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      <author>Alvaro Diaz Falconi</author>
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          <p style="font-weight: bold;">Hibbeler, Engineering Mechanics: Statics. 12th Edition</p>
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            <p>Utils</p>
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            <e type="operand">wo</e>
            <e type="operand">F.H</e>
            <e type="operand">θ.A</e>
            <e type="function" args="3">RK</e>
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            <e type="operand">x</e>
            <e type="function" args="1">y</e>
            <e type="operand">RK</e>
            <e type="operand">2</e>
            <e type="operand">x</e>
            <e type="function" args="3">RKI</e>
            <e type="operand" style="unit">m</e>
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            <e type="operator" args="2">:</e>
            <e type="operand">x</e>
            <e type="function" args="1">y'</e>
            <e type="operand">RK</e>
            <e type="operand">3</e>
            <e type="operand">x</e>
            <e type="function" args="3">RKI</e>
            <e type="operator" args="2">:</e>
            <e type="operand">4</e>
            <e type="operand">1</e>
            <e type="function" args="6">line</e>
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            <e type="operand" style="unit">m</e>
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            <e type="operand" style="unit">m</e>
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            <e type="operand">x</e>
            <e type="operand" style="unit">m</e>
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            <e type="operand" style="unit">m</e>
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            <e type="operand">x.O</e>
            <e type="function" args="1">y</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">/</e>
            <e type="operand" style="string">o</e>
            <e type="function" args="3">augment</e>
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            <e type="operand">1</e>
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        <math decimalPlaces="2">
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          <contract>
            <e type="operand" style="unit">kN</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">/</e>
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          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">44503.2</e>
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        <math decimalPlaces="2">
          <input>
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          </input>
          <contract>
            <e type="operand" style="unit">deg</e>
          </contract>
          <result action="numeric">
            <e type="operand">27.12</e>
            <e type="operator" args="1">-</e>
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        <math decimalPlaces="2">
          <input>
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          </input>
          <result action="numeric">
            <e type="operand">585.79</e>
            <e type="operand" style="unit">m</e>
