<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<?validation-md5-digest 27f22e2a9d0a1fee9661a178619e9563?>
<worksheet version="3.0.3" xmlns="http://schemas.mathsoft.com/worksheet30" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:ws="http://schemas.mathsoft.com/worksheet30" xmlns:ml="http://schemas.mathsoft.com/math30" xmlns:u="http://schemas.mathsoft.com/units10" xmlns:p="http://schemas.mathsoft.com/provenance10" xmlns:prd="http://schemas.mathsoft.com/point-release-data">
	<pointReleaseData/>
	<metadata>
		<generator>Mathcad Professional 14.0</generator>
		<userData>
			<title/>
			<description/>
			<author/>
			<company/>
			<keywords/>
			<revisedBy></revisedBy>
		</userData>
		<identityInfo>
			<revision>8</revision>
			<documentID>BCA1ECA7-F87F-4B58-B3D1-70A6FAB4D7C8</documentID>
			<versionID>D5CF6D5E-6E68-49C9-AAED-D307A0557E28</versionID>
			<parentVersionID>00000000-0000-0000-0000-000000000000</parentVersionID>
			<branchID>00000000-0000-0000-0000-000000000000</branchID>
		</identityInfo>
	</metadata>
	<settings>
		<presentation>
			<textRendering>
				<textStyles>
					<textStyle name="Normal">
						<blockAttr margin-left="0" margin-right="0" text-indent="inherit" text-align="left" list-style-type="inherit" tabs="inherit"/>
						<inlineAttr font-family="Times New Roman" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false" line-through="false" vertical-align="baseline"/>
					</textStyle>
				</textStyles>
			</textRendering>
			<mathRendering equation-color="#000">
				<operators multiplication="narrow-dot" derivative="derivative" literal-subscript="small" definition="colon-equal" global-definition="triple-equal" local-definition="left-arrow" equality="bold-equal" symbolic-evaluation="right-arrow"/>
				<mathStyles>
					<mathStyle name="Variables" font-family="Times New Roman" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false"/>
					<mathStyle name="Constants" font-family="Times New Roman" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false"/>
					<mathStyle name="User 1" font-family="Arial" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false"/>
					<mathStyle name="User 2" font-family="Courier New" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false"/>
					<mathStyle name="User 3" font-family="System" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false"/>
					<mathStyle name="User 4" font-family="Script" font-charset="255" font-size="10" font-weight="normal" font-style="normal" underline="false"/>
					<mathStyle name="User 5" font-family="Roman" font-charset="255" font-size="10" font-weight="normal" font-style="normal" underline="false"/>
					<mathStyle name="User 6" font-family="Modern" font-charset="255" font-size="10" font-weight="normal" font-style="normal" underline="false"/>
					<mathStyle name="User 7" font-family="Times New Roman" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false"/>
					<mathStyle name="Math Text Font" font-family="Times New Roman" font-charset="0" font-size="14" font-weight="normal" font-style="normal" underline="false"/>
				</mathStyles>
				<dimensionNames mass="mass" length="length" time="time" current="charge" thermodynamic-temperature="temperature" luminous-intensity="luminosity" amount-of-substance="substance" display="false"/>
				<symbolics derivation-steps-style="vertical-insert" show-comments="false" evaluate-in-place="false"/>
				<results numeric-only="true">
					<general precision="3" show-trailing-zeros="false" radix="dec" complex-threshold="10" zero-threshold="15" imaginary-value="i" exponential-threshold="3"/>
					<matrix display-style="matrix" expand-nested-arrays="false"/>
					<unit format-units="false" simplify-units="false" fractional-unit-exponent="false"/>
				</results>
			</mathRendering>
			<pageModel show-page-frame="false" show-header-frame="false" show-footer-frame="false" header-footer-start-page="1" paper-code="1" orientation="portrait" print-single-page-width="false" page-width="612" page-height="792">
				<margins left="86.4" right="18" top="18" bottom="18.36"/>
				<header use-full-page-width="false"/>
				<footer use-full-page-width="false"/>
