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          <p style="font-size: 12px;">[1]<span style="font-style: italic;"> L. Majkut  - Free and Forced Vibrations of Timoshenko Beams Described by Single Difference Equation</span></p>
          <p style="font-size: 12px;">[2] <span style="font-style: italic;">J. Y. Shen, E. G. Abu-Saba, W. M. McGinley, L. Sharpe, Jr, - A Piecewise Continuous Timoshenko Beam Model for the Dynamic Analysis of Tapered Beam-like Structures</span></p>
          <p style="font-size: 12px;">[3] <span style="font-style: italic;">K. A. Laith, M.-J. Li , and X.-T. Rui - Transfer Matrix Method for the Determination of the Natural Vibration Characteristics of Realistic Thrusting Launch Vehicle—Part I</span></p>
          <p style="font-size: 12px;">[4] <span style="font-style: italic;">J. W. Jaworski, E. H. Dowell -  Free vibration of a cantilevered beam with multiple steps: Comparison of several theoretical methods with experiment</span></p>
          <p style="font-size: 12px;">[5]<span style="font-style: italic;"> left intentionally free</span></p>
          <p style="font-size: 12px;">[6] <span style="font-style: italic;">R.D. Blevins - Formulas for Natural Frequencies and Modes Shapes – Ed.1979</span></p>
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          <p style="font-weight: bold; font-size: 12px; font-style: italic;"> Numerical Check vs Ref.[4] - aluminium beam with rectangular section</p>
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          <content>
            <p>Figure 1 - from Ref.[1] page </p>
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        <picture>
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</raw>
        </picture>
      </region>
      <region left="54" top="2277" width="245" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="245" fontFamily="Arial" fontSize="10">
          <content>
            <p>Figure 2 - from Ref.[4] page </p>
          </content>
        </text>
      </region>
      <region top="2322" color="#008000">
        <area terminator="true" />
      </region>
    </region>
    <region left="81" top="2448" width="166" height="26" color="#000000" fontSize="12">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 12px; font-weight: bold; font-style: italic;">Dimensional Inputs </p>
        </content>
      </text>
    </region>
    <region top="2484" color="#000000">
      <area collapsed="false" />
      <region left="36" top="2520" width="146" height="24" color="#008000" fontSize="10">
        <math>
          <input>
            <e type="operand">E_test1</e>
            <e type="operand">60.6</e>
            <e type="operand" style="unit">GPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="279" top="2520" width="144" height="50" color="#008000" fontSize="10">
        <math optimize="2">
          <input>
            <e type="operand">ρ_test1</e>
            <e type="operand">2664</e>
            <e type="operand" style="unit">kg</e>
            <e type="operand" style="unit">m</e>
            <e type="operand">3</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="540" top="2529" width="70" height="24" color="#008000" fontSize="10">
        <math>
          <input>
            <e type="operand">ν</e>
            <e type="operand">0.33</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="36" top="2583" width="280" height="43" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">G_test1</e>
            <e type="operand">E_test1</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="operand">ν</e>
            <e type="operator" args="2">+</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">2.2782</e>
            <e type="operand">10</e>
            <e type="operand">10</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="unit">Pa</e>
            <e type="operator" args="2">*</e>
          </result>
        </math>
      </region>
      <region left="396" top="2583" width="246" height="43" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">κ_test1</e>
            <e type="operand">10</e>
            <e type="operand">1</e>
            <e type="operand">ν</e>
            <e type="operator" args="2">+</e>
            <e type="bracket">(</e>
            <e type="operand">12</e>
            <e type="operand">11</e>
            <e type="operand">ν</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">0.8509</e>
          </result>
        </math>
      </region>
      <region left="72" top="2673" width="146" height="24" color="#000000" fontSize="10">
        <math optimize="2">
          <input>
            <e type="operand">b_test1</e>
            <e type="operand">3.175</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
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            <e type="operand">h_test1</e>
            <e type="operand">25.4</e>
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            <e type="operand">h_test2</e>
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            <e type="operand">l_test1</e>
            <e type="operand">463.55</e>
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            <e type="operand">0.2148</e>
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            <e type="operand">4.3357</e>
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            <e type="operand">6.7746</e>
            <e type="operand">10</e>
            <e type="operand">11</e>
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            <e type="operand">8.0645</e>
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        <text lang="eng" width="876" fontFamily="Arial" fontSize="10">
          <content>
            <p style="font-size: 12px; font-weight: bold; font-style: italic;">Characteristic of beams composing the notched beam (from clamping to free end) in-plane bending</p>
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        </text>
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          <input>
            <e type="operand">mass1z</e>
            <e type="operand">mass_test1</e>
            <e type="operator" args="2">:</e>
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          <input>
            <e type="operand">A1a</e>
            <e type="operand">A_test1</e>
            <e type="operator" args="2">:</e>
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        <math>
          <input>
            <e type="operand">A1b</e>
            <e type="operand">b1b</e>
            <e type="operand">h1b</e>
            <e type="function" args="2">f_Asect</e>
            <e type="operator" args="2">:</e>
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        </math>
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        <math>
          <input>
            <e type="operand">A1c</e>
            <e type="operand">A_test1</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
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        <math>
          <input>
            <e type="operand">A1z</e>
            <e type="operand">A_test1</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
