<?xml version="1.0" encoding="UTF-8" standalone="yes"?><xbk xmlns="http://www.smarttech.com/XMLNotebook" xmlns:svg="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><FileSource>SMART Notebook 9.0</FileSource><Whiteboard><svg width="800" height="611"><title>Jun 2 - 10:54 AM</title><g class="foreground"><text xml:space="preserve" width="406.00" height="350.00" nativewidth="406" transform="translate(11,10) rotate(0,208,184)"><tspan x="1.00" y="14.00" font-family="Arial" charset="1" font-size="14" fill="#000000" font-weight="bold">Teacher Notes 
</tspan><tspan x="1.00" y="36.00" font-family="Arial" charset="1" font-size="14" fill="#000000" font-weight="bold">
</tspan><tspan x="1.00" y="58.00" font-family="Arial" charset="1" font-size="14" fill="#000000">Subject:</tspan><tspan x="70.00" y="58.00" font-family="Arial" charset="0" font-size="14" fill="#000000" ignoreCoords="true"> Math</tspan><tspan x="115.00" y="58.00" font-family="Arial" charset="1" font-size="14" fill="#000000" ignoreCoords="true">
</tspan><tspan x="1.00" y="80.00" font-family="Arial" charset="1" font-size="14" fill="#000000">
</tspan><tspan x="1.00" y="102.00" font-family="Arial" charset="1" font-size="14" fill="#000000">Topic: </tspan><tspan x="59.00" y="102.00" font-family="Arial" charset="0" font-size="14" fill="#000000" ignoreCoords="true">Shapes, space and measures</tspan><tspan x="311.00" y="102.00" font-family="Arial" charset="1" font-size="14" fill="#000000" ignoreCoords="true">
</tspan><tspan x="1.00" y="124.00" font-family="Arial" charset="1" font-size="14" fill="#000000">
</tspan><tspan x="1.00" y="146.00" font-family="Arial" charset="1" font-size="14" fill="#000000">Title: </tspan><tspan x="47.00" y="146.00" font-family="Arial" charset="0" font-size="14" fill="#000000" ignoreCoords="true">Prisms vs Pyramids</tspan><tspan x="214.00" y="146.00" font-family="Arial" charset="1" font-size="14" fill="#000000" ignoreCoords="true">
</tspan><tspan x="1.00" y="168.00" font-family="Arial" charset="1" font-size="14" fill="#000000">
</tspan><tspan x="1.00" y="190.00" font-family="Arial" charset="0" font-size="14" fill="#000000">Grade</tspan><tspan x="54.00" y="190.00" font-family="Arial" charset="1" font-size="14" fill="#000000" ignoreCoords="true">(s): </tspan><tspan x="86.00" y="190.00" font-family="Arial" charset="0" font-size="14" fill="#000000" ignoreCoords="true">3 and 4</tspan><tspan x="149.00" y="190.00" font-family="Arial" charset="1" font-size="14" fill="#000000" ignoreCoords="true">
</tspan><tspan x="1.00" y="212.00" font-family="Arial" charset="1" font-size="14" fill="#000000">
</tspan><tspan x="1.00" y="234.00" font-family="Arial" charset="1" font-size="14" fill="#000000">Cross-curricular link(s):</tspan><tspan x="193.00" y="234.00" font-family="Arial" charset="0" font-size="14" fill="#000000" ignoreCoords="true"> Basic shapes</tspan><tspan x="312.00" y="234.00" font-family="Arial" charset="1" font-size="14" fill="#000000" ignoreCoords="true">
</tspan><tspan x="1.00" y="256.00" font-family="Arial" charset="1" font-size="14" fill="#000000">
</tspan><tspan x="1.00" y="278.00" font-family="Arial" charset="1" font-size="14" fill="#000000">Intended learning outcome(s)
</tspan><tspan x="1.00" y="300.00" font-family="Symbol" charset="2" font-size="14" fill="#000000">· </tspan><tspan x="15.00" y="300.00" font-family="Arial" charset="0" font-size="14" fill="#000000" ignoreCoords="true">Identify the properties of prisms and pyramids</tspan><tspan x="401.00" y="300.00" font-family="Times New Roman" charset="0" font-size="14" fill="#000000" ignoreCoords="true">
</tspan><tspan x="1.00" y="323.00" font-family="Symbol" charset="2" font-size="14" fill="#000000">
</tspan><tspan x="1.00" y="346.00" font-family="Arial" charset="1" font-size="14" fill="#000000">Recommended usage: </tspan><tspan x="200.00" y="346.00" font-family="Arial" charset="0" font-size="14" fill="#000000" ignoreCoords="true">Introduction</tspan></text><image xmlns:xlink="http://www.w3.org/1999/xlink" shortcut="http://edcompass.smarttech.com/en/learning/activities/notebookactivityguide.aspx" x="10.00" y="384.00" width="70.82" height="60.94" 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xml:space="preserve" width="198.00" height="99.00" nativewidth="198" transform="translate(174,66) rotate(0,100,64)"><tspan x="0.00" y="22.00" font-family="Tahoma" charset="0" font-size="22" fill="#000000" font-weight="bold">Prisms
