLabel>305.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>356 MeV</Name>
          <Index>12</Index>
          <RenderingHints>
            <AxisLabel>356.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>414 MeV</Name>
          <Index>13</Index>
          <RenderingHints>
            <AxisLabel>414.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>469 MeV</Name>
          <Index>14</Index>
          <RenderingHints>
            <AxisLabel>469.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>529 MeV</Name>
          <Index>15</Index>
          <RenderingHints>
            <AxisLabel>529.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>600 MeV</Name>
          <Index>16</Index>
          <RenderingHints>
            <AxisLabel>600.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>683 MeV</Name>
          <Index>17</Index>
          <RenderingHints>
            <AxisLabel>683.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>787 MeV</Name>
          <Index>18</Index>
          <RenderingHints>
            <AxisLabel>787.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>907 MeV</Name>
          <Index>19</Index>
          <RenderingHints>
            <AxisLabel>907.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>1325 MeV</Name>
          <Index>20</Index>
          <RenderingHints>
            <AxisLabel>1320.00</AxisLabel>
          </RenderingHints>
        </Element>
      </Structure>
      <ValidMin>0.0</ValidMin>
      <ValidMax>1.0e+10</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Particle>
        <ParticleType>Proton</ParticleType>
        <Qualifier>Array</Qualifier>
        <ParticleQuantity>NumberFlux</ParticleQuantity>
        <AtomicNumber>1</AtomicNumber>
      </Particle>
    </Parameter>
    <Parameter>
      <Name>RMS Error, Natural Logarithm, Proton Differential Flux Intensity, Isotropic Assumption</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>FPDI_RMSE</ParameterKey>
      <Description>RMS Error, Natural Logarithm of the Proton Differential Flux Intensity, ln(FPDI), Spectrograms versus Energy, Isotropic Assumption, including Poisson and Cross-Calibration Errors</Description>
      <Caveats>FPDI stands for Flux, Proton, Differential, Isotropic</Caveats>
      <Cadence>PT1M</Cadence>
      <RenderingHints>
        <DisplayType>Spectrogram</DisplayType>
        <AxisLabel>FPDI RMSE</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <Structure>
        <Size>20</Size>
        <Element>
          <Name>58 MeV</Name>
          <Index>1</Index>
          <RenderingHints>
            <AxisLabel>58.1000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>75 MeV</Name>
          <Index>2</Index>
          <RenderingHints>
            <AxisLabel>74.9000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>90 MeV</Name>
          <Index>3</Index>
          <RenderingHints>
            <AxisLabel>89.9000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>106 MeV</Name>
          <Index>4</Index>
          <RenderingHints>
            <AxisLabel>106.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>123 MeV</Name>
          <Index>5</Index>
          <RenderingHints>
            <AxisLabel>123.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>143 MeV</Name>
          <Index>6</Index>
          <RenderingHints>
            <AxisLabel>143.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>165 MeV</Name>
          <Index>7</Index>
          <RenderingHints>
            <AxisLabel>165.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>192 MeV</Name>
          <Index>8</Index>
          <RenderingHints>
            <AxisLabel>192.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>224 MeV</Name>
          <Index>9</Index>
          <RenderingHints>
            <AxisLabel>224.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>261 MeV</Name>
          <Index>10</Index>
          <RenderingHints>
            <AxisLabel>261.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>305 MeV</Name>
          <Index>11</Index>
          <RenderingHints>
            <AxisLabel>305.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>356 MeV</Name>
          <Index>12</Index>
          <RenderingHints>
            <AxisLabel>356.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>414 MeV</Name>
          <Index>13</Index>
          <RenderingHints>
            <AxisLabel>414.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>469 MeV</Name>
          <Index>14</Index>
          <RenderingHints>
            <AxisLabel>469.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>529 MeV</Name>
          <Index>15</Index>