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      <region left="54" top="4149" width="876" height="26" color="#000000" fontSize="12" isBreakable="false">
        <text lang="eng" width="876" fontFamily="Arial" fontSize="10">
          <content>
            <p style="font-size: 12px; font-weight: bold; font-style: italic;">Characteristic of beams composing the notched beam (from clamping to free end) out-of-plane bending</p>
          </content>
        </text>
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      <region left="630" top="5004" width="277" height="25" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">mass2c</e>
            <e type="operand">ρ_test1</e>
            <e type="operand">b2c</e>
            <e type="operand">h2c</e>
            <e type="function" args="3">f_mass</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="909" top="5004" width="277" height="25" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">mass2z</e>
            <e type="operand">ρ_test1</e>
            <e type="operand">b2z</e>
            <e type="operand">h2z</e>
            <e type="function" args="3">f_mass</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
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        <math>
          <input>
            <e type="operand">A2a</e>
            <e type="operand">b2a</e>
            <e type="operand">h2a</e>
            <e type="function" args="2">f_Asect</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="342" top="5049" width="191" height="25" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">A2b</e>
            <e type="operand">b2b</e>
            <e type="operand">h2b</e>
            <e type="function" args="2">f_Asect</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="630" top="5049" width="191" height="25" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">A2c</e>
            <e type="operand">b2c</e>
            <e type="operand">h2c</e>
            <e type="function" args="2">f_Asect</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="909" top="5049" width="191" height="25" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">A2z</e>
            <e type="operand">b2z</e>
            <e type="operand">h2z</e>
            <e type="function" args="2">f_Asect</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region top="5148" color="#000000">
        <area terminator="true" />
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    </region>
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      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 12px; font-weight: bold; font-style: italic;">Non-dimensional Inputs </p>
        </content>
      </text>
    </region>
    <region top="5508" color="#000000">
      <area collapsed="false" />
      <region left="477" top="5553" width="70" height="24" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">mult</e>
            <e type="operand">1</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
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        </picture>
      </region>
      <region left="468" top="5616" width="205" height="24" color="#000000" bgColor="#ff80ff" fontSize="10">
        <math>
          <input>
            <e type="operand">EIz01</e>
            <e type="operand">mult</e>
            <e type="operand">E_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">I1a</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="1098" top="5625" width="205" height="24" color="#000000" bgColor="#ff80ff" fontSize="10">
        <math>
          <input>
            <e type="operand">EIz02</e>
            <e type="operand">mult</e>
            <e type="operand">E_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">I2a</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="468" top="5652" width="157" height="24" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">EIz01</e>
          </input>
          <result action="numeric">
            <e type="operand">262.7461</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="unit">J</e>
            <e type="operator" args="2">*</e>
          </result>
        </math>
      </region>
      <region left="1098" top="5661" width="141" height="24" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">EIz02</e>
          </input>
          <result action="numeric">
            <e type="operand">4.1054</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="unit">J</e>
            <e type="operator" args="2">*</e>
          </result>
        </math>
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      </region>
      <region left="468" top="5697" width="142" height="50" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">κGA01</e>
            <e type="operand">EIz01</e>
            <e type="operand">l_test1</e>
            <e type="operand">2</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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        <math>
          <input>
            <e type="operand">κGA02</e>
            <e type="operand">EIz02</e>
            <e type="operand">l_test1</e>
            <e type="operand">2</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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        <math>
          <input>
            <e type="operand">κGA01</e>
          </input>
          <result action="numeric">
            <e type="operand">1222.7652</e>
            <e type="operand" style="unit">N</e>
            <e type="operator" args="2">*</e>
          </result>
        </math>
      </region>
      <region left="1098" top="5778" width="136" height="24" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">κGA02</e>
          </input>
          <result action="numeric">
            <e type="operand">19.1057</e>
            <e type="operand" style="unit">N</e>
            <e type="operator" args="2">*</e>
          </result>
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      </region>
      <region left="468" top="5814" width="197" height="24" color="#000000" bgColor="#ff80ff" fontSize="10">
        <math>
          <input>
            <e type="operand">ρA01</e>
            <e type="operand">mult</e>
            <e type="operand">ρ_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A1a</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
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        <math>
          <input>
            <e type="operand">ρA02</e>
            <e type="operand">mult</e>
            <e type="operand">ρ_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A2a</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
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        <math>
          <input>
            <e type="operand">ρA01</e>
          </input>
          <result action="numeric">
            <e type="operand">0.2148</e>
            <e type="operand" style="unit">kg</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
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        <math>
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            <e type="operand">ρA02</e>
          </input>
          <result action="numeric">
            <e type="operand">0.2148</e>
