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<Info ID="Info0">
<Title>Project info 1</Title>
<Notes>
</Notes>
<Constant><Name>Experiment Date</Name><Value>2018-09-02</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>
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<Table ID="Table0" XFormat="numbers" YFormat="replicates" Replicates="3" TableType="XY" EVFormat="AsteriskAfterNumber">
<Title>Exponential decay</Title>
<FloatingNote ID="Sticky0" Color="Yellow" Left="399" Top="127" Width="546" Height="321">
<WebLink Flags="0" ToolTip="@help:reg_exponential_decay" URL="@help:REG_Exponential_decay_1phase">
Step by step instructions for fitting exponential decay data
</WebLink>

<B><Font Size="9" Face="Verdana">
How the data are arranged
</Font></B>
<Font Size="9" Face="Verdana">
<BR></BR>The X column records time. The response at each time point is entered in triplicate for Control and  Treated conditions. Some cells are blank to denote missing data.
</Font>
<B><Font Size="9" Face="Verdana">
<BR></BR><BR></BR>The goal
</Font></B>
<Font Size="9" Face="Verdana">
<BR></BR>To fit an exponential decay curve to determine the rate constant of decay (and also the starting and plateau Y values).
</Font>
<B><Font Size="9" Face="Verdana">
<BR></BR><BR></BR>To fit an exponential decay curve
</Font></B>
<Font Size="9" Face="Verdana">
<BR></BR>1. Click Analyze.<BR></BR>2. Choose nonlinear regression from the list of analyses for XY data.<BR></BR>3. Open the exponential panel of equations<BR></BR>4. Choose  &quot;One phase exponential decay&quot;. <BR></BR><BR></BR>Click below to learn more about fitting exponential data.
</Font>
</FloatingNote>

<XColumn Width="103" Decimals="1" Subcolumns="1">
<Title>Minutes</Title>
<Subcolumn>
<d>1.0</d>
<d>2.0</d>
<d>3.0</d>
<d>4.0</d>
<d>5.0</d>
<d>6.0</d>
<d>8.0</d>
<d>10.0</d>
<d>14.0</d>
<d>20.0</d>
<d>25.0</d>
<d>30.0</d>
<d>50.0</d>
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<Title>Control</Title>
<Subcolumn>
<d>8887.</d>
<d>8329.</d>
<d>7907.</d>
<d>7413.</d>
<d>7081.</d>
<d>6249.</d>
<d>5442.</d>
<d>4020.</d>
<d>4559.</d>
<d>3033.</d>
<d>2105.</d>
<d>1005.</d>
<d>820.</d>
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<Subcolumn>
<d>7366.</d>
<d></d>
<d>8810.</d>
<d>8481.</d>
<d>7178.</d>
<d>6492.</d>
<d>6172.</d>
<d>3758.</d>
<d>3146.</d>
<d>1587.</d>
<d>1707.</d>
<d>2156.</d>
<d>1513.</d>
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<d>9612.</d>
<d>8850.</d>
<d>8669.</d>
<d>6489.</d>
<d>5716.</d>
<d></d>
<d>6409.</d>
<d>4138.</d>
<d>2547.</d>
<d>2754.</d>
<d>2152.</d>
<d>1185.</d>
<d>1591.</d>
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<Title>Treated</Title>
<Subcolumn>
<d>6532.</d>
<d>5352.</d>
<d>5177.</d>
<d>3608.</d>
<d>2559.</d>
<d>1671.</d>
<d>2264.</d>
<d>1905.</d>
<d>2994.</d>
<d>1444.</d>
<d>281.</d>
<d>1103.</d>
<d>1918.</d>
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<Subcolumn>
<d>7905.</d>
<d>5841.</d>
<d>4082.</d>
<d></d>
<d>3697.</d>
<d>3053.</d>
<d>1658.</d>
<d>1302.</d>
<d>1338.</d>
<d></d>
<d>484.</d>
<d>1517.</d>
<d>1128.</d>
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<Subcolumn>
<d>7907.</d>
<d>6277.</d>
<d>3157.</d>
<d>4226.</d>
<d>2816.</d>
<d>2891.</d>
<d>1879.</d>
<d>1406.</d>
<d>739.</d>
<d>760.</d>
<d>765.</d>
<d>833.</d>
<d>1293.</d>
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