</tspan><tspan x="0.00" y="57.00" font-family="Tahoma" charset="0" font-size="22" fill="#000000" font-weight="bold">    and 
</tspan><tspan x="0.00" y="92.00" font-family="Tahoma" charset="0" font-size="22" fill="#000000" font-weight="bold">      Pyramids</tspan></text></g></svg><svg width="800" height="630"><title>Apr 18 - 8:20 PM</title><rect x="0" y="0" width="100%" height="100%" fill="#ffff00"/><g class="foreground"><text xml:space="preserve" width="199.00" height="21.00" nativewidth="199" transform="translate(290,117) rotate(0,105,20)"><tspan x="0.00" y="16.00" font-family="Arial" charset="0" font-size="16" fill="#0000ff">Prisms and pyramids</tspan></text><path fill-rule="evenodd" d="M193.00 13.00 L649.00 13.00 L649.00 88.00 L193.00 88.00 " fill="#ff6820" stroke="#ffffff" stroke-width="3" opacity="0.84"/><text xml:space="preserve" width="431.00" height="45.00" nativewidth="431" transform="translate(205,24) rotate(0,221,32)"><tspan x="0.00" y="16.00" font-family="Arial" charset="0" font-size="16" fill="#000000" font-weight="bold">Record the information below that you </tspan><tspan x="0.00" y="40.00" font-family="Arial" charset="0" font-size="16" fill="#000000" font-weight="bold">already know about prisms and pyramids.</tspan></text><text xml:space="preserve" width="87.00" height="16.00" nativewidth="87" transform="translate(105,175) rotate(0,47,15)"><tspan x="0.00" y="12.00" font-family="Arial" charset="0" font-size="12" fill="#0000ff">What I know</tspan></text><text xml:space="preserve" width="140.00" height="16.00" nativewidth="140" transform="translate(299,174) rotate(0,76,15)"><tspan x="0.00" y="12.00" font-family="Arial" charset="0" font-size="12" fill="#0000ff">What I want to know</tspan></text><text xml:space="preserve" width="103.00" height="16.00" nativewidth="103" transform="translate(536,178) rotate(0,55,15)"><tspan x="0.00" y="12.00" font-family="Arial" charset="0" font-size="12" fill="#0000ff">What I learned</tspan></text><g class="group" locked="1"><g class="group"><path fill-rule="evenodd" d="M50.00 163.00 L270.00 163.00 L270.00 531.00 L50.00 531.00 " fill="none" stroke="#000000" stroke-width="3"/><line x1="50.00" y1="203.00" x2="269.00" y2="203.00" stroke-linecap="round" stroke="#000000" stroke-width="3"/></g><g class="group"><path fill-rule="evenodd" d="M270.00 163.00 L490.00 163.00 L490.00 531.00 L270.00 531.00 " fill="none" stroke="#000000" stroke-width="3"/><line x1="270.00" y1="203.00" x2="489.00" y2="203.00" stroke-linecap="round" stroke="#000000" stroke-width="3"/></g><g class="group"><path fill-rule="evenodd" d="M490.00 163.00 L710.00 163.00 L710.00 531.00 L490.00 531.00 " fill="none" stroke="#000000" stroke-width="3"/><line x1="490.00" y1="203.00" x2="709.00" y2="203.00" stroke-linecap="round" stroke="#000000" stroke-width="3"/></g></g></g></svg><svg width="800" height="673"><title>Jan 13 - 8:13 AM</title><rect x="0" y="0" width="100%" height="100%" fill="#ffff00"/><g class="foreground"><ellipse cx="288.29" cy="289.33" rx="198.29" ry="216.33" fill="#0000ff" stroke="#000000" stroke-width="3" locked="1"/><ellipse cx="495.75" cy="284.87" rx="184.75" ry="213.87" fill="#ffffe0" stroke="#00ff00" stroke-width="3" opacity="0.67" locked="1"/><text xml:space="preserve" width="164.00" height="34.00" nativewidth="164" transform="translate(190,29) rotate(0,81,33)"><tspan x="0.00" y="26.00" font-family="Tolkien" charset="0" font-size="26" fill="#000000" font-weight="bold">Pyramids</tspan></text><text xml:space="preserve" width="123.00" height="34.00" nativewidth="123" transform="translate(450,28) rotate(0,60,33)"><tspan x="0.00" y="26.00" font-family="Tolkien" charset="0" font-size="26" fill="#000000" font-weight="bold">Prisms</tspan></text><text xml:space="preserve" width="180.00" height="46.00" nativewidth="180" transform="translate(516,508) rotate(0,101,34)"><tspan x="0.00" y="16.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">The base names 