            <e type="operand" style="unit">kg</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
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            <e type="operator" args="2">/</e>
            <e type="function" args="1">sqrt</e>
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            <e type="operand">R_ad_1b</e>
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            <e type="operator" args="2">/</e>
            <e type="function" args="1">sqrt</e>
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          <input>
            <e type="operand">R_ad_2a</e>
            <e type="operand">I2a</e>
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            <e type="operator" args="2">/</e>
            <e type="function" args="1">sqrt</e>
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            <e type="operand">l_test1</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
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            <e type="operand">R_ad_2b</e>
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            <e type="operator" args="2">/</e>
            <e type="function" args="1">sqrt</e>
            <e type="bracket">(</e>
            <e type="operand">1</e>
            <e type="operand">l_test1</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="468" top="5976" width="212" height="45" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">R_ad_1c</e>
            <e type="operand">I1c</e>
            <e type="operand">A1c</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="1">sqrt</e>
            <e type="bracket">(</e>
            <e type="operand">1</e>
            <e type="operand">l_test1</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="747" top="5976" width="212" height="45" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">R_ad_1z</e>
            <e type="operand">I1z</e>
            <e type="operand">A1z</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="1">sqrt</e>
            <e type="bracket">(</e>
            <e type="operand">1</e>
            <e type="operand">l_test1</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="1098" top="5985" width="212" height="45" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">R_ad_2c</e>
            <e type="operand">I2c</e>
            <e type="operand">A2c</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="1">sqrt</e>
            <e type="bracket">(</e>
            <e type="operand">1</e>
            <e type="operand">l_test1</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="1377" top="5985" width="212" height="45" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">R_ad_2z</e>
            <e type="operand">I2z</e>
            <e type="operand">A2z</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="1">sqrt</e>
            <e type="bracket">(</e>
            <e type="operand">1</e>
            <e type="operand">l_test1</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="126" top="6057" width="120" height="70" color="#000000">
        <picture>
          <raw format="png" encoding="base64">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</raw>
        </picture>
      </region>
      <region left="459" top="6084" width="86" height="24" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">k_ad01</e>
            <e type="operand">0</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="594" top="6084" width="99" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
          <p>no axial action</p>
        </content>
        </text>
      </region>
      <region left="1089" top="6093" width="86" height="24" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">k_ad02</e>
            <e type="operand">0</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="1224" top="6093" width="99" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
          <p>no axial action</p>
        </content>
        </text>
      </region>
      <region left="126" top="6138" width="167" height="69" color="#000000">
        <picture>
          <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAAJ8AAAA9CAYAAACzz7sFAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAwBSURBVHhe7Z39T1NZGsf3P6mhStQwg4pEw7oSDaMrEeKYhXUlsRhHqrOCjoszkxHd5SWLuAquoWRTnVDXqS/V3eKOkLU7sWasm2qsOyVbduiMFcEpWgSFiqCF+91ze++RKi+9t723lZnzSfqDp0LLvd/zvJxznuf+DAxGkmDim3VwCPmv4nBBJrQaLTIKjsDuHxXfm10w8c02Xnpx9pNatHQOggu6cWJLJrIOOTEsvj2bYOKbbXD96Ooiwgv/4yV6LHpot1nRG/737IKJL164h7hevQ0ftfaIgkgkI/A2b8GK+ttQxPE+vwPDr8txwfdcHFAXJr544J7CY/oQy/KOwzU0Jg4mkJH/wJD3AUydSjndEXRby7EstzYhcSQTX8yEELheh/UL9DDfjd9SaDVzJL8Eguhs3oud5g4iGQXhAnBU5SGz5Ay8I+racia+GOECV/DJ0kwUm70k8ko0YxhwHseO6q/gDykvEG7ga1RnZ6DQ2K6ssN+AiS8WOD9sH69GasFJeFS2DpMZQ9BzGns+voRuXngkAblZVwGzT0k3Say6rQLLUrbA6AmKY8rDxCcbYnUctVilycEB+6OEJxmc/zL2LNG+7oqzGuAaVfibvOyAqTAd83VncPelOn8lE59cxJuSWmiCV6WbApK79nX+G23nruGeap8RDTLJ7JVYpuIkY+KTBb0hy7G79QcVbgiHUbcJOzeuRCpv0d4zoiMJSfQrXnwDQ8481SYaE58cOB8u6BZDu7QGjqFxcVAFBu2oWDAH6ZWOJO9cjMJn3kYmwjrUOZ+IY8rBxCcZjnjcE8jXaFXfzhrrMGKtJhNlrX5xJHlw3RYUp8zBO/ts6FfY+DHxSSaI9saNJMBXxwpMMIp75q3kc4pg8qq50CERau3nlqMtEBIHlYGJTypi/KNNq4ZjWM0koA/2/Stfz2C5Idy7dhZNxktw9ykrgOjQyaB8nMvEJxHBFRL3s9+OQXFMFUZvoyFLi/nlNgyQWx0KuHDR0AST5TxOma/CF0x8BjLubcYG8rcL30k5mPgkwW/gF5HZnwG9tVuFLHcCzmfGJk0aNpm/wwv/DZy76EJAhV0MWYgTQrvgIOyDyiVaTHxS4LrRUpJBxFcIY4eaJz7GMGD7FPM1G3DoCwP0S9aiytEvvpdMHsFWnkX+/jw0uIbEsfhh4pPCsANVaXMSEO8NwVWfR27yCuj/XIffLiCurrQVgSQbvom4j7fI3ytm+Zn4JEBjHm2hGffUFML4tzDlL0RqiRV+rh+OyjXQphQreGQqVjgy/6qRrnDMy8QXlXEM2g/iHXLhFx9yEhugIgM27Js7D2uNHuKAObxwG7BGo8WyiqsY4Ejy8fQpniXJCnI9Fuj4CZjfDK9CYR8TX1RosqGsy5kMtS4rUWHvE4fuo0WfSazf+6g8/TkO6BpwM6jizspM0NBDwaSDiS8qg7h5iLi/SFGogijyJR+hpZvaVw4jnWdI4qFFavZemD1PVRR/FMSQQKvR40KPMicYZ534uGA37titMP5Bh2wSG6lfONODlm2LyUVfRzI99c628ZnusydDmLyETNzt40d4nOzlFhWuwywT3xO0WxrRUFuK3BTiAhJRtTXmgfG9eYrO+NkJ9QBZ2Gd7JI7FR8zi44I9aG/vQTBiQnLBAB4mYgU+5ELDogSJj36WphQtvYne2nqbCMJVv45ch8XYbu0Rx+JDtvi44HdoO7QZGXzmQzKxzLLL8JNM7Lm7Cfkpa1DnVHXzSSBm8YXQay2FdlE9XFJ1NOpE3bvks1Rf43vboYlXOnSWLkViT3niG+mAuSQH66v4wpVh8mWKkarZCMM3nnBWlrCahkSKr9eK7fxEk/MzP0rEa0euRUa9a4rYVD4yxDcId+MmpK4+gptijaqw+LoQ64o2YVW0YhN6E2d8SQxmmfiSQBLFx/mt2DF3IfKN/50oFaQuSZMBXbNH1TK712DiSwJJE18IfmsZcbGrUeWIOFRD137yTqAjkYUuksU3ccFmfM0krDjEN+VnvWUv6SRNfDTTiXSLYwi6/4JCfsnj3TrcjFa6x9zuLCdp4nuODmMh+WC6ys/3iPsK1bpKGI9uJuNbw0XLoYce3OlOwCZ4IsUnFvNImmA/asSOWCTG39D8LSZvsHEY8V5CdXkNTjn9ksQpUXzjGHLUYBlR/fyiQzhvacK+gj045RnAsPMwsjSLUVR7DAd3NCWmYQ6NNbdY0CNLDzGIjwqdrfNFWecbR9BlhO4XJAyTWO8hOeFA6AHsVe+TuI/vhlmDS3xzQn6cb6uVl4bU3Epc9j0L/1f14Hc4jmJ/UbZQ10oSnfW7qtBk755iJk5FYsU3Oax4+17SkbLITDyi14RCieGTdPH9ZKF7mhtgcCf7XF0y8aNtF9+KdyZhjWHIeQRr8prgfh7dJTHxRYUeIX8j0/+pwX0Pc2EauQ7TlRIQr3Ll9yjUN+G6xN5+THxRUX5Pc1aiQuzLxBcVMU4k8ZFSSwyxQeKpvk7cuHIOxoZaVOwqwfaSclQdbYCh+TwuOXwzLPLzu1PF0MczeVRYcmLik0DIVR8+SJG6qxUBcSyRcMFv0Va/E+sL9uNE63W4vH3iJBhFwG3BgVziDqddduLwstOETSnxTR56DeQvb00PE58UAq0ok7qYrijiempuDvQnbk1TvzuGfttnyJyuqZDYyDKc3cYsHLrGR+tLlIGJTwqvjpALi+mJghu4gcO5i7Gq6msMzKD5ca8JxY3uKUTB4bnrGNaWVKN2czq0P29Ee0zKGYCjkhewsqUETHySoPW0sZzi5V3jZfy1zRsRk42i97YVJ07+E95pD98Oks/cAO3c3Wjxx3iC+qUXZt1mNLjuC6eQU/aiLRCD+uhp7pQy8l2Ui3qZ+CRByydltkcLPcD1hq3IjHR5oUdwnTXA8IUZxsbzcE3X+Efc1ou9P4rQyHKFnq8BpkXfsXVcoG3SlCyb5GHik0q4ppbcAMndQkfhu9iApr8dx/a5WuFBLUSMjrP/gCsQ3XWPuRuxctp9VAmEd54KidXjT5bTssxYLDdt4aFsvMfDxCcV7ge0lS4n1kNe3zyhuxW56ZdvwV5djYvdL8R3ZkbILqdeWxz3WfHptg+wPfL1iRX3Xql0BN2WUqSHrZ4wIhz81WLllLHhTIgt2/gT624JJ45kwMQnmRBJesuJBZBjjSZ62/2qKD8spmKLj9ih6Ajim6FQnXuKdgN/oohY4zfOU3IDV3Fg6Rsd68WX7OUieqonx4D2F1K+uXSY+OQw7ETdcnJTJd8IcWsuuxK2LqfQXHL1Mbgk7HvyJ8f1JM6avlEQLeh505oF4THqkBVusSEO8dDtMVnLRXTCSZ80cmDik8UwOoy/ITd8gxhLRUHsayc09qbNtemjBZ6hq933Wunpa3CPYK/IIdluKS7cn8rN0z3n1+O4cLlD2lQ/Q7cJZYQNtF3Hgs9g61cy2hNg4pOJUMsirUG2EGdNlBpygVbsJj+bWnAYltMHoD98Q7BOfFZs+BTb+UcgRLTL4ALXUJObjsySzycnKdQKR562Cd1H2741yCHJzeSclm4TSm1wSRugz5vm98UPE59seLe2BalRW5eNEZe1l1i6yIaK4s/y9c4lp+EJr/EJB3WzeetI4rj//csBX0T5KRf04GKlDtlL8lFWeRwmy99xofko9m3kjzctRHbRcTj6nsB7uR6/K+Cf36FFRu6HqLF2TAiGewyX+Y8oy+UbXJL4bRH5XTVfwjtT6EAt79IK2BRuBE5h4osB4cF4C8XWZeLgJMYQfBiY7Fa5IB50PY7YY6UF91nQ1bVOv+gc6oPX5YS99UvYHLdw59X+rhrQ/eAMVR9syMQXE/RJRPk47OyX4MKiMYpe50mUZaeJHSDE4WQRuosLJZmqPneNh4kvVrg+OOs2Yn5cD3omFsbXhj8ZrsEfGg8vBGdErM0lB+GBz5lLdqv+xHEmvjjggu04xbcPqRMTB9nQUyvpyPjlZuj3N8PZm7iDC5PhJ4MFO5ZuRPXVByq6dQEmvrig4lmDPa09CrjfJBPeksuB3tQ+/RKQgjDxxQ0R4EMfupLwcBblGcXD77oTIjweJj5G0mDiYyQNJj5GkgD+D5MWTQcHPI8oAAAAAElFTkSuQmCC</raw>
        </picture>
      </region>
      <region left="450" top="6138" width="265" height="69" color="#000000" bgColor="#ffff80" fontSize="10">
        <math>
          <input>
            <e type="operand">α_1a</e>
            <e type="operand">1</e>
            <e type="operand">k_ad01</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A1a</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA01</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="738" top="6138" width="265" height="69" color="#000000" bgColor="#ffff80" fontSize="10">
        <math>
          <input>
            <e type="operand">α_1b</e>
            <e type="operand">1</e>
            <e type="operand">k_ad01</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A1b</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA01</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="1089" top="6147" width="265" height="69" color="#000000" bgColor="#ffff80" fontSize="10">
        <math>
          <input>
            <e type="operand">α_2a</e>
            <e type="operand">1</e>
            <e type="operand">k_ad02</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A2a</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA02</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="1377" top="6147" width="265" height="69" color="#000000" bgColor="#ffff80" fontSize="10">
        <math>
          <input>
            <e type="operand">α_2b</e>
            <e type="operand">1</e>
            <e type="operand">k_ad02</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A2b</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA02</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="450" top="6237" width="265" height="69" color="#000000" bgColor="#ffff80" fontSize="10">
        <math>
          <input>
            <e type="operand">α_1c</e>
            <e type="operand">1</e>
            <e type="operand">k_ad01</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A1c</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA01</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="738" top="6237" width="265" height="69" color="#000000" bgColor="#ffff80" fontSize="10">
        <math>
          <input>
            <e type="operand">α_1z</e>
            <e type="operand">1</e>
            <e type="operand">k_ad01</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A1z</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA01</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="1089" top="6246" width="265" height="69" color="#000000" bgColor="#ffff80" fontSize="10">
        <math>
          <input>
            <e type="operand">α_2c</e>
            <e type="operand">1</e>
            <e type="operand">k_ad02</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A2c</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA02</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="1377" top="6246" width="265" height="69" color="#000000" bgColor="#ffff80" fontSize="10">
        <math>
          <input>
            <e type="operand">α_2z</e>
            <e type="operand">1</e>
            <e type="operand">k_ad02</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A2z</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA02</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="621" top="6336" width="204" height="38" color="#000000" bgColor="#ffff80" fontSize="10">
        <text lang="eng" width="204" fontFamily="Arial" fontSize="10">
          <content>
            <p style="background-color: #ffff80;">le aree sono da mettre tutte in Atest1 TBC</p>
          </content>
        </text>
      </region>
      <region left="126" top="6363" width="149" height="71" color="#000000">
        <picture>
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        </picture>
      </region>
      <region left="1089" top="6381" width="273" height="54" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">ω</e>
            <e type="function" args="1">p_ad2</e>
            <e type="operand">ρA02</e>
            <e type="operand">ω2</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand">l_test1</e>
            <e type="operand">4</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand">EIz02</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="function" args="1">sqrt</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="450" top="6390" width="273" height="54" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">ω</e>
            <e type="function" args="1">p_ad1</e>
            <e type="operand">ρA01</e>
            <e type="operand">ω1</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand">l_test1</e>
            <e type="operand">4</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand">EIz01</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="function" args="1">sqrt</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="1089" top="6462" width="414" height="63" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">p_ad2</e>
            <e type="operand">ρA02</e>
            <e type="operand">l_test1</e>
            <e type="operand">EIz02</e>
            <e type="function" args="4">ω2</e>
            <e type="operand">EIz02</e>
            <e type="operand">p_ad2</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ρA02</e>
            <e type="operand">l_test1</e>
            <e type="operand">4</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="function" args="1">sqrt</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="450" top="6471" width="414" height="63" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">p_ad1</e>
            <e type="operand">ρA01</e>
            <e type="operand">l_test1</e>
            <e type="operand">EIz01</e>
            <e type="function" args="4">ω1</e>
            <e type="operand">EIz01</e>
            <e type="operand">p_ad1</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ρA01</e>
            <e type="operand">l_test1</e>