          <RenderingHints>
            <AxisLabel>529.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>600 MeV</Name>
          <Index>16</Index>
          <RenderingHints>
            <AxisLabel>600.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>683 MeV</Name>
          <Index>17</Index>
          <RenderingHints>
            <AxisLabel>683.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>787 MeV</Name>
          <Index>18</Index>
          <RenderingHints>
            <AxisLabel>787.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>907 MeV</Name>
          <Index>19</Index>
          <RenderingHints>
            <AxisLabel>907.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>1325 MeV</Name>
          <Index>20</Index>
          <RenderingHints>
            <AxisLabel>1320.00</AxisLabel>
          </RenderingHints>
        </Element>
      </Structure>
      <ValidMin>0.0</ValidMin>
      <ValidMax>1000.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Particle>
        <ParticleType>Proton</ParticleType>
        <Qualifier>Array</Qualifier>
        <ParticleQuantity>NumberFlux</ParticleQuantity>
        <AtomicNumber>1</AtomicNumber>
      </Particle>
    </Parameter>
    <Parameter>
      <Name>Data Quality Flag, Proton Differential Flux Intensity, Unidirectional</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>FPDI_Quality</ParameterKey>
      <Description>Data Quality Flag, Proton Differential Flux Intensity, Unidirectional, Spectrograms versus Energy: 0=Highest Quality, 1=Problem with Time Resolution, 2=Contamination, 3=Saturation, 4=Other Problem, 5=Background, 10=Not yet quality checked</Description>
      <Caveats>FPDI stands for Flux, Proton, Differential, Isotropic</Caveats>
      <Cadence>PT1M</Cadence>
      <RenderingHints>
        <DisplayType>Spectrogram</DisplayType>
        <AxisLabel>FPDI Quality</AxisLabel>
        <ValueFormat>I10</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <Structure>
        <Size>20</Size>
        <Element>
          <Name>58 MeV</Name>
          <Index>1</Index>
          <RenderingHints>
            <AxisLabel>58.1000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>75 MeV</Name>
          <Index>2</Index>
          <RenderingHints>
            <AxisLabel>74.9000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>90 MeV</Name>
          <Index>3</Index>
          <RenderingHints>
            <AxisLabel>89.9000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>106 MeV</Name>
          <Index>4</Index>
          <RenderingHints>
            <AxisLabel>106.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>123 MeV</Name>
          <Index>5</Index>
          <RenderingHints>
            <AxisLabel>123.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>143 MeV</Name>
          <Index>6</Index>
          <RenderingHints>
            <AxisLabel>143.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>165 MeV</Name>
          <Index>7</Index>
          <RenderingHints>
            <AxisLabel>165.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>192 MeV</Name>
          <Index>8</Index>
          <RenderingHints>
            <AxisLabel>192.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>224 MeV</Name>
          <Index>9</Index>
          <RenderingHints>
            <AxisLabel>224.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>261 MeV</Name>
          <Index>10</Index>
          <RenderingHints>
            <AxisLabel>261.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>305 MeV</Name>
          <Index>11</Index>
          <RenderingHints>
            <AxisLabel>305.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>356 MeV</Name>
          <Index>12</Index>
          <RenderingHints>
            <AxisLabel>356.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>414 MeV</Name>
          <Index>13</Index>
          <RenderingHints>
            <AxisLabel>414.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>469 MeV</Name>
          <Index>14</Index>
          <RenderingHints>
            <AxisLabel>469.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>529 MeV</Name>
          <Index>15</Index>
          <RenderingHints>
            <AxisLabel>529.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>600 MeV</Name>
          <Index>16</Index>
          <RenderingHints>
            <AxisLabel>600.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>683 MeV</Name>
          <Index>17</Index>
          <RenderingHints>
            <AxisLabel>683.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>787 MeV</Name>
          <Index>18</Index>
          <RenderingHints>