</tspan><tspan x="0.00" y="41.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">the polyhedrons</tspan></text><text xml:space="preserve" width="183.00" height="21.00" nativewidth="183" transform="translate(5,480) rotate(0,97,21)"><tspan x="0.00" y="16.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">At least one base</tspan></text><text xml:space="preserve" width="169.00" height="46.00" nativewidth="169" transform="translate(239,503) rotate(0,90,34)"><tspan x="0.00" y="16.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">At least three 
</tspan><tspan x="0.00" y="41.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">congruent sides</tspan></text><text xml:space="preserve" width="232.00" height="46.00" nativewidth="232" transform="translate(519,553) rotate(0,73,34)"><tspan x="0.00" y="16.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">All faces are </tspan><tspan x="0.00" y="41.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">congruent</tspan></text><text xml:space="preserve" width="111.00" height="71.00" nativewidth="111" transform="translate(676,570) rotate(0,46,46)"><tspan x="0.00" y="16.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">Four or </tspan><tspan x="0.00" y="41.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">more 
</tspan><tspan x="0.00" y="66.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">vertices</tspan></text><text xml:space="preserve" width="101.00" height="21.00" nativewidth="101" transform="translate(663,391) rotate(0,53,21)"><tspan x="0.00" y="16.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">One base</tspan></text><text xml:space="preserve" width="131.00" height="46.00" nativewidth="131" transform="translate(3,427) rotate(0,76,34)"><tspan x="0.00" y="16.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">All faces are
</tspan><tspan x="0.00" y="41.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold"> triangles</tspan></text><text xml:space="preserve" width="168.00" height="46.00" nativewidth="168" transform="translate(2,539) rotate(0,84,34)"><tspan x="0.00" y="16.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">Three or more </tspan><tspan x="0.00" y="41.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">faces </tspan></text><text xml:space="preserve" width="228.00" height="46.00" nativewidth="228" transform="translate(2,588) rotate(0,114,34)"><tspan x="0.00" y="16.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">All faces meet at an </tspan><tspan x="0.00" y="41.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">endpoint (vertex)</tspan></text><text xml:space="preserve" width="228.00" height="71.00" nativewidth="228" transform="translate(232,551) rotate(0,123,46)"><tspan x="0.00" y="16.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">Faces do not all meet </tspan><tspan x="0.00" y="41.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">at same point </tspan><tspan x="0.00" y="66.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">(vertex)</tspan></text><text xml:space="preserve" width="198.00" height="21.00" nativewidth="198" transform="translate(5,508) rotate(0,105,21)"><tspan x="0.00" y="16.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">Rectangular faces </tspan></text><text xml:space="preserve" width="78.00" height="46.00" nativewidth="78" transform="translate(648,427) rotate(0,34,34)"><tspan x="0.00" y="16.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">Two </tspan><tspan x="0.00" y="41.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">bases</tspan></text><text xml:space="preserve" width="143.00" height="21.00" nativewidth="143" transform="translate(367,480) rotate(0,76,21)"><tspan x="0.00" y="16.00" font-family="Tahoma" charset="0" font-size="16" fill="#000000" font-weight="bold">Parallel Lines</tspan></text><path fill-rule="evenodd" d="M631.00 8.00 L794.62 8.00 L794.62 132.62 L631.00 132.62 " fill="#ff6820" stroke="#ffffff" stroke-width="3" opacity="0.84" locked="1"/><text xml:space="preserve" width="134.00" height="84.00" nativewidth="134" transform="translate(649,26) rotate(0,70,51)"><tspan x="0.00" y="14.00" font-family="Arial" charset="0" font-size="14" fill="#000000" font-weight="bold">Sort out these </tspan><tspan x="0.00" y="36.00" font-family="Arial" charset="0" font-size="14" fill="#000000" font-weight="bold">properties </tspan><tspan x="0.00" y="58.00" font-family="Arial" charset="0" font-size="14" fill="#000000" font-weight="bold">into the venn 