            <e type="operand">4</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="function" args="1">sqrt</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region top="6714" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region left="81" top="6768" width="245" height="26" color="#000000" fontSize="12" isBreakable="false">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 12px; font-weight: bold; font-style: italic;">Expected results from Ref.[4]  </p>
        </content>
      </text>
    </region>
    <region top="6822" color="#000000">
      <area collapsed="false" />
      <region left="45" top="6849" width="920" height="83" color="#000000" bgColor="#80ffff">
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KnkWhbG0+yHPG2v160/UfxKpZPjB13m42db0Xku7wbt1P9jtL1S/3vg4iIiNZaesFwYQDNm4yC4QImr7bhLXVHZwETXS14t2cCsjyJ/qZimLZ/hMGZyIUl2s7ADhs8kadbKLdq3/oarIP3Mec6KsJkNoobnRgOLCA0eQ0df+rQdnJW7kiEPUkwFDtvqbRZ7oBP3c+K3RHThiunTskhBEZHMXJODM96Bz1TYpllETzbdofbng/Ad9fo9FQjidrVjkSk0sbyfN3CQ1l7xED2u+idFuOF/OhvKRHTjBzR0MaJWr9au3HbCqxiWRRGbYmd+wSfRfg0MzMK6jsxptxpMTL/y9NItnyJpv9/Y+Yx9nPWjdvggHtyDsHxAZx+/xNcmvLqtrfEyxByfYqGnrviXUoTyg8t+ajvDSivVlKvqdyEvP3duKetN3nCib0vNaBHvf7VaL0aSbZeFLHTil3+OMFQ33aq8xv1mSvWIhimuJ0m+HyVa/NKle2roVu7EdbK6xBXSrLekq4ThTaN5b9VLyYG421r0+H3xq4ro+00avtrx9WfvljF8inrPt42q8234Xf5vSSfh/GlAWn9fRAREdGaSjEYypj3XsGZ1mrkKzebMeWjZI/u+pWyIrHTVgab5z7Guo+gfPPrOPrDPTUY/tRWiSzJjPyqzzHgV3451nYGNm1DZcspdPecw6f1dTgcuUuf2IEYtr+NAuVueUpbuftgG54WcyB2mNxOqHdXNJej+cseuAPKGMqdUD9HbYEZUkEtOvqGMBz7OnJXRtNO1Nu+x/DwZdgbS2GSclHW7BQ7XoEEbZ5FY8mmcJvOHzDy8wW0K9fKSAWoarsE7/wSgoMfotiUhfySGlh7fZgbc2Bvrhk5Rbthqf4bTnxajVxlnVV9ioEHs/C7HNo0K2C9OhFe7ijJ2u3FL9e/TNCG2BFTjs9EzVf4roSL6ryZxPrPRX7pB7D9rVyslwKU1X+OrotnDNZvZByjtqxwdP9nkmVR7oppf7wsp6+IdfZ7nM9SiPv5K4LwnK7VhpmQs0ub/+Udy0TLdwIuZb0YTj+AyaSfs5gDw3HvYCxqe1Puvht/GZbcrdiS+zqaT/wT5744iIqa0/DEnIb9mNgC/RfRsmsbSuqPwXHuOFrq3odjRJmW0XqNP53E62U+yfbWie7ujpi/KaO2E81vGn+/yf5eI9tKlETb6Uf4nxdPJf98ldMYe49gV442jX11qK8U78nZgeqj32F8MXb9pvL98CjBOokw+FuNu61pd31W2/sJ4ze/1+4w+zJqO75PsJ0q7aW7fGHxt9lE3+WJPg/lO0rZ5lZuD+n9fRAREdFaSu+I4ZrQdiaUX7zV52wZPetM7NskGPa0rL5NsdsbGMNoQAm+kde654upz+X6dY2XJZU2YucrTF1O9RmAyvBx3DZ8VqDes1ieaIk+C3WYOi+h8FEJ3REHRSrLt/rPOvVx479PeQ6jO43ntCnv/9ngGXHpSWW9rI21md/0rc12qv/cQvd/w/1VbCMrJVsnyrzH+Vtd4+10dctntM0m+y5f7eeR7t8HERERrYXnGwy1PkSrYxwMiehZ4Hc5ERHRRvJsg6Hyi7H7Aqy7NkEqaIBjwLOqX8KJ1DtQ+q7BXlsIybQb1p4b3JaInhV+lxMREW04zz4YDrngckW61Z0iRRQOhte5LRE9D/wuJyIi2nCew6mkRERERERE9CJhMCQiIiIiIspwDIZEREREREQZjsGQiIiIiIgowzEYEhERERERZTgGQyIiIiIiogzHYEhERERERJThGAyJiIiIiIgyXMrBUJIkduzYsWPHjh07duzYsWO3AbpYPGJIRERERESU4RgMiYiIiIiIMhyDIRERERERUYZjMCQiIiIiIspwDIZEREREREQZjsGQiIiIiIgowzEYEhERERERZTgGQyIiIiIiogzHYEhERERERJThGAyJiIiIiIgyHIMhERERERFRhksxGC7h4chFOJ3OcHfBjYCsDYo170V/p/Y+50WMPFzSBqRODo6h//QRVJZ8Anf6oxMR0QtNxqLvGjojNcWoS1RnnqoHGLTuxnbrNQS1PplNRigwjG9OHEJlwwVMan2fxJLHgbcsFliU7q3/xMCQbv9C7bR9B3kKI990Rg/7ZgQP420Xj8bR+4kVVqvS/R29vgVtABERpSKNI4YLmOw/gmJJgiTthNU1rfXXW8SEswZm5T2FRzAws5pUtwC/+1vYagsh5VjhCmm90xbCfd9dzGuviIjoRSICx9hJlJtEvSixosflgkvt/o3+80dhKXiS7/8nEYTH8QEOOG48x/rxItWvBdwd/hc+Ls+FZHHCr/V9knkMuazIkarg9Ec+4CXMDBxBobLvUPwRXEHdvoM8DXfbbrHfkYVi678RTOXHAr8TFqlI7Kcw2hMRpSO9U0ln+9GYrQRDE/IaLmIq9gt6cQS20k1iuHhPVAFJV0h8r1c9WTCc+wHW/Z1PMA9ERPRUhVyw5hjViwWMnTqOSzOPtNcZ5oWrX0G4rEXRn9MTzOPKYCioYc5oW9D2B6QcWJw+rV8SDIZERKuSXjBUivhLr8FSkQfJ9DpsnjltgGIJU71N2Nl8BO8aFnrFEoK+63C5RhEIGfzsJwfhG3LB5fFjPE4wlIM+DLmuw6f/RTFW6DYuNr0CU7rhVLR/+9Z9UYa0+fQExP+jpdQ+ERElFycYyvfv4M58GueRPtF39wICtyYQlMW/o2Ph2rQ8PY14ffduELI6/WEM+ZT/qwMQCoziR4P2FInavO+fEuMo4/+qm56QVv0ymHeNYdtqjf0xur2UxATDePOY4vQZDImIXkzpB8P8I7g8cBSFkgmbm69iORrKXjje2A/n+FXjQh8cgn1/HVpOnIWjvR4l+WVo6b2tFVNRHP0Xcbj6INrPd+NftnoUK6cXRQXDIDznPkBdy3GcO3EI5XklaLoYGV9PuR7yAqyWzZCK6mFznke/9z78Fw+p0zSXH8MPk8p1B9qpsQV/Qc/EBNwnG1GWnwVpdwtsLbtF0RLtS9kobvoWfrXYpto+ERGlxDAYzsFjO6qFhll4+2yoL84W38c78V7/TYza9yG7WHy393kxL089wXd3CJMDX6CuJA9SdiX+ckAEHXVcCf9NmZ4yT/J9DHa8heIcE8z72vDl4X3Y/Uq+eF8+as4P4bqtBsVFW0Wbor2WK3iwnIbitTmLse6PUF2cC2lPB7rF+EX5m8X0NmFX+xDmDevXrDZNPaN5N2FLq1uJrsZtz4+IGvwe7Je/R1d7HYpylfoq1m//l2guE/Oj1lsxtuciOmpfFutBH9z0wTDOPBpOXxs9xpMFQxmz/YfwsuUg/qZeS9iM2pIcSKZX0eqeCY/CYEhEtCqrCIbiy35OO2XUXAPnxKIYIGPO9SF2NvZhxqjQyz501WzHXue49itiCPd6GpBnKkf7cBDyzDVYt5fqrlt8iIFmUYSWg6GMRY8Nu/f3aKevBuFuLRHt16LrnlHlMTjtBdOi305I2zswsqhMRMyzCLj7HF5tnn5DT+1LkPLfgs31G0LyDMY6D6BAFOxX7R4spNU+ERElFakXWiB73OlDg4z54c+wy6SEsUFcPtwC57j+yrYn+e6eFrVmm3hdBcf4NPyub3HJ8xNOl4v6Fqkf8i04xOvlHxVFWOxvEsEpqwYnb86IuVvCVM87yDK9ja5J5ehcsnqltVlwAJ1jyvhKEK6AtKkFAwvKCEb1y4jRvE/jd8O2/wNnzjUhp8KBcaW/fAdddZ9o9VVrb7neRoJYvGBo9FrGwkBLnOmvlDAY5hShLHJjGrXbg7IiEVyXg+ESJr+2oVMdV0Zo3Inq3BwtWGsYDImIVmV1wTCkFULJjK2tP+N3+S569teETy01CIZLI+3YJr0Bu1d3hzD1ekXlqGMfvF21MC8XRYVWmJYL1RxG2kthyi/BnqiC0QCHx+jSd6PCGi7WpabIjXNEcX/vA12wMxhH/hX20mxIpZ/AeSyd9omIKCmjHxKjjhhGBDHcXg6TlIdKx01RIfSe5LtbGzfq7BQfnJYc3fTCr3OsLq3d2PqkLIY+6CSrV7HzGxvEjOqXEaN5j9/2qfOf4lVTNopq/45L3hksTk9jVguP0dNZTTAEHo3Z40x/pTU7lXRxFI69W2CuOImb6g++GgZDIqJVWWUwFP9XLjwvNEPKexf/+q/P8FpNF+4p38srCn3kS30vHD7l6KJG+xVWstjgXFHcYgtv+JfRx4U5mTiFVQmwdaKIVIt5vd+DP/858quqwmicSMHcj+bGdNonIqKkDIOhjNDd/4PbMdcYyuMOVJjMKGi6rDtlU/Ek392R9+nrj3EwfPw6tj4pi6EPOsnqVez8xgYxo+UxYjTvidpegP/qZ6gqyIJk2oZq+5B2h8/Y6cTOjyJ2nozmMd70V1qbYBjELzYLzLm1MUeQBQZDIqJVWX0wXH40hRk5ObrTQFcUeuWUzcPYLBWisX9K7aNSf9HNxQ6bC/+7vRSPT0tVaIVguVDNwt26E1LhUbjmIpVGxqL337jm14XNZfEKq3LK61EUmnbjg0N1ONAb0PorjMYJF1lz7Vl8l1b7RESUlGEwjAjCc8mFu8pXrjyBnncP4ctz76NQ2oGWgSnxDRzxJN/d2rhrGgyT1avY+Y0NYvHqVyyjeY/f9sCQV72hjxy8id7WvcgVwal54KEYHjud2PlRxM7TynmM3DBo5fRXevJguISZwY+w3VSIuq5x8Y4YDIZERKuSXjBUTv98SVeEZvrQmGeC6VU7xiJ3FZ/qQa055st97ke0bt+EvP3d4aOKgjzhxN6XGtBzb1E7xdOMgoZu7WYBsddcaIFOucC/0YnhwAJCk9fQ8acOXfHT04pWqR1eOYTA6K3HD8R9NAr7q5sgbT6MgahxtXF22OCJLItyVHTra7AO3k+zfSIiSmphAM2bjMLAAiavtuEt2w08Ev+f6GrBuz0TkOVJ9DcVw7T9IwwuPyf3Sb67tXHXNBgmq1dam+UO+NTyEScYGtWvKEbzHr/tgcufoKHnrniHoAbyfNSrP47Oi3pbBin7XfROi3Ua8qO/pUTMj/4sH62t5XWwch4Dg5/Gmf5KTxoM5QdX0FKcE3X0WPZ24VQkCDIYEhGtSorBUHzxu3vgaK1GvvlVNJ74F9wB5QtdCXC1ONB7TxSD8HtOWyuRq3y5m8vR/GWP9r7wXUdbdm1DSf0xOM4dR0vd+3CMTIeLiHIKSu8R7MoxI6doNyz76lBf+bIoeDtQffQ7jCvXDsjTGLa/jQLlbqXK9HP3wTYcGT/WIwQHP0SxKQv5JTWwLt/9VKFcH9mAl60/iLnX0wrdpm2obDmF7p5z+LS+Docj46bVPhERxSdj3nsFZ5SaonyfmvJRskd3TVxZkQgOZbB57mOs+wjKN7+Ooz+IOiOC4U9tler17flVn2PAr1y3vtrvbqVmOaHekXO5Xj2Et+9z1BaYIRXUoqNvCMOxryN38TTtRL3tewwPX4a9sRQmKRdlzc5wzUvY5lk0lig3bxNtOn/AyM8X0K7eBbQAVW2X4J1fSlC/IozmXXtXnLZD7lZsyX0dzSf+iXNfHERFzWl41NN1ZSyOObA31yTWYS7ySz+A7W/lYvkKUFZ/Aq4Hs/C7HNo8V8B6dUK0vrLGzsed/krRwTC87/BlcznM6vxWwnpaWx7xebsvnILVskVdFnNZM7688B3+5wfbxeuXxPwdhlW9M+kHqC1RzlxiMCQiehLpHTF8YgsIeH42fMaUIvzcpfAzDkP3f8N99ehhNP17EhPTCIxhNKC74Y1qFiPtf0arO7Zg6H4RTdBG6u0TEdHT9+J+d6++zXj1K3XGbSs12G34nEH1/UM+BGWl7XHcTvqsXqN5jD99PcMjhmuJwZCIaFWecTB8XkQB87vwddf3cP1wCvvf6sTEiqql27nQ+hAR0YuO393rDYMhEdGLKUOC4RImu96G8vBiU/EhXFRPP9KRg/C5L8C6axOkggY4Bjw8IkhE9KLjd/e6FA6GuSgq2wPLWw54kh2cTNWSB463KrVTkRkMiYjSlSHBULGAwOiY8U6DsnMx5ILLFel4qigR0QuP391ERERrJoOCIRERERERERlhMCQiIiIiIspwDIZEREREREQZjsGQiIiIiIgowzEYEhERERERZTgGQyIiIiIiogzHYEhERERERJThGAyJiIiIiIgyHIMhERE9c5IksWPHjh07duyeYxeLwZCIiIiIiCjDMRgSERERERFlOAZDIiIiIiKiDMdgSERERERElOEYDImIiIiIiDIcgyEREREREVGGYzAkIiIiIiLKcAyGREREREREGY7BkIiIiIiIKMMxGBIREREREWU4BkMiIiIiIqIMx2BIRETP2BIejlyE0+nUdRcx8nBJGz4P38DXcYYl8gCD1t3Ybr2GoNZHaSs44oS1/g8ozt+J6rbL8IdkbRgREW0s+vrxFS55phH9jS9j0XcNncv15WsM+Oa1YWtFRmjSja873kV5/QVMan1XSw6Oof/0EVSWfAJ3KqXwCTAYEhHRcyAC2/DfUWaSIBUewcBMbLVbwB3n29hUeQbjKQe5IDyOD3DAcUPsGoTJ/vOoefkoXAuiPfcx7DLvgX1sQRtKREQbjjyDse