            <AxisLabel>787.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>907 MeV</Name>
          <Index>19</Index>
          <RenderingHints>
            <AxisLabel>907.000</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>1325 MeV</Name>
          <Index>20</Index>
          <RenderingHints>
            <AxisLabel>1320.00</AxisLabel>
          </RenderingHints>
        </Element>
      </Structure>
      <ValidMin>0</ValidMin>
      <ValidMax>100</ValidMax>
      <FillValue>65535</FillValue>
      <Support>
        <Qualifier>Array</Qualifier>
        <SupportQuantity>Other</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Mission accumulated Dose, Dosimeter 1</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>DOSE1</ParameterKey>
      <Description>Mission accumulated Dose, Dosimeter 1, Front</Description>
      <Cadence>PT1M</Cadence>
      <Units>rad</Units>
      <UnitsConversion>0.01&gt;Gy</UnitsConversion>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>DOSE1</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0.0</ValidMin>
      <ValidMax>1.0e+07</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Mixed>
        <MixedQuantity>Other</MixedQuantity>
        <Qualifier>Scalar</Qualifier>
      </Mixed>
    </Parameter>
    <Parameter>
      <Name>Dose Rate, Dosimeter 1</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>DOSE1_RATE</ParameterKey>
      <Description>Dose Rate, Dosimeter 1, Front</Description>
      <Cadence>PT1M</Cadence>
      <Units>rad/s</Units>
      <UnitsConversion>0.01&gt;Gy/s</UnitsConversion>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>DOSE1 RATE</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0.0</ValidMin>
      <ValidMax>1.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Mixed>
        <MixedQuantity>Other</MixedQuantity>
        <Qualifier>Scalar</Qualifier>
      </Mixed>
    </Parameter>
    <Parameter>
      <Name>Mission accumulated Dose, Dosimeter 2</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>DOSE2</ParameterKey>
      <Description>Mission accumulated Dose, Dosimeter 2, Side</Description>
      <Cadence>PT1M</Cadence>
      <Units>rad</Units>
      <UnitsConversion>0.01&gt;Gy</UnitsConversion>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>DOSE2</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0.0</ValidMin>
      <ValidMax>1.0e+07</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Mixed>
        <MixedQuantity>Other</MixedQuantity>
        <Qualifier>Scalar</Qualifier>
      </Mixed>
    </Parameter>
    <Parameter>
      <Name>Dose Rate, Dosimeter 2</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>DOSE2_RATE</ParameterKey>
      <Description>Dose Rate, Dosimeter 2, Side</Description>
      <Cadence>PT1M</Cadence>
      <Units>rad/s</Units>
      <UnitsConversion>0.01&gt;Gy/s</UnitsConversion>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>DOSE2 RATE</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0.0</ValidMin>
      <ValidMax>1.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Mixed>
        <MixedQuantity>Other</MixedQuantity>
        <Qualifier>Scalar</Qualifier>
      </Mixed>
    </Parameter>
    <Parameter>
      <Name>McIlwain L Shell Parameter, locally mirroring Particle, OP77Q Magnetic Field Model</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>L</ParameterKey>
      <Description>McIlwain L Shell Parameter for a locally mirroring Particle, computed by using the Olson-Pfitzer 1977 Quiet, OP77Q, Magnetic Field Model</Description>
      <Cadence>PT1M</Cadence>
      <Units>Re</Units>
      <UnitsConversion>6.3712e6&gt;m</UnitsConversion>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>L</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0.0</ValidMin>
      <ValidMax>20.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Support>
        <Qualifier>Scalar</Qualifier>
        <SupportQuantity>Other</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Roederer L* generalized L Shell Parameter, 90° Particle, OP77Q Magnetic Field Model</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>L_star</ParameterKey>
      <Description>Roederer L* generalized L Shell Parameter for a 90° Pitch Angle Particle, computed by using the Olson-Pfitzer 1977 Quiet, OP77Q, Magnetic Field Model</Description>
      <Cadence>PT1M</Cadence>
      <Units>Re</Units>
      <UnitsConversion>6.3712e6&gt;m</UnitsConversion>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>L star</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0.0</ValidMin>
      <ValidMax>20.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Support>
        <Qualifier>Scalar</Qualifier>