</tspan><tspan x="0.00" y="80.00" font-family="Arial" charset="0" font-size="14" fill="#000000" font-weight="bold">diagram.</tspan></text></g></svg><svg width="800" height="607"><title>Apr 18 - 8:00 PM</title><g class="foreground"><image xmlns:xlink="http://www.w3.org/1999/xlink" x="0.00" y="0.00" width="800.00" height="562.27" 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"/></g></svg><svg width="800" height="630"><title>Apr 18 - 8:58 PM</title><rect x="0" y="0" width="100%" height="100%" fill="#ffff00"/><g class="foreground"><image xmlns:xlink="http://www.w3.org/1999/xlink" comment="Pyramidtemplate_small[1]" locked="1" x="19.00" y="27.00" width="347.12" height="347.12" 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class="group"><path fill-rule="evenodd" d="M13.00 9.00 L400.00 9.00 L400.00 375.00 L13.00 375.00 " fill="#0000ff" stroke="#ffffff" stroke-width="3"/><text xml:space="preserve" width="332.00" height="122.00" nativewidth="332" transform="translate(34,94) rotate(0,168,73)"><tspan x="0.00" y="20.00" font-family="Arial" charset="0" font-size="20" fill="#ffff00" font-weight="bold">Make a pyramid net by </tspan><tspan x="0.00" y="52.00" font-family="Arial" charset="0" font-size="20" fill="#ffff00" font-weight="bold">dragging and rotating </tspan><tspan x="0.00" y="84.00" font-family="Arial" charset="0" font-size="20" fill="#ffff00" font-weight="bold">the shapes. Move this </tspan><tspan x="0.00" y="116.00" font-family="Arial" charset="0" font-size="20" fill="#ffff00" font-weight="bold">box to reveal the answer!</tspan></text></g><path fill-rule="evenodd" d="M532.00 323.00 L660.39 323.00 L660.39 438.86 L532.00 438.86 " fill="none" stroke="#0000ff" stroke-width="6" opacity="0.84"/><g class="group" xbk_transform="rotate(176.82,471.71,232.89)"><line x1="527.35" y1="294.85" x2="416.19" y2="240.94" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="414.08" y1="239.05" x2="520.48" y2="171.04" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="520.48" y1="171.04" x2="527.24" y2="292.86" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/></g><g class="group"><line x1="444.00" y1="41.00" x2="552.00" y2="101.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="554.00" y1="103.00" x2="444.00" y2="165.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="444.00" y1="165.00" x2="444.00" y2="43.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/></g><g class="group"><line x1="638.00" y1="22.00" x2="746.00" y2="82.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="748.00" y1="84.00" x2="638.00" y2="146.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="638.00" y1="146.00" x2="638.00" y2="24.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/></g><g class="group"><line x1="554.00" y1="128.00" x2="662.00" y2="188.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="664.00" y1="190.00" x2="554.00" y2="252.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="554.00" y1="252.00" x2="554.00" y2="130.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/></g><text xml:space="preserve" width="242.00" height="69.00" nativewidth="242" transform="translate(106,419) rotate(0,131,44)"><tspan x="0.00" y="16.00" font-family="Arial" charset="0" font-size="16" fill="#000000" font-weight="bold">Place the square in the 
</tspan><tspan x="0.00" y="40.00" font-family="Arial" charset="0" font-size="16" fill="#000000" font-weight="bold">middle, placing 
</tspan><tspan x="0.00" y="64.00" font-family="Arial" charset="0" font-size="16" fill="#000000" font-weight="bold">triangles around it.</tspan></text><g class="group"><ellipse cx="219.41" cy="455.87" rx="139.41" ry="65.87" fill="#00ff00" stroke="#ffffff" stroke-width="3"/><text xml:space="preserve" width="227.09" height="76.44" nativewidth="205" transform="translate(142,417) rotate(0,81,50)"><tspan x="0.00" y="16.00" font-family="Arial" charset="0" font-size="16" fill="#000000" font-weight="bold">Need a clue? </tspan><tspan x="0.00" y="40.00" font-family="Arial" charset="0" font-size="16" fill="#000000" font-weight="bold">Uncover 