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6zDJK3eYpZFmFLkTb//CemjRmIl/pnWM9yRyyIe+7cuSg5W+qVdkHhMRQXn0RpWXmDdJKRuGuQuIWIEFvW9kVGW9YMPuY8tgph9s11WQ7Zv2kRRg7tY23BHbEg7imTp5j3lrTFffJUiTmMa0Nk20TirkHiFsIFFJzdIoQXFO3xrn1lzSZ+vnXrRBJ3rVLJ0XxzNMDzFy5GbfxtXyTuGiRuIUKEUuPgRl3T0ryyZgnEHj6VsmY7bMrlp23brGfVJdHEzZo2s+6K8+eNTPtq1FuSOJG4a5C4hQgALzCyaZ4zs3bKmhcdQ5G1k0QS99SpU81u7Ry+taHKI074mr6/YJoiEreTBzdQcLgY9Q6LU12FqjpDL1Th7A8vI8njQVLnD3BIt8OLe9h0jyUOljooZrtm7ZS12axvxAhXt9FKJHHPmjkT12/ebPKj9TU2ErdJNa4VrMLYFEO+0/bgqjXXS1UJ1g/rgbdW/Ywdq99Cz2HrUWKV8Kpzs5DUaxlyrt1G2aZxSBq3A9EbgVg0BpQOBUwRM3vu3a2N2XSPomZ2bdesKeshfbphyMC+EYkqUcTNXxjfffutNRUBrhKm+qhC5ek85J64iET+KpG4/y7F/tXfY9v+jZj7pD9xV+Hwxx6krz5pTQMnV3VB0idHjCVA0TftsTy/Zj5wDpuHLYd3UsQsvJHuyq+/Nu8c88T/PG62q+bNCNgpZv/qcWbTPZZG2KyP2TezcGaYZ//8BrPfmmxtxR2JIu7IcZ8w+acSu6e0wez16zDb2Gaf9SXW/MRD4vZSiT1T/RxAt/ZjrsfjkLNB/nIkeebij1vA7QPzkLTgT9wxZj84vw2jW32FYzVriRiDN8m169VsT82bD/z0+UjczXnf7BTDaXZD53Ku53tDAok7ikSYMPnjQd5S47xcBu61mwWbsf3Ebc5F6YaNCZdMSdxermLPtLoHkFkK8czEXueNPK7vxSxD5lm5HEDnAra/bjyPNW5Peyw5qlpfrHDt2jWzBMILhyyBsDbN8UA4Ngh7MDLDfqn3s+ZxynszssVIIHFJ3A2Bu4TJH+e3vWYsr/2L9/6p7zHYZ14iIHF78S/uii3DjYNhCY46a2zVR7HEOKhe2xr9sRhEZLCDCwVMEbMEQjE769Ucgc8eG4RlEjYto+BDQeJuCNwmTE5uIX/dfIzPZPKUifHz52N+1j6cOLQQGWZC1QeTFy3Cos3HE6buLXF78X8AFX/Xuc63uPHVj+XGAdFlVbE1LR4lrD/bY4KwLs36NEsgrFfzr12vbvHEE2a9mhfV3FxclLgbguglTKfX9qxzrp5Zl+nn/I1/JG4v/g+gsk2DjR2fhVpf8tW5yDIOoGGbzlkzRGPCC4vMlNkKhJkzSyDMpO321cywmWkz42ZnmS5G5O1aaoo3EiTuhiB6CZPEHSUSQdxVhz82drxPXe3WH3jPOIA+Ptww3XpFbZgdM0tmVs0Lh7yAaLcCYa2awmbt2m5fzRIIW4xQ8IQ1bpRtk7gDEGvidpMwSdxRIhHEjfLNGO5Jw2rnl3zxKnTxvIIt5da0iDpsAcKxQDJ7GiejcRyxbbWdVbMEYrcCYesQe0yQ+kogEndwYk3cbhImiTtKxJe4L2PneOMAmrDTeOTkEnaM82D6noeHVeWeqepoE2UoDGbJdicYdnhh93LexovN9di22s6qeVz1TE83RerbZM8fEndwYk3cbhImiTtKxIe47+LckV3YtmIquhnf5kmeLpi2Yht2HS4z22aTBxVbMMrzOtYVXcGVorUY7RmJrRXRvZdeU4MtOZghM1PmRUW7XbVd/mAXc3Yv541zWau2O8LwOaG2ArGRuIPz6MQdvYTp1Opuxvlb+4LmuU1DjXlv4/cbQHXlFVxNkNM2ZHGHe7KQ+Mq4g1B9E2V5h3Aorww3Q+5+K2xYwmDrD3ZsYbZMGVPKlDPLH3a7arv8way7TUprfDT7X1iyZIm1FXdI3MFpfHFHM2G6h/Ijm7BwALfjwcD3N2CntZ3qvKV40ty+B2kf/QXD3wlBSOLmzkzt0MGaCp2EErcIi/pEzTo1O8Cw/MEyCMshdvmDba9Z12Z9m/zrlcGmKCMdxlPiDs6jy7iDEHHCVI0bZfnIO11Zb4/LeKRecXOoxuvXb+DCpcs4ePBPPJOSYi0JHYm76RCqqFmnZgcYHhtsIcKWIvVdVJS4A9MkxO2Dm1/+iYhfcd+6dQvnL13B6ZKzKCgsxPYdO5CS3NpaGjrhi/tvXDJeNx6wx71oqrgVNevU7IZuN9ULhMQdmKYobvv4aerUETelfe5cOQqPFeFITq4Z239uHHHfL/gcaVN2o+GHY48ciot1WH+ZYiJC0TIzDkfUvCluOKL2ReIOTFMUN/dlpMdDIlBL3Pfu3Ud5eQUKC4+ZtyOy7yXXKOK+k41FHCUsjpruJPJBxDE/2DyPn9Hu9MLeiKFk1C9064St38wxBRUJEndgJO6mSy1xX79+HafPnLEybesGoI0i7pvY904GMjMo7s+Q03C3rIsqPAF5QS0R4GfhhcGB/ft721HbzfPYNM8e9yOU0geFRDFJ3P6RuN0jcddQS9y8O3NBwbFa0m4McVfunoLMVcUo+j7dEHd89Uhk++JYP9h9sdtQs+zBLx7uJ8qYUrYHZ6Ks7eZ5lLi5Tnq6+Zxgbakl7sBI3O6RuGuoJe7y8nLk5OQ1rrgv/ITRPb9DsZFlmzcl8PiMwRvj8GSOVAgNDS+kcqhTHvR22cOuT7NHIgo/NMsfnGY5hMuZdTP7ZhYeroAl7sBI3O6RuGvwipu31C8tLcORI7Wl3aDirj6LHwf1wHdFVm3EHCjdg4WH4ueCHw90Zt2xAruA88BmCYMZMvcBx/lge2mO72GXPez6NJdxHX6GrqltzHsq/vbbb9bW3CFxB0bido/EXYNX3Pfu3cOZkrPIOVq7vs3Yu/f3BhB3FYq+6YGkMSuw98ABHGCsmmKKu8f3p6x14gMOHRrKmBnRhhcQWV9mW+heGRnm/5udWTj+NIc2ZY9EZtPMqtlDkSPqOcsedhtquz4drZNX4g6MxO0eibsGr7hv376N4tNnaok7L7/A/PtzA7TjvpfzGdoMWIrfDOFRemYcWYup7J4aT7USAwqQpYiGhCcUJUt5sC5tX0CkjCllu+RBWVPalLfdI5HlEQ7exPcYSKYSd2Ak7kePxF2DV9yVlZU4duzhhcmiomKcMIKP7VLJL7nZ+OvkcesZwalX3ObwjEOxqcx33IGagdKT3voN8dQ/ikLlGNDRgO3CeWJTsix32BcPKWnWnxe+2cuUNJvjsezB8gfLIM6SB98LJcPthNPOXOIOjMT96JG4a/CK+9Lly8gvKDRFXXjsuNnd3Za4Le5WbwzDf2Q+i/LK2uN41YdfcT+4hB0TPBj+73OoO1zMaawzmwTG1zCMbGHBDDhc+CvDzqJ5IZDS5YVBSpj1Z2bOdiZNSbPFB8XN5ewAw9fsZYj9pX7p6P/Cc646uTiRuAMjcT96JO4avOI+V34eR47WlEZ8wxb3vsJT8AzriVPnQ2uv5yvuG399gvRmFLMRbfth7XFHg+2KX/HewPY1y4xIzpyHfXE04HWgOjeFypOVLTR44NkXDVnKYKnDzqI5Qh4vHPIxW3iw3GFn0rxZALNvyoOyt0+wWDx5Je7ASNzukbhrMMXNC5Nnz5Ya4q6pb586zU44/sX9H71T8Z99OqPNpFcxfsVibMnejzv375kb88Vvxp2gsM498623vBk0a8p2mYM3qqWAKWiWNtj0zq5Hc9rOojmcKden2HmA2k3xArWZDnbyslTCi5ihIHEHRuJ+9EjcNZjirqy8WufCZH3i/q++XbDxwGH8nn8K3+z6HWO/WIaWowah+b8GYOTShVj/xx5vKSXSEyUWYfa8c8cOswZtd2BhieOJx5PwzNPNzQ4rFDHLGrageQNbZtGczwzb7nmY0qoFUp5uaf6fKPxggrXr33ZQ7G8ZXxj2ycv3wuDFSG6fwXsw8kskFCTuwEjcjx6JuwZT3OfPn0d+4XG/0mbUyrgzO2PQwsX4Ye8RbPuzAHtyTuLgsVIcLj6PzQeP4p013yNt5kS0fH0Qhi6ei29//RmVN+Nr+HKnGHmy8mKfnT3zIqGdPds1aJY3eLGQj9nbkMt4IdEWNGvRfD6zco7/wW3/umePefK+MjCj1msx7Gzdn4Tt+Qx+cTjFbb/vUDNsXyTuwEjcjxb+31579VVkLVkS8bEV7zx2//59lLLHZO7DHpPHj58IKu7Vu/6sFWt2H8Km/bn45fAJ7M8vwV9F57DnaBEWb9mG9pNH4Y0vP6m3pNKYUGrc6ZQBT0S75QZr1JSjXdawW3DYvQvtNtG8SGhnz3YNmhcU+dzOqanmzW15oZGypzBGjxrlFa39Gnbw5B2QkeaVsC1uts02T24jgkk4Fk9eiTsw5r6VuMOGSY997vAXalPmMQ4sdebMmVqjAfpGKOL2F8zKtx8qxB8FZ7H61wPo9vaEBpE3LwraomMJwxagM3NltsqWGBQtg602KF+WNChiXhh0ljXsFhx270K7TfT/JCWhZ1oHJLds4T2IGPbrMJhZ2++B0rHfm/PiZSKfvBJ3YBJ53zckfG/2+dbUb6jw2MVLl3D8xAnkHPUvbYZbcTtje3Yhvt31O/q9O9UrMmfYovMX71rZqFOOFDF3oJ0hM+wWGgy7jOHMlu1yBoOZNNdjZs3n2hcGGS2bN0erli3N2vXz6el43cia7doaM2OevBPeGGn9C91hfm6JOyASd2CamrgJz0levE8E7l/Ox7bFr6PX0qO4zxlVpdg2PhNZucH7Xjx24eJFFBxjfbv+jJu3LgtX3J+t2Yzp739Sax5r4U++XNOCwjds4dYXdmbMsLNjZ4bMsFtoMOwyBsPOlm0pc+e/2Lu3eUIvmD8fK776KuS6MCWikzcwEndgJG73cF9Guh9jg3s4d3gzPhrG5s9ZyK2+jJ0TappCT/ol+F3AHiuvOO/teFNf7Nj5S1jinjL3Qz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        <text lang="eng" width="102" fontFamily="Consolas" fontSize="10">
          <content>
            <p>Symbolic solution</p>
          </content>
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          <input>
            <e type="operand">x</e>
            <e type="function" args="1">f</e>
            <e type="operand">wo</e>
            <e type="operand">6</e>
            <e type="operand">d</e>
            <e type="operator" args="2">*</e>
            <e type="operand">F.H</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="operand">x</e>
            <e type="operand">3</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand">θ.A</e>
            <e type="function" args="1">tan</e>
            <e type="operand">x</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="18" top="1386" width="211" height="102" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">F.H</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand" style="string">eq</e>
            <e type="operand">50</e>
            <e type="operand" style="unit">kip</e>
            <e type="operator" args="2">*</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="function" args="2">nNR</e>
            <e type="operator" args="2">:</e>
            <e type="operand">RK</e>
            <e type="operand">F.H</e>
            <e type="function" args="1">RK</e>
            <e type="operator" args="2">:</e>
            <e type="operand">x</e>
            <e type="function" args="1">y</e>
            <e type="operand">RK</e>
            <e type="operand">2</e>
            <e type="operand">x</e>
            <e type="function" args="3">RKI</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">x</e>
            <e type="function" args="1">y'</e>
            <e type="operand">RK</e>
            <e type="operand">3</e>
            <e type="operand">x</e>
            <e type="function" args="3">RKI</e>
            <e type="operator" args="2">:</e>
            <e type="operand">4</e>
            <e type="operand">1</e>
