<?xml version="1.0" encoding="UTF-8"?><GraphPadPrismFile PrismXMLVersion="5.00">
<Created>
<OriginalVersion CreatedByProgram="GraphPad Prism" CreatedByVersion="7.0b.154" Login="mnoviski" DateTime="2017-01-10T16:38:22-08:00"></OriginalVersion>
<MostRecentVersion CreatedByProgram="GraphPad Prism" CreatedByVersion="7.0b.154" Login="mnoviski" DateTime="2017-09-18T17:27:14-07:00" MinVersion="7.0.0.0"></MostRecentVersion>
</Created>
<InfoSequence>
<Ref ID="Info0" Selected="1"></Ref>
</InfoSequence>
<Info ID="Info0">
<Title>Project info 1</Title>
<Notes>
</Notes>
<Constant><Name>Experiment Date</Name><Value>2017-01-11</Value></Constant>
<Constant><Name>Experiment ID</Name><Value></Value></Constant>
<Constant><Name>Notebook ID</Name><Value></Value></Constant>
<Constant><Name>Project</Name><Value></Value></Constant>
<Constant><Name>Experimenter</Name><Value></Value></Constant>
<Constant><Name>Protocol</Name><Value></Value></Constant>
</Info>

<TableSequence>

<Ref ID="Table1"></Ref>
<Ref ID="Table5"></Ref>
<Ref ID="Table6" Selected="1"></Ref>
<Ref ID="Table7"></Ref>
<Ref ID="Table10"></Ref>
</TableSequence>
<Table ID="Table1" XFormat="numbers" YFormat="replicates" Replicates="3" TableType="XY" EVFormat="AsteriskAfterNumber">
<Title>GFP</Title>
<RowTitlesColumn Width="39">
<Subcolumn></Subcolumn>
</RowTitlesColumn>
<XColumn Width="125" Subcolumns="1" Decimals="3">
<Title>Anti-IgK (ug/mL)</Title>
<Subcolumn>
<d>20</d>
<d>10</d>
<d>5</d>
<d>2.5</d>
<d>1.25</d>
<d>0.625</d>
<d>0</d>
</Subcolumn>
</XColumn>
<XAdvancedColumn Version="1" Width="125" Decimals="3" Subcolumns="1">
<Title>Anti-IgK (ug/mL)</Title>
<Subcolumn>
<d>20</d>
<d>10</d>
<d>5</d>
<d>2.5</d>
<d>1.25</d>
<d>0.625</d>
<d>0</d>
</Subcolumn>
</XAdvancedColumn>
<YColumn Width="243" Decimals="0" Subcolumns="3">
<Title>IgM-/-</Title>
<Subcolumn>
<d>11298</d>
<d>9857</d>
<d>9244</d>
<d>8890</d>
<d>8253</d>
<d>7444</d>
<d>3696</d>
</Subcolumn>
<Subcolumn>
<d>11140</d>
<d>10201</d>
<d>9415</d>
<d>8741</d>
<d>7837</d>
<d>7009</d>
<d>3461</d>
</Subcolumn>
<Subcolumn>
<d>12567</d>
<d>10877</d>
<d>9838</d>
<d>8747</d>
<d>7752</d>
<d>6804</d>
<d>3631</d>
</Subcolumn>
</YColumn>
<YColumn Width="243" Decimals="0" Subcolumns="3">
<Title><TextAlign align="Center">IgD-/-</TextAlign></Title>
<Subcolumn>
<d>10431</d>
<d>8537</d>
<d>7775</d>
<d>7405</d>
<d>6868</d>
<d>6403</d>
<d>5008</d>
</Subcolumn>
<Subcolumn>
<d>10585</d>
<d>8597</d>
<d>8075</d>
<d>7166</d>
<d>6838</d>
<d>6360</d>
<d>4988</d>
</Subcolumn>
<Subcolumn>
<d>10811</d>
<d>8474</d>
<d>7883</d>
<d>7369</d>
<d>6765</d>
<d>6199</d>
<d>4721</d>
</Subcolumn>
</YColumn>
</Table>
<Table ID="Table5" XFormat="none" TableType="OneWay" EVFormat="AsteriskAfterNumber">
<Title>Basal GFP</Title>
<RowTitlesColumn Width="1">
<Subcolumn></Subcolumn>
</RowTitlesColumn>
<YColumn Width="81" Decimals="0" Subcolumns="1">
<Title>IgM-/-</Title>
<Subcolumn>
<d>3696</d>
<d>3461</d>
<d>3631</d>
</Subcolumn>
</YColumn>