        <SupportQuantity>Other</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Third Drift Invariant, Phi, 90° Particle, OP77Q Magnetic Field Model</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>Phi</ParameterKey>
      <Description>Third Drift Invariant, Phi, for a 90° Pitch Angle Particle, computed by using the Olson-Pfitzer 1977 Quiet, OP77Q, Magnetic Field Model</Description>
      <Cadence>PT1M</Cadence>
      <Units>nT Re^2</Units>
      <UnitsConversion>4.05922e+4&gt;T m^2</UnitsConversion>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>Phi</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>1000.0</ValidMin>
      <ValidMax>1.0e+06</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Field>
        <Qualifier>Scalar</Qualifier>
        <FieldQuantity>Magnetic</FieldQuantity>
      </Field>
    </Parameter>
    <Parameter>
      <Name>Equatorial Pitch Angle, Alpha, 90° Particle, OP77Q Magnetic Field Model</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>Alpha_Eq</ParameterKey>
      <Description>Equatorial Pitch Angle, Alpha, for a 90° Pitch Angle Particle, computed by using the Olson-Pfitzer 1977 Quiet, OP77Q, Magnetic Field Model</Description>
      <Cadence>PT1M</Cadence>
      <Units>°</Units>
      <UnitsConversion>0.0174532925&gt;rad</UnitsConversion>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>Alpha Eq</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0.0</ValidMin>
      <ValidMax>90.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Support>
        <Qualifier>Scalar</Qualifier>
        <SupportQuantity>Other</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Model Spacecraft Magnetic Field Vector, Geographic Cartesian Coordinates, OP77Q Magnetic Field Model</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>B_Calc</ParameterKey>
      <Description>Model Spacecraft Magnetic Field Vector, Geographic, GEO, Cartesian Coordinates, computed by using the Olson-Pfitzer 1977 Quiet, OP77Q, Magnetic Field Model</Description>
      <Cadence>PT1M</Cadence>
      <Units>nT</Units>
      <UnitsConversion>1.0e-9&gt;T</UnitsConversion>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>B Calc</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <Structure>
        <Size>3</Size>
        <Element>
          <Name>OPQ BXgeo</Name>
          <Index>1</Index>
          <RenderingHints>
            <AxisLabel>OPQ BXgeo</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>OPQ BYgeo</Name>
          <Index>2</Index>
          <RenderingHints>
            <AxisLabel>OPQ BYgeo</AxisLabel>
          </RenderingHints>
        </Element>
        <Element>
          <Name>OPQ BZgeo</Name>
          <Index>3</Index>
          <RenderingHints>
            <AxisLabel>OPQ BZgeo</AxisLabel>
          </RenderingHints>
        </Element>
      </Structure>
      <ValidMin>-200000.0</ValidMin>
      <ValidMax>200000.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Field>
        <Qualifier>Vector</Qualifier>
        <Qualifier>Array</Qualifier>
        <FieldQuantity>Magnetic</FieldQuantity>
      </Field>
    </Parameter>
    <Parameter>
      <Name>Model Magnetic Field Magnitude, Field Line Local Minimum, OP77Q Magnetic Field Model</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>B_Eq</ParameterKey>
      <Description>Model Magnetic Field Magnitude, Field Line Local Minimum, computed by using the Olson-Pfitzer 1977 Quiet, OP77Q, Magnetic Field Model</Description>
      <Cadence>PT1M</Cadence>
      <Units>nT</Units>
      <UnitsConversion>1.0e-9&gt;T</UnitsConversion>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>B Eq</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0.0</ValidMin>
      <ValidMax>200000.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Field>
        <Qualifier>Magnitude</Qualifier>
        <Qualifier>Scalar</Qualifier>
        <FieldQuantity>Magnetic</FieldQuantity>
      </Field>
    </Parameter>
    <Parameter>
      <Name>Spacecraft Position, Magnetic Local Time, OP77Q Magnetic Field Model</Name>
      <Set>Time Series defined by using: EPOCH</Set>
      <ParameterKey>MLT</ParameterKey>
      <Description>Spacecraft Position, Magnetic Local Time, MLT, in Hours, computed by using the Olson-Pfitzer 1977 Quiet, OP77Q, Magnetic Field Model</Description>
      <Cadence>PT1M</Cadence>
      <Units>h</Units>
      <UnitsConversion>3600&gt;s</UnitsConversion>
      <CoordinateSystem>
        <CoordinateRepresentation>Spherical</CoordinateRepresentation>
        <CoordinateSystemName>MAG</CoordinateSystemName>
      </CoordinateSystem>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