7D4vte1JfcWjjHY4OfCG4eG3Zt78DIYjo/FIZw33d3ub7EN4tbg1/h4/JcSBYn/Frf1VmA3/0tbLWFkHKscIW03k8JgyERET0fIResOaJwxymcSyPt2Gl1iVK8WvPw2MrWoDATEdG6EqkvkgRT8SFc9Mf8IOh3wpJubZj7Adb9nSmOE4TLWrRG9SckZreKwZCIiDawJMFQKdxVUcFwAff9U+K1jFDgVwz5gjGnCAlyELdv3dfGSVSYlxD0XYfLNYrAiiOSCwjcmkBQFv+Ojj0eLqZ9967SpjLusK59ZX5G8aMn8AQhloiI1oxSX/IbcdpRi1zJhNzKf2A4qDszJW4wjFMbQrdxsekVmIzGCQXgcbngiqoB+voTv0bIQR+GXNfh089bhKg5viFlun6MMxgSEdGGlnIwnMVY90eoLs6FtKcD3bYaFOVvhknahF3tQ9ppPXPwdh1CWX6WNr0F+HqPobYkB1K+BY3Wv6PXF/7FWA4Owb6/Di0nzsLRXo+S/DK09N4W7YQwOfAF6kryIGVX4i8HxE6A2KHY8nEPBjreQnGOCeZ9bfjy8D7sfiVfDMtHzfkhXBfzU1y0FTlSNopbruDBirRKRETPlBoMlSA1jWHbvnA4rHY+vjTBIBjGrw3KdfEXYLVshlRUD5vzPPq9s2KMBfh7j6K6/hM4nCfF8EIU1JzDmHp6qhYMdx/B6ba9on3l6OUWVNpHtJoVhOfcB6hrOY5zJw6hPK8ETReVthQiSPov4nD1QbSf78a/bPUoVi67YDAkIqINK60jhtMYaN4GqeAAOsdmRNmcg8dWAWlTCwYWtEIv34KjfJNuegZHDGUfumq2Y69zXDvaF8K9ngbkmcrRPqzcskZrx1wFx/g0/K5vwzcv0KZtLj+GHyZFwJTvo7/pZUhZNTh5U5mfJUz1vIMs09vomnzKdwcgIqLEloOh+L98F33vKT/0ZaO46dvwDchig2HS2hBbT0QVcrdh+7Y2uH9XxljCg953kSveb/Mo0U97f2zNUsOdjEWPDbv392BKbSwId2uJqDu16LoXgjxzDdbtpbC6ppWBwkNRl8S0GAyJiGjDSisYxhZl7ZoLqQpOf6RS+uC05CQMhsp1i9ukN2D36q43me1HY7YJm5uvitKtjbOiAIennbM8Pyuv+Qi5rMiJmh8iInou9MFQfe1DT4P4bleO2tmGEIwJhinXhuVxwmEtu7EfyrHDleLUrKyD6J0JYqS9FKb8EuyxWMR8RLoGODxB3OuqhVn/o6dBvXlaGAyJiOj5SBIMH3lseHVNg2FknL1w+BbVPqqoI42Jg+GKaTEYEhG9eGKDoaCcKmqr3KKGw73NDXhtNbVheZxwTciq78WM+jpWopp1Xz0z5fEPjXpGNWhlvXlaGAyJiOj5WLqO9m1mSDts8DzS+i17hJneRpTYboj/KRIV2UilTBYMZcwNHMZmqRCN/VNqH5X8K+yludihtmVUlBUMhkRE64ZBMFSET9PMFrVD/6NkGrVheZwp9DcWQio8Ctdc5MieGOXBj/jGpUwjUc2ahrt1Z8y4Mha9/8Y1MUw5miiZa+CciIRUBkMiItrw5jDmqEGutAMtA1OiLD4mB93o2HsQXf5IYdSKbLkDPvWNaQTD5XGEuR/Run0T8vZ3457WT55wYu9LDei5p0yHwZCIaN1TguEW/emYEcqNXb5FU7EIh8vf50KqtaHUDq8cQmDUi4nBoyhUrltscMA9OYfg+ABOv/8JLk0p15knCoaLmHNp4zY6MRxYQGjyGjr+1CGC4iP1+sNSkxkFDd3h6yGNrql/ShgMiYjo+ZGnMWx/GwXmrbD85a+wWq2wNr+NXSX1cIxMa2FRFGH3WTSWbIJkLkez8weM/HwB7bUviyJbgKq2S/DOB+Ht+xy1BWZIBbXo6BvCcL/98Tinr4j3KFML3+2tZdc2lNQfg+PccbTUva+1pbTjRHNZbnicL3vgDig7BLMG0/4y/D7TTtTbvsfw8GXYG0thknJR1uzUxiMiomdLxrz3Cs58Woci0xZYrA7tDqJ64j2ek6is1j+TMFFtUDxCcPBDFJuykF9SA6tyt9JI/VLuGKocgczdB9uw8n6lZthQr4RPtWb9hPGb36NDrVkvo7bje3j/34M44yqUu50ewa4cM3KKdsOyrw71lWLcnB2oPvodxtN6KH96GAyJiOj5izyvyfUzPIGYBxE/FQsIeH6Oee4UERFltkS1QYTHwBhGY2pU+FmERs/ETS7RuPphofu/4f4qpp8uBkMiIiIiIqIMx2BIRERERESU4RgMiYiIiIiIMhyDIRERERERUYZjMCQiIiIiIspwDIZEREREREQZjsGQiIiIiIgowzEYEhERERERZTgGQyIiIiIiogzHYEhERERERJThGAyJiIiIiIgyXMrBUJIkduzYsWPHjh07duzYsWO3AbpYPGJIRERERESU4RgMiYiIiIiIMhyDIRERERERUYZjMCQiIiIiIspwDIZEREREREQZjsGQiIiIiIgowzEYEhERERERZTgGQyIiIiIiogzHYEhERERERJThGAyJiIiIiIgyHIMhERERERFRhmMwJCKi52gBk+7zOHFpHI+0Po8lGhZLee8F2Fo/QrvjCrzBJa2/Rp6Bt/8s2q0fGg8nIqINJlENWULQewWO9mOwfe3GZEjW+icjIzQ5hG/O2ND6WT/86mhJ6s86wmBIRETPhfzABXujBQUmCTlWF0Jaf0WiYSvNY9zZgNKqd3HonXLkm0zIrTmvFWxBnsKg9XVUdLgRlMXOwC8nULnjb7j6gOGQiGgjSlxDRB0Y/gf2VnyMq/cCGOtsREXTt/AnC4ehCVxtfxPbK9vQ650REVGRpP6sMwyGRET0/IRcsObECX+Jhun9fh1nTvwkQp/yYhETzhqYpSo4/dpYUz2oNetewwenpRBVXRPaayIi2nDi1ZC5H9G6vQDVXXfC4e73n9G6tRA1XT4t7BkI3cbFphLk7XVgbFH3rmT1Z51hMCQioudnLYJhjJDLipzCo3DNacVbDYa5qLB7RNkWFq+jffsuWF3T6mAiItqADGuIjNn+95AtlcHmmdf6BdBbnw9ThQPjhslwEf6u/cg1V8ExHhnH2Ir6s86kGQwX4L9qQ9OBj2Dv8yK8apbwcOQC2psa0dZ3J63iTUREGW6tg6E8if7DjbANT+t++Q3iF5sFZtNONJy7jO/b9uNN+5D2Cy8REW1IhjVkHh5bGaSoo3pBuKxFkLIOonfG4Ip29YiiGVlv/wPf95xC+9EOnBn0r6xLhvVnfUkjGAbhsVdhc8VJ3FQPoT7AoHU3XrHdENFQmOlFffbrIn3PKa8E5aJON0YCutUmB+EbcsHl0jpPgEGSiCiTrVkwXMJD91kcsmyFScpGcez1IvJDuNvKxDAJ5sozGE/5RgNERLQuGdYQLQQaBcM4p4AujbRjm6grRbWfoqt/AH2nD6LYtAV7HaPhs1CS1Z91JMVgKGPRY0OpqQjNAw/DvZbcaN2SiwqHN5yK1ZWfA4vTJ16IEHm+GeW5xbC6gspQjYyQmM4uaTsand+ju/UPKKw8Cc88CzQRUUZas2AYJgdvob/9j8iVNj++fkSpPf7vcPiADd999b4o6Cbkxl4nQkREG8uaBMPIqadFjzONfBc9dVsgbT6MAd0po8b1Z31JMRhqh131h1iVlb35HfRMaXd1U6/hiARDhXJxf0lMMHyEmd6DyHrJCteCDNnnQLm0E63uWW04ERFllDUOhir1GsKsx+OpNxp4TdQapR4tIeg+hl2mXLzuGEvhMRhERLQuGdaQBXjtbxgHw+z30D+7Ms6p1w3qg6GYmt9ZZRwkY+vPOpNiMNRW2A4bPJEqOnsFfz1yFeETR40u5DQKhg8x0FyE7MY+TAeG4GwsRWHNOf5qS0SUqZ5GMFRr1g7ssN1Qg1/4NCB9AQ/Xoqz6XsxofYiIaIMxrCEyfne3YatUivaRyOVvv6Gn9iWYq7twzyCSyOMOVJheQm3Pb1ofLRgaXpMYXX/WmxSD4RKmev4M87Z2jKgHCOcx7nhTvb5QXejQTTgqNyNvf7duhRoEQ/XizS2wWI/ji8Zy5BW3oG9yPeZpIiJaE6sKhgvw95/CZ1/fCN9ARrl+/cbtxzeTUX6xfe1d9NzTxprpQ2PeLu2IoUI5C2YPXrWP8oghEdFGFa+GhLxwVhc9vhxu7iqaN78iMkvkTtWxNcaHrpoC5DVcxJQ6glJDKlDQdBkPktWfdSb1m88sjsKx9zXUftGJ88eP4bO+G7h+5kNYT5yGTYS84uqTGI560v/KYPjIY8MOcy26lJUl/wp7aQ62tV8XsZOIiDLOvBf9p5tRZpZgKmmEvT9yt2sh0TBMoKsqD5L2Y2X411wTckpqYf3ic3z8Xis6Pfq7woki33sEpbsaYOu+iO9O/xU1+x28vp2IaKNKWEOU686/RVNpFVq7e/FV8x/wB5v+TtXRNUYhT17B0Yoy1LZ3ouerD1Fdc0LNPcnrz/qSejBULSDguQGfLgDKwXu4GxUII2KDYfic3sgzQuSZPjRt1t28hoiIKEVycAK3AgvaqyUEfdfVu10P+YLxa0ooAE+y9xARUWZIUBOia4wm8nSFqKcqpFh/1ok0g2GqRIAcPov6gnxU2X5CYPH/wuf6JxqLs5FlseKs/SPU7XoFla2X1+3tXImIiIiIiDaKpxQMiYiIiIiIaL1gMCQiIiIiIspwDIZEREREREQZjsGQiIiIiIgowzEYEhERERERZTgGQyIiIiIiogzHYEhERM9BCAH3N3A6ndFd5zX4FiOPMVrApPs8TlwaxyOtj7FUpiXIk3Bf6Hw8/JsRPOQTk4iINjAZockhfHPGhtbP+uFf8Z2fbLgihRqzQeoLgyERET17j0Zhf3UTJEmK7nbY4BEpUH7ggr3RggKThByrS/cwYQNJphUmY9FjQ6mYXnj4JpTaRrCoDSUiog0mNIGr7W9ie2Uber0zKx8+n2x4RNIas3HqC4MhERE9YzJ+d/8D75/5BcHlSjwPj+117LDdeHx0MOSCNSdZMExxWvI99B58H133EkZMIiLaCEK3cbGpBHl7HRjTnzkSkWz4shRqzAaqLwyGRET0zMmz05gO6Yqx/CvspW/A5pnXeggpBcNUpqX9mptXjkbbBbgnF7T+RES08SzC37UfueYqOMZ1NWVZsuHREteYjVVf0gyGC/BftaHpwEew93lFXlYs4eHIBbQ3NaKt707i032IiIgMyOMOVOzUn/oppBgMY62c1ixG7O9gT0k+TMppPjm70dJ7m/WKiGgj+v1ntG41I+vtf+D7nlNoP9qBM4P+x9/5yYYnEV1jNlZ9SSMYBuGxV2FzxUncVA+5PsCgdTdesd0Q0VCY6UV99usiPc+JF0sIeq+iy3kBV/Tn7MpB+IZccLm0zhNgYSYiyni/Y9yxD9tafxb/01lVMIwzLZVyk4FB2Ou2w2R6Fa3uGa0/ERFtFEsj7dgmZaOo9lN09Q+g7/RBFJu2YK9jVL3uL9nwxOLVmI1RX1IMhpGLKovQPPAw3GvJjdYtuahweMPBTy3gObA4fVgcO4cDde/DeqgKReYStFwNaOFQrDQxnV3SdjQ6v0d36x9QWHkSnnnd4VkiIsossheOijJRSINaD81qgmG8aektemCvyEV2Yz9mtV5ERLQRyJjtfw/ZUhGsLq0OyHfRU7cF0ubDGJh7lGR4kkySrMas8/qSYjBULrIsg5R1EL0z2rk5SsHe/A56ptTjhcBUD2rNSjAcw+0rV7ULOWcx0v6arqg/wkzvQWS9ZIVrQYbsc6Bc2ilWLkszEVGmUk/L2dYG9+8xBXkVwTDutKIswufYC8nihF/rQ0REG0PIZUWOPviJCuJ3VkGSquD0h5IOTyR5jVnf9SXFYBiEy1oUfevv2Sv465GrUE4cFatJS99l0TcOUFdOzeOjiniIgeYikaL7MB0YgrOxFIU155LcDYiIiDYupSC/aXzqZ9rBMMG0oii16Y/Y1n49fCkEERFtGGp4M72E2p7ftD5a8NMOcCUbHl8qNWZ915cUg+ESpnr+DPO2doyoSzmPcceb6vWF6uoL3YSjcjPy9nfjnj7jLXpw8s+fYnBGWzXqxZ5bYLEexxeN5cgrbkHfZMonCBER0UYj30FX9W5YXQbXY8QNhgvw95/CZ1/f0N0+XIg3LXkanivX4A2Ga5EcdOOz/UdZf4iINiLZh66aAuQ1XMSUWiOUMx8rUNB0GQ+U18mGp1NjNlh9Sf3mM4ujcOx9DbVfdOL88WP4rO8Grp/5ENYTp2ETIa+4+iSGtZWiEivq+vFP0am7Dewjjw07zLXh53yot3rN4S+2REQZTL7XheotBtd1zHvRf7oZZWYJppJG2Psjd8JWTKCrKg/S8o+VYXGnFbwGa3E2TPnleKfxT6isbkOfn4+sICLaqOTJKzhaUYba9k70fPUhqmtOROWUxMPTqDEbrL6kHgxVCwh4bsCnX7HBe7irD4QqkbQvfYmzw9OQlRvO/HYHdxfn4bW/AVOFA+NifcozfWjarLt5DRERZRw56MPQKu5QLQcncCsQXXwTTisUgMflwpAvyJpDRJQJIk9DiFcXEgxPq8ZsoPqSZjBMRRCec/UoMkmQlOd5iM5U8Q8MDP4TjSJRZ1msOGv/CHW7XkFl62X49Q+MJCIiIiIiomfuKQRDIiIiIiIiWk8YDImIiIiIiDIcgyEREREREVGGYzAkIiIiIiLKcAyGREREREREGY7BkIiIiIiIKMMxGBIR0fMhz8Dbfxbt1g/R7rgCb+wzceVJuC90wul0hrtvRvDQ8AlHIQTc3zx+X6TrvAbfom6ElKdHREQbg4yQ/wpsx3rhe6T1Uij159IptMarPyssYNJ9AbbWj1a+P1ktW0cYDImI6NmTpzBofR0VHW4E5SUEfzmByh1/w9UHkYIqY9FjQ+nyM3E3odQ2gkVtaJRHo7C/umn52bnL3Q4bPMs7AmlMj4iINoaQF87qfEg5VrgiT6aXA7jashd1Z34R9WcGnpNvobDyJDzz8X4pnMe4swGlVe/i0DvlyDeZkFtzHn7l7Ulr2frCYEhERM/eVA9qzVVw+iOV2genpRBVXRPhl/I99B58H133IsPjkfG7+x94Xy3wWi9RxD2217HDdgOPc2Gq0yMioo1hDmOOWhTkmHXBUKkZbdiadRC9M1qFWBiE9aUcvGoffVwz9H6/jjMnftJqzCImnDUwS1r9SlbL1hkGQyIievbUYpqLCrsnfNRu8Trat++C1TUtXmhH9/LK0Wi7APfkgvKOuOTZaUyHdL/0yr/CXvoGbJ75SI+0pkdEROud+N6/eQpvvnsO548U6YJhCH5nVfQRREygqyoPUqkd3ngHDXVCLityCo/CNSfenLCWrT9pBsMF+K/a0HTgI9j7vAiX3CU8HLmA9qZGtPXdEaubiIgomSB+sVlgNu1Ew7nL+L5tP960D2m/yM5ixP4O9pTkw6Sc9pmzGy29t1OuL/K4AxU79aeRPtn0iIhonZkfQvveI+h/MA2XVR8MF+C1vwHJVK07yheMeU8C8iT6DzfCNjwtoqciUS1bf9IIhkF47FXYXHESN9WL+R9g0Lobr9huiGgozPSiPvt12DxzyithCUGvGyMBozUshvl+Qm9XJ7p6f8SY53qc9xER0YYlP4S7rUwNa+bKMxjXH/VTyQhNDsJetx0m06todc9o/RP5HeOOfdjW+rP4X6zVTI+IiNYVtbYcwNHBKfGtHxv6ZMy5jqJQykOl46b2A+EU+hsLkwTDJTx0n8Uhy1ZRs7JR3PQt/JGalbSWrR8pBsPIRftFaB54GO615EbrllxUOLxiqBBywZqTA4vTJ16IEHm+GeW5xbC6gsrQZXLwOs4ceAv1X3wrwuAcgmOdqN9aj56p9XsHHyIiSpdyp7jvcPiADd999T6KlYv59zowpr+LaMSiB/aKXGQ39mNW6xWX7IWjokyEvujaEyWd6RER0TqyhJnBNvzx6DXMqOXE4GigPI1h2z7kmrbC8pdmNL3zOl42iVBX2yMiYmJy8Bb62/+IXGkzqrvuiEqWRi1bB1IMhsqF/GWQ9BdqKkFw8zuPA516jm0kGCqUiy9LooKhHByCrXIX6rrGdafwiJT+WWdK5/QSEdEGMfcjWre/pgW4JQTdx7DLlIvXHWMGF/8vwufYC8nihF/rE496Gum2Nrh/T1RUUp8eERGtJ0r+KEBR2R5YLBbRvY6S/CxIpnyU7GmAQ3fteSgwih89k5gb6cB2aSsaeu+FD3Ylo15HmIUcqwuhtGrZiy/FYKilbf2tv2ev4K9HriJ84qiM2f73kC2V6S72jw2Gsxhu3w1zhQPjDIFERBltaaQd2yJ3dVM9xEBzEbLqe7HyBE8lyP0R29qvi7KbiHJTgTfjnEaql+r0iIhofZmFt/+87pm2p2C1bIaUZYH1n9/AHXvpmjyBnv1b0zzKp+SiHeqdrxfTqmUvvhSD4RKmev4M87Z2jKhVdB7jjjfV6wvVnBi6CUflZuTt78a95XUaEwyXRLreloNS+6+ppXEiItq4ZvrQmLdLd8qncmbKnvDtwuVpeK5cW35IsBx047P9R9E3GSm8C/D3n8JnX9+IvsBfvoOu6t2i7sSU46TTIyKijSnBjWXUU0qrULDLiv6oehBTY+QgfDduP643yhHD195Fj/L4o0S1TOuznqR+85nFUTj2vobaLzpx/vgxfNZ3A9fPfAjridOwNZajuPokhqOe9B8TDKOuQSQioswmCm/vEZTuaoCt+yK+O/1X1Ox3hB8wHLwGa3E2TPnleKfxT6isbkOfX/+ICe3W4ss/VobJ97pQveUwBpRbiOslnR4REW1MK4OhHPTB3f8VOhr2odr6NTxR+UURXWPUSxRMJuSU1ML6xef4+L1WdHoidyVNUMvWodSDoWoBAc8N+HQrUA7ew90VK1QREwyVhws3bENew0VMLa+rJcy4vsMV/mpLRJSZQgF4XC4M+YLRZ5PE66+RgxO4FYgOd0qxH/IEjB9DkWR6RESUGdRaMeRL+EiJ6BqjPE3hOlyJasgGqTFpBsNUiQA5fBb1Bfmosv2EgHbbVjlwDW2WYpTUH4PD+U/Y29tg6+ezD4mIiIiIiJ6npxQME9FSd5KkTkRERERERM/GcwiGRERERERE9CJhMCQiIiIiIspwDIZEREREREQZjsGQiIiIiIgowzEYEhERERERZTgGQyIiIiIiogzHYEhERERERJThGAyJiIiIiIgyHIMhERERERFRhks5GEqSxI4dO3bs2LFjx44dO3bsNkAXi0cMiYiIiIiIMhyDIRERERERUUYD/j+3/UejOfnVigAAAABJRU5ErkJggg==</raw>
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          <p>Figure 3 - from Ref.[4] page </p>
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          <p style="font-style: italic; font-weight: bold;">Dimensional Formulas (clamped - free b.c.)</p>
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            <e type="operand">mass1b</e>
            <e type="operand">E_test1</e>
            <e type="operand">G_test1</e>
            <e type="function" args="8">Φ</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ω</e>
            <e type="operand">κ_test1</e>
            <e type="operand">l1c</e>
            <e type="operand">I1c</e>
            <e type="operand">A1c</e>
            <e type="operand">mass1c</e>
            <e type="operand">E_test1</e>
            <e type="operand">G_test1</e>
            <e type="function" args="8">Φ</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="117" top="7947" width="1839" height="26" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">ω</e>
            <e type="function" args="1">ϕ13</e>
            <e type="operand">ω</e>
            <e type="operand">κ_test1</e>
            <e type="operand">l1b</e>
            <e type="operand">I1b</e>
            <e type="operand">A1b</e>
            <e type="operand">mass1b</e>
            <e type="operand">E_test1</e>
            <e type="operand">G_test1</e>
            <e type="function" args="8">Φ</e>
            <e type="operand">ω</e>
            <e type="operand">κ_test1</e>
            <e type="operand">l1c</e>
            <e type="operand">I1c</e>
            <e type="operand">A1c</e>
            <e type="operand">mass1c</e>
            <e type="operand">E_test1</e>
            <e type="operand">G_test1</e>
            <e type="function" args="8">Φ</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ω</e>
            <e type="operand">κ_test1</e>
            <e type="operand">l1b</e>
            <e type="operand">I1b</e>
            <e type="operand">A1b</e>
            <e type="operand">mass1b</e>
            <e type="operand">E_test1</e>
            <e type="operand">G_test1</e>
            <e type="function" args="8">Φ</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ω</e>
            <e type="operand">κ_test1</e>
            <e type="operand">l1z</e>
            <e type="operand">I1z</e>
            <e type="operand">A1z</e>
            <e type="operand">mass1z</e>
            <e type="operand">E_test1</e>
            <e type="operand">G_test1</e>
            <e type="function" args="8">Φ</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="126" top="8001" width="351" height="26" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">ω</e>
            <e type="function" args="1">φ1</e>
            <e type="operand">ω</e>
            <e type="function" args="1">ϕ11</e>
            <e type="operand">ω</e>
            <e type="function" args="1">ϕ12</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ω</e>
            <e type="function" args="1">ϕ12</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ω</e>
            <e type="function" args="1">ϕ13</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="144" top="8073" width="545" height="204" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">600</e>
            <e type="operand" style="unit">Hz</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">φ1</e>
          </input>
          <result action="numeric">
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            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
            <e type="operand">0.0002</e>
            <e type="operand" style="unit">s</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operand" style="unit">kg</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operand">0.0015</e>
            <e type="operand" style="unit">s</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operand" style="unit">kg</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>
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            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
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            <e type="operand">0.0015</e>
            <e type="operand" style="unit">s</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operand" style="unit">kg</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>
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            <e type="operand" style="unit">s</e>
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            <e type="operand" style="unit">kg</e>
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            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operand">39788.7842</e>
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            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
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            <e type="operand" style="unit">kg</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="unit">s</e>
            <e type="operand">2</e>