<YColumn Width="81" Decimals="0" Subcolumns="1">
<Title>IgD-/-</Title>
<Subcolumn>
<d>5008</d>
<d>4988</d>
<d>4721</d>
</Subcolumn>
</YColumn>
</Table>
<Table ID="Table6" XFormat="numbers" YFormat="replicates" Replicates="3" TableType="XY" EVFormat="AsteriskAfterNumber">
<Title>CD86</Title>
<RowTitlesColumn Width="39">
<Subcolumn></Subcolumn>
</RowTitlesColumn>
<XColumn Width="125" Subcolumns="1" Decimals="3">
<Title>Anti-IgK (ug/mL)</Title>
<Subcolumn>
<d>20</d>
<d>10</d>
<d>5</d>
<d>2.5</d>
<d>1.25</d>
<d>0.625</d>
<d>0</d>
</Subcolumn>
</XColumn>
<XAdvancedColumn Version="1" Width="125" Decimals="3" Subcolumns="1">
<Title>Anti-IgK (ug/mL)</Title>
<Subcolumn>
<d>20</d>
<d>10</d>
<d>5</d>
<d>2.5</d>
<d>1.25</d>
<d>0.625</d>
<d>0</d>
</Subcolumn>
</XAdvancedColumn>
<YColumn Width="243" Decimals="0" Subcolumns="3">
<Title>IgM-/-</Title>
<Subcolumn>
<d>630</d>
<d>520</d>
<d>415</d>
<d>352</d>
<d>326</d>
<d>311</d>
<d>191</d>
</Subcolumn>
<Subcolumn>
<d>624</d>
<d>509</d>
<d>403</d>
<d>353</d>
<d>341</d>
<d>286</d>
<d>189</d>
</Subcolumn>
<Subcolumn>
<d>634</d>
<d>514</d>
<d>371</d>
<d>334</d>
<d>290</d>
<d>254</d>
<d>206</d>
</Subcolumn>
</YColumn>
<YColumn Width="243" Decimals="0" Subcolumns="3">
<Title><TextAlign align="Center">IgD-/-</TextAlign></Title>
<Subcolumn>
<d>419</d>
<d>318</d>
<d>258</d>
<d>261</d>
<d>226</d>
<d>226</d>
<d>215</d>
</Subcolumn>
<Subcolumn>
<d>408</d>
<d>306</d>
<d>280</d>
<d>287</d>
<d>256</d>
<d>273</d>
<d>204</d>
</Subcolumn>
<Subcolumn>
<d>428</d>
<d>324</d>
<d>278</d>
<d>245</d>
<d>260</d>
<d>251</d>
<d>211</d>
</Subcolumn>
</YColumn>
</Table>
<Table ID="Table7" XFormat="none" TableType="OneWay" EVFormat="AsteriskAfterNumber">
<Title>Basal MHC2</Title>
<RowTitlesColumn Width="1">
<Subcolumn></Subcolumn>
</RowTitlesColumn>
<YColumn Width="81" Decimals="0" Subcolumns="1">
<Title>IgM-/-</Title>
<Subcolumn>
<d>3027</d>
<d>3241</d>
<d>3148</d>
</Subcolumn>
</YColumn>
<YColumn Width="81" Decimals="0" Subcolumns="1">
<Title><TextAlign align="Center">IgD-/-</TextAlign></Title>
<Subcolumn>
<d>5486</d>
<d>5369</d>
<d>5789</d>
</Subcolumn>
</YColumn>
</Table>
<Table ID="Table10" XFormat="none" TableType="OneWay" EVFormat="AsteriskAfterNumber">
<Title>Stats assist</Title>
<RowTitlesColumn Width="1">
<Subcolumn></Subcolumn>
</RowTitlesColumn>
<YColumn Width="81" Decimals="0" Subcolumns="1">
<Title><TextAlign align="Left">MKO</TextAlign></Title>
<Subcolumn>
<d>3696</d>
<d>3461</d>
<d>3631</d>
</Subcolumn>
</YColumn>
<YColumn Width="81" Decimals="0" Subcolumns="1">
<Title><TextAlign align="Left">DKO</TextAlign></Title>
<Subcolumn>
<d>5008</d>
<d>4988</d>
<d>4721</d>
</Subcolumn>
</YColumn>
</Table>

<!--Analyses, graphs and layouts as compressed binary. Don&apos;t edit this part of the file.-->

<Template dt:dt="bin.base64" xmlns:dt="urn:schemas-microsoft-com:datatypes">eNrsXQlAE8f6n82dEAIqgrcrioBKgIByKBIVrFpBRDxbD4SoUQgIAW/Fs9Srvlq8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</Template></GraphPadPrismFile>