            <e type="function" args="6">line</e>
          </input>
        </math>
      </region>
      <region left="288" top="1386" width="110" height="30" color="#000000" fontSize="10">
        <math decimalPlaces="2">
          <input>
            <e type="operand">F.H</e>
          </input>
          <contract>
            <e type="operand" style="unit">kip</e>
          </contract>
          <result action="numeric">
            <e type="operand">45.24</e>
          </result>
        </math>
      </region>
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        <xyplot width="196" height="150" points="100" name="XYPlot">
          <chartstyle backcolor="White" bordercolor="Black" />
          <grid gridcolor="LightGray" gridpattern="Dash" gridthickness="1" isxgrid="true" isygrid="true" isy2grid="false" />
          <xaxes xmin="-12.54254" xmax="50.21806" xtick="20" visible="True" decimalplaces="3" numberformat="General" />
          <yaxes ymin="-3.78464" ymax="12.68661" ytick="5" visible="True" decimalplaces="3" numberformat="General" />
          <y2axes isy2axis="false" y2min="-1" y2max="1" y2tick="0.5" visible="True" decimalplaces="3" numberformat="General" />
          <title2d title="" titlefont="Arial, 10pt" titlefontcolor="Black" />
          <xylabel labelfont="Arial, 10pt" labelfontcolor="Black" tickfont="Arial, 8pt" tickfontcolor="Black" xlabel="" ylabel="" y2label="y2" />
          <legend isbordervisible="true" islegendvisible="false" legendbackcolor="White" legendbordercolor="Black" legendfont="Arial, 8pt" legendposition="NorthEast" textcolor="Black" />
          <traces>
            <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" lineantialias="true" linecolor="Blue" linethickness="1" linepattern="Solid" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
            <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" lineantialias="true" linecolor="Red" linethickness="1" linepattern="Solid" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
          </traces>
          <input>
            <e type="operand">x</e>
            <e type="operand" style="unit">ft</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">y</e>
            <e type="operand" style="unit">ft</e>
            <e type="operator" args="2">/</e>
            <e type="operand">x</e>
            <e type="operand" style="unit">ft</e>
            <e type="operator" args="2">*</e>
            <e type="operand">0</e>
            <e type="operand">d</e>
            <e type="function" args="3">lele</e>
            <e type="operator" args="2">*</e>
            <e type="operand">x</e>
            <e type="operand" style="unit">ft</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">f</e>
            <e type="operand" style="unit">ft</e>
            <e type="operator" args="2">/</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="4">sys</e>
          </input>
        </xyplot>
      </region>
      <region left="288" top="1413" width="219" height="32" color="#000000" fontSize="10">
        <math decimalPlaces="2">
          <input>
            <e type="operand">θ.B</e>
            <e type="operand">d</e>
            <e type="function" args="1">y'</e>
            <e type="function" args="1">atan</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">deg</e>
          </contract>
          <result action="numeric">
            <e type="operand">21.67</e>
          </result>
        </math>
      </region>