</tspan><tspan x="0.00" y="64.00" font-family="Arial" charset="0" font-size="16" fill="#000000" font-weight="bold">to get help!</tspan></text></g></g></svg><svg width="800" height="630"><title>Apr 20 - 7:29 PM</title><rect x="0" y="0" width="100%" height="100%" fill="#ffff00"/><g class="foreground"><image xmlns:xlink="http://www.w3.org/1999/xlink" comment="scan0001" locked="1" x="8.00" y="14.00" width="354.62" height="386.62" 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class="group"><path fill-rule="evenodd" d="M-31.00 30.00 L369.47 30.00 L369.47 408.78 L-31.00 408.78 " fill="#0000ff" stroke="#ffffff" stroke-width="3"/><text xml:space="preserve" width="339.93" height="159.12" nativewidth="329" transform="translate(18,113) rotate(0,166,92)"><tspan x="0.00" y="20.00" font-family="Arial" charset="0" font-size="20" fill="#ffff00" font-weight="bold">Make a triangular prism </tspan><tspan x="0.00" y="52.00" font-family="Arial" charset="0" font-size="20" fill="#ffff00" font-weight="bold">net by dragging and </tspan><tspan x="0.00" y="84.00" font-family="Arial" charset="0" font-size="20" fill="#ffff00" font-weight="bold">rotating the shapes. </tspan><tspan x="0.00" y="116.00" font-family="Arial" charset="0" font-size="20" fill="#ffff00" font-weight="bold">Move this box to reveal </tspan><tspan x="0.00" y="148.00" font-family="Arial" charset="0" font-size="20" fill="#ffff00" font-weight="bold">the answer!</tspan></text></g><g class="group"><line x1="707.00" y1="325.00" x2="707.00" y2="485.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="707.00" y1="325.00" x2="620.00" y2="325.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="620.00" y1="327.00" x2="620.00" y2="483.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="619.00" y1="484.00" x2="705.00" y2="484.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/></g><g class="group"><line x1="591.00" y1="326.00" x2="591.00" y2="486.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="591.00" y1="326.00" x2="504.00" y2="326.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="504.00" y1="328.00" x2="504.00" y2="484.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="503.00" y1="485.00" x2="589.00" y2="485.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/></g><g class="group"><line x1="590.00" y1="114.00" x2="590.00" y2="274.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="590.00" y1="114.00" x2="503.00" y2="114.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="503.00" y1="116.00" x2="503.00" y2="272.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="502.00" y1="273.00" x2="588.00" y2="273.00" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/></g><g class="group" xbk_transform="rotate(219.64,668.83,264.30)"><line x1="694.07" y1="307.13" x2="708.81" y2="221.94" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="708.04" y1="221.31" x2="628.99" y2="249.31" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="628.49" y1="251.49" x2="694.71" y2="306.36" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/></g><g class="group" xbk_transform="rotate(301.35,679.40,109.97)"><line x1="635.84" y1="145.14" x2="722.27" y2="147.44" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="722.79" y1="146.58" x2="683.67" y2="72.40" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/><line x1="681.44" y1="72.22" x2="636.70" y2="145.66" stroke-linecap="round" stroke="#0000ff" stroke-width="6"/></g><text xml:space="preserve" width="237.00" height="82.00" nativewidth="237" transform="translate(121,440) rotate(0,127,52)"><tspan x="0.00" y="18.00" font-family="Arial" charset="0" font-size="18" fill="#000000" font-weight="bold">Set up the triangles 
</tspan><tspan x="0.00" y="47.00" font-family="Arial" charset="0" font-size="18" fill="#000000" font-weight="bold">on the top and 