        <AxisLabel>MLT</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <ValidMin>0.0</ValidMin>
      <ValidMax>24.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Support>
        <Qualifier>DirectionAngle.ElevationAngle</Qualifier>
        <Qualifier>Scalar</Qualifier>
        <SupportQuantity>Positional</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>Cross-Calibration Factors, Proton Differential Flux Intensity</Name>
      <ParameterKey>FPDI_Crosscalib</ParameterKey>
      <Description>Cross-Calibration Factors, Proton Differential Flux Intensity, relative to Reference Instrument</Description>
      <Cadence>PT1M</Cadence>
      <RenderingHints>
        <AxisLabel>FPDI Crosscalib</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <Structure>
        <Size>20</Size>
      </Structure>
      <ValidMin>0.0</ValidMin>
      <ValidMax>1.0e+10</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Particle>
        <ParticleType>Proton</ParticleType>
        <Qualifier>Array</Qualifier>
        <ParticleQuantity>NumberFlux</ParticleQuantity>
        <AtomicNumber>1</AtomicNumber>
      </Particle>
    </Parameter>
    <Parameter>
      <Name>RMS Error, Natural Logarithm, Proton Differential Flux Intensity</Name>
      <ParameterKey>FPDI_Crosscalib_RMSE</ParameterKey>
      <Description>RMS Error, Natural Logarithm of the Proton Differential Flux Intensity, ln(FPDI), relative to Reference Instrument</Description>
      <Caveats>Currently derived by using Bowtie Analysis</Caveats>
      <Cadence>PT1M</Cadence>
      <RenderingHints>
        <AxisLabel>FPDI Crosscalib RMSE</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <Structure>
        <Size>20</Size>
      </Structure>
      <ValidMin>0.0</ValidMin>
      <ValidMax>1000.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Particle>
        <ParticleType>Proton</ParticleType>
        <Qualifier>Array</Qualifier>
        <ParticleQuantity>NumberFlux</ParticleQuantity>
        <AtomicNumber>1</AtomicNumber>
      </Particle>
    </Parameter>
    <Parameter>
      <Name>Proton Channel, Energy</Name>
      <ParameterKey>FPDI_Energy</ParameterKey>
      <Description>Proton Energy Channel</Description>
      <Caveats>Currently derived by using Bowtie Analysis</Caveats>
      <Cadence>PT1M</Cadence>
      <Units>MeV</Units>
      <UnitsConversion>1.602176565e-13&gt;J</UnitsConversion>
      <RenderingHints>
        <AxisLabel>FPDI Energy</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LogScale</ScaleType>
      </RenderingHints>
      <Structure>
        <Size>20</Size>
      </Structure>
      <ValidMin>0.0</ValidMin>
      <ValidMax>10000.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Particle>
        <ParticleType>Proton</ParticleType>
        <Qualifier>Array</Qualifier>
        <ParticleQuantity>Energy</ParticleQuantity>
        <AtomicNumber>1</AtomicNumber>
      </Particle>
    </Parameter>
    <Parameter>
      <Name>Proton Channel, Energy Range</Name>
      <ParameterKey>FPDI_EnergyRange</ParameterKey>
      <Description>Proton Channel, Nominal Energy Range for each Channel</Description>
      <Caveats>Selection Limits for Events assigned to each Channel</Caveats>
      <Cadence>PT1M</Cadence>
      <Units>MeV</Units>
      <UnitsConversion>1.602176565e-13&gt;J</UnitsConversion>
      <RenderingHints>
        <AxisLabel>FPDI EnergyRange</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LogScale</ScaleType>
      </RenderingHints>
      <Structure>
        <Size>20 2</Size>
      </Structure>
      <FillValue>-1.0e+31</FillValue>
      <Particle>
        <ParticleType>Proton</ParticleType>
        <Qualifier>Array</Qualifier>
        <ParticleQuantity>Energy</ParticleQuantity>
        <AtomicNumber>1</AtomicNumber>
      </Particle>
    </Parameter>
    <Parameter>
      <Name>Proton Flux Intensity, Differential, Geometric-Energy Factors</Name>
      <ParameterKey>FPDI_GdE</ParameterKey>
      <Description>Proton Flux Intensity, Differential, Geometric-Energy Factors, calculated from Bowtie Analysis</Description>
      <Cadence>PT1M</Cadence>
      <Units>cm^2 sr MeV</Units>
      <UnitsConversion>1.602176565e-17&gt;J m^2 sr</UnitsConversion>
      <RenderingHints>
        <AxisLabel>FPDI GdE</AxisLabel>
        <ValueFormat>E12.2</ValueFormat>
        <ScaleType>LinearScale</ScaleType>
      </RenderingHints>
      <Structure>
        <Size>20</Size>
      </Structure>
      <ValidMin>0.0</ValidMin>
      <ValidMax>10000.0</ValidMax>
      <FillValue>-1.0e+31</FillValue>
      <Support>
        <Qualifier>Array</Qualifier>
        <SupportQuantity>InstrumentMode</SupportQuantity>
      </Support>
    </Parameter>
  </NumericalData>
</Spase>