			</pageModel>
			<colorModel background-color="#fff" default-highlight-color="#ffff80"/>
			<language math="en" UI="en"/>
		</presentation>
		<calculation>
			<builtInVariables array-origin="0" convergence-tolerance="0.001" constraint-tolerance="0.001" random-seed="1" prn-precision="4" prn-col-width="8"/>
			<calculationBehavior automatic-recalculation="true" matrix-strict-singularity-check="true" optimize-expressions="false" exact-boolean="false" strings-use-origin="false" zero-over-zero="0">
				<compatibility multiple-assignment="MC12" local-assignment="MC12"/>
			</calculationBehavior>
			<units>
				<currentUnitSystem name="mks" customized="false"/>
			</units>
		</calculation>
		<editor view-annotations="false" view-regions="false">
			<ruler is-visible="false" ruler-unit="in"/>
			<plotTemplate>
				<xy item-idref="1"/>
			</plotTemplate>
			<grid granularity-x="6" granularity-y="6"/>
		</editor>
		<fileFormat image-type="image/png" image-quality="75" save-numeric-results="true" exclude-large-results="false" save-text-images="false" screen-dpi="96"/>
		<miscellaneous>
			<handbook handbook-region-tag-ub="190" can-delete-original-handbook-regions="true" can-delete-user-regions="true" can-print="true" can-copy="true" can-save="true" file-permission-mask="4294967295"/>
		</miscellaneous>
	</settings>
	<regions>
		<region region-id="190" left="174" top="18" width="193.5" height="171" align-x="174" align-y="18" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
			<picture>
				<png item-idref="2" display-width="192" display-height="169.5"/>
			</picture>
			<rendering item-idref="3"/>
		</region>
		<region region-id="184" left="6" top="20.25" width="165.75" height="54" align-x="6" align-y="42" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
			<text use-page-width="false" push-down="false" lock-width="true">
				<p style="Normal" margin-left="0" margin-right="0" text-indent="inherit" text-align="left" list-style-type="inherit" tabs="inherit">
					<f family="Times New Roman" charset="0" size="24">
						<b>
							<inlineAttr line-through="false">
								<c val="#00f">The Wavelets Extension Pack </c>
							</inlineAttr>
						</b>
					</f>
				</p>
			</text>
		</region>
		<region region-id="181" left="6" top="150.75" width="126.75" height="28.5" align-x="6" align-y="162" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
			<text use-page-width="false" push-down="false" lock-width="true">
				<p style="Normal" margin-left="0" margin-right="0" text-indent="inherit" text-align="left" list-style-type="inherit" tabs="inherit">
					<f family="Times New Roman" charset="0" size="12">
						<b>
							<inlineAttr line-through="false">Click </inlineAttr>
						</b>
					</f>
					<f family="Times New Roman" charset="0" size="12">
						<b>
							<u>
								<inlineAttr line-through="false">
									<c val="#00f">
										<link href="./toc.xmcd" title="Links to section" popup="false">here</link>
									</c>
								</inlineAttr>
							</u>
						</b>
					</f>
					<f family="Times New Roman" charset="0" size="12">
						<b>
							<inlineAttr underline="false" line-through="false">
								<sp/>
							</inlineAttr>
						</b>
					</f>
					<f family="Times New Roman" charset="0" size="12">
						<b>
							<inlineAttr line-through="false">to go to the Table of Contents</inlineAttr>
						</b>
					</f>
				</p>
			</text>
		</region>
	</regions>
	<binaryContent>
		<item item-id="1" content-encoding="gzip">H4sIAAAAAAAA/2yQwU7DMAyG7abQrit0Fy5kUvcMewIOFeKAQIIHmLKusE6rNpVO2nFvXn47
4YLmyM5f5/vdKDkRMfITmak2qMVmufru3XG7+jr0nRsSknhATrRducFpix6RaVe/r3dNPfjW
h98oWqCYMF+8hWr5yty5/XnW0bGyc2TFgfUxYhHPr3dfr3T/hidD7+pmWRk9sgEseUZseRTF
bCOYSo7YGlhLNmzjUToxGBohbsBcnnB0K4y4EmUgUmEEnsgcsWdg1D4Fo/YcjNrv9F8Q98pA
FMII7K9bvJ26pm9rt/cPkuq1X5AbarFMeLksvOa/yKX8AgAA//8DAMd0/W3GAQAA</item>
		<item item-id="2">iVBORw0KGgoAAAANSUhEUgAAAQAAAADiCAYAAAChiRlbAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
		<item item-id="3">iVBORw0KGgoAAAANSUhEUgAAAQIAAADkCAYAAABzJSp7AAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
	</binaryContent>
</worksheet>