      <region left="288" top="1449" width="188" height="55" border="true" color="#000000" fontSize="10">
        <math decimalPlaces="2">
          <input>
            <e type="operand">T.M</e>
            <e type="operand">F.H</e>
            <e type="operand">θ.B</e>
            <e type="function" args="1">cos</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kip</e>
          </contract>
          <result action="numeric">
            <e type="operand">48.69</e>
          </result>
        </math>
      </region>
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      </region>
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        <math>
          <input>
            <e type="operand">d</e>
            <e type="operand">25</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="126" top="1638" width="58" height="24" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">h</e>
            <e type="operand">5</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="216" top="1638" width="86" height="41" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">wo</e>
            <e type="operand">8</e>
            <e type="operand" style="unit">kgf</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
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        <mathcadblock width="259" height="82" seqop="sys">
          <input>
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        </picture>
      </region>
      <region left="18" top="2061" width="74" height="24" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">d</e>
            <e type="operand">75</e>
            <e type="operand" style="unit">ft</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="126" top="2061" width="101" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">θ.M</e>
            <e type="operand">30</e>
            <e type="operand" style="unit">deg</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="1">-</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="261" top="2061" width="86" height="41" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">wo</e>
            <e type="operand">5</e>
            <e type="operand" style="unit">lbf</e>
            <e type="operand" style="unit">ft</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="387" top="2061" width="52" height="41" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">δ</e>
            <e type="operand">d</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="18" top="2106" width="267" height="88" color="#000000" bgColor="#ffffff" fontSize="10">
        <mathcadblock width="257" height="80" seqop="sys">
          <input>
            <e type="operand">F.H</e>
            <e type="operand">h</e>
            <e type="function" args="2">RK</e>
            <e type="operand">x</e>
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</raw>
        </picture>
      </region>
      <region left="18" top="2511" width="89" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">h.A</e>
            <e type="operand">180</e>
            <e type="operand" style="unit">ft</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="117" top="2511" width="89" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">h.B</e>
            <e type="operand">120</e>
            <e type="operand" style="unit">ft</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="225" top="2511" width="81" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">h.O</e>
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