</tspan><tspan x="0.00" y="76.00" font-family="Arial" charset="0" font-size="18" fill="#000000" font-weight="bold">bottom first.</tspan></text><g class="group"><ellipse cx="231.41" cy="474.87" rx="139.41" ry="65.87" fill="#00ff00" stroke="#ffffff" stroke-width="3"/><text xml:space="preserve" width="227.09" height="76.44" nativewidth="205" transform="translate(154,435) rotate(0,81,50)"><tspan x="0.00" y="16.00" font-family="Arial" charset="0" font-size="16" fill="#000000" font-weight="bold">Need a clue? </tspan><tspan x="0.00" y="40.00" font-family="Arial" charset="0" font-size="16" fill="#000000" font-weight="bold">Uncover 
</tspan><tspan x="0.00" y="64.00" font-family="Arial" charset="0" font-size="16" fill="#000000" font-weight="bold">to get help!</tspan></text></g></g></svg><svg width="800" height="600"><title>Apr 18 - 9:38 PM</title><rect x="0" y="0" width="100%" height="100%" fill="#ffff00"/><g class="foreground"><g class="group" shortcut="http://www.mathsnet.net/geometry/solid/prism5.html" locked="1"><path fill-rule="evenodd" d="M36.00 31.00 L656.00 31.00 L656.00 139.00 L36.00 139.00 " fill="#ff6820" stroke="#ffffff" stroke-width="3" opacity="0.84"/><text xml:space="preserve" width="583.00" height="57.00" nativewidth="583" transform="translate(63,51) rotate(0,301,36)"><tspan x="0.00" y="20.00" font-family="Times New Roman" charset="0" font-size="20" fill="#000000">http://www.mathsnet.net/geometry/solid/prism5.html
</tspan><tspan x="0.00" y="47.00" font-family="Times New Roman" charset="0" font-size="16" fill="#000000">Use the above link to review properties of prisms.</tspan></text></g><g class="group" shortcut="http://www.mathsnet.net/geometry/solid/pyramids.html" locked="1"><path fill-rule="evenodd" d="M36.00 178.00 L656.00 178.00 L656.00 279.00 L36.00 279.00 " fill="#ff6820" stroke="#ffffff" stroke-width="3" opacity="0.84"/><text xml:space="preserve" width="608.00" height="26.00" nativewidth="608" transform="translate(42,198) rotate(0,308,25)"><tspan x="0.00" y="20.00" font-family="Times New Roman" charset="0" font-size="20" fill="#000000">http://www.mathsnet.net/geometry/solid/pyramids.html</tspan></text><text xml:space="preserve" width="386.00" height="21.00" nativewidth="386" transform="translate(69,237) rotate(0,206,20)"><tspan x="0.00" y="16.00" font-family="Times New Roman" charset="0" font-size="16" fill="#000000">Use this link to see pyramids 3-dimensionally.</tspan></text></g><g class="metafile" comment="Pyramid - transparent"><path fill-rule="evenodd" d="M752.86 350.36 L730.64 302.84 L752.86 302.84 " fill="#0099ff" stroke="#0099ff" stroke-width="0"/><path fill-rule="evenodd" d="M643.20 302.84 L698.03 233.20 L665.47 302.84 " fill="#0099ff" stroke="#0099ff" stroke-width="0"/><path fill-rule="evenodd" d="M665.47 302.84 L643.20 350.36 L643.20 302.84 " fill="#0099ff" stroke="#0099ff" stroke-width="0"/><path fill-rule="evenodd" d="M698.03 233.20 L752.86 302.84 L730.64 302.84 " fill="#0099ff" stroke="#0099ff" stroke-width="0"/><path fill-rule="evenodd" d="M730.64 302.84 L665.47 302.84 L698.03 233.20 " fill="#0099ff" stroke="#0099ff" stroke-width="0"/><path fill-rule="evenodd" d="M730.64 302.84 L752.86 350.36 L643.20 350.36 L665.47 302.84 " fill="#0099ff" stroke="#0099ff" stroke-width="0"/><polyline fill="none" points="643.2,302.8 665.5,302.8 730.6,302.8 752.8,302.8 " stroke-linecap="round" stroke-linejoin="round" OrigWidth="1" thicknessMultiplier="0.61" stroke="#0000ff" stroke-width="1"/><polyline fill="none" points="698.0,233.2 665.5,302.8 643.2,350.4 " stroke-linecap="round" stroke-linejoin="round" OrigWidth="1" thicknessMultiplier="0.61" stroke="#000000" stroke-width="1"/><line x1="697.62" y1="233.00" x2="643.00" y2="302.45" stroke-linecap="round" stroke="#000000" stroke-width="1"/><polyline fill="none" points="698.0,233.2 730.6,302.8 752.8,350.4 " stroke-linecap="round" stroke-linejoin="round" OrigWidth="1" thicknessMultiplier="0.61" stroke="#000000" stroke-width="1"/><line x1="697.62" y1="233.00" x2="752.85" y2="302.45" stroke-linecap="round" stroke="#000000" stroke-width="1"/><polyline fill="none" points="752.8,302.8 752.8,350.4 643.2,350.4 643.2,302.8 " stroke-linecap="round" stroke-linejoin="round" OrigWidth="1" thicknessMultiplier="0.61" stroke="#000000" stroke-width="1"/></g></g></svg></Whiteboard><files/></xbk>