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            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
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            <e type="operator" args="2">*</e>
            <e type="operand" style="unit">s</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
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            <e type="operand" style="unit">s</e>
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            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
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            <e type="operator" args="2">*</e>
            <e type="operand">2.5303</e>
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            <e type="operand">4</e>
            <e type="function" args="18">mat</e>
          </result>
        </math>
      </region>
      <region left="747" top="8289" width="167" height="34" color="#000000" bgColor="#80ffff" fontSize="10">
        <math evaluate="false">
          <input>
            <e type="operand">600</e>
            <e type="operand" style="unit">Hz</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">φ1</e>
            <e type="operand">3</e>
            <e type="operand">3</e>
            <e type="function" args="3">el</e>
          </input>
          <result action="numeric">
            <e type="operand">2.666</e>
          </result>
        </math>
      </region>
      <region left="927" top="8289" width="285" height="24" color="#000000" fontSize="10">
        <text lang="eng" fontFamily="Consolas" fontSize="10">
          <content>
            <p>This recalculate all the matrix again</p>
          </content>
        </text>
      </region>
      <region left="108" top="8334" width="431" height="38" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">ω</e>
            <e type="function" args="1">Zφ1</e>
            <e type="operand">ω</e>
            <e type="function" args="1">φ1</e>
            <e type="operand">3</e>
            <e type="operand">3</e>
            <e type="function" args="3">el</e>
            <e type="operand">ω</e>
            <e type="function" args="1">φ1</e>
            <e type="operand">4</e>
            <e type="operand">4</e>
            <e type="function" args="3">el</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ω</e>
            <e type="function" args="1">φ1</e>
            <e type="operand">3</e>
            <e type="operand">4</e>
            <e type="function" args="3">el</e>
            <e type="operand">ω</e>
            <e type="function" args="1">φ1</e>
            <e type="operand">4</e>
            <e type="operand">3</e>
            <e type="function" args="3">el</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">-</e>
            <e type="function" args="1">eval</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">line</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="144" top="8496" width="173" height="25" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">600</e>
            <e type="operand" style="unit">Hz</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">Zφ1</e>
          </input>
          <result action="numeric">
            <e type="operand">1.7807</e>
            <e type="operator" args="1">-</e>
          </result>
        </math>
      </region>
      <region left="135" top="8568" width="227" height="45" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">600</e>
            <e type="operand" style="unit">Hz</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">Zφ1</e>
            <e type="operand">1</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="1">abs</e>
            <e type="function" args="1">log10</e>
          </input>
          <result action="numeric">
            <e type="operand">0.2506</e>
          </result>
        </math>
      </region>
      <region left="90" top="8712" width="548" height="26" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">ω</e>
            <e type="function" args="1">ϕ21</e>
            <e type="operand">ω</e>
            <e type="operand">κ_test1</e>
            <e type="operand">l2a</e>
            <e type="operand">I2a</e>
            <e type="operand">A2a</e>
            <e type="operand">mass2a</e>
            <e type="operand">E_test1</e>
            <e type="operand">G_test1</e>
            <e type="function" args="8">Φ</e>
            <e type="function" args="1">eval</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="90" top="8757" width="1839" height="26" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">ω</e>
            <e type="function" args="1">ϕ22</e>
            <e type="operand">ω</e>
            <e type="operand">κ_test1</e>
            <e type="operand">l2b</e>
            <e type="operand">I2b</e>
            <e type="operand">A2b</e>
            <e type="operand">mass2b</e>
            <e type="operand">E_test1</e>
            <e type="operand">G_test1</e>
            <e type="function" args="8">Φ</e>
            <e type="operand">ω</e>
            <e type="operand">κ_test1</e>
            <e type="operand">l2c</e>
            <e type="operand">I2c</e>
            <e type="operand">A2c</e>
            <e type="operand">mass2c</e>
            <e type="operand">E_test1</e>
            <e type="operand">G_test1</e>
            <e type="function" args="8">Φ</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ω</e>
            <e type="operand">κ_test1</e>
            <e type="operand">l2b</e>
            <e type="operand">I2b</e>
            <e type="operand">A2b</e>
            <e type="operand">mass2b</e>
            <e type="operand">E_test1</e>
            <e type="operand">G_test1</e>
            <e type="function" args="8">Φ</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ω</e>
            <e type="operand">κ_test1</e>
            <e type="operand">l2c</e>
            <e type="operand">I2c</e>
            <e type="operand">A2c</e>
            <e type="operand">mass2c</e>
            <e type="operand">E_test1</e>
            <e type="operand">G_test1</e>
            <e type="function" args="8">Φ</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="90" top="8811" width="1839" height="26" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">ω</e>
            <e type="function" args="1">ϕ23</e>
            <e type="operand">ω</e>
            <e type="operand">κ_test1</e>
            <e type="operand">l2b</e>
            <e type="operand">I2b</e>
            <e type="operand">A2b</e>
            <e type="operand">mass2b</e>
            <e type="operand">E_test1</e>
            <e type="operand">G_test1</e>
            <e type="function" args="8">Φ</e>
            <e type="operand">ω</e>
            <e type="operand">κ_test1</e>
            <e type="operand">l2c</e>
            <e type="operand">I2c</e>
            <e type="operand">A2c</e>
            <e type="operand">mass2c</e>
            <e type="operand">E_test1</e>
            <e type="operand">G_test1</e>
            <e type="function" args="8">Φ</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ω</e>
            <e type="operand">κ_test1</e>
            <e type="operand">l2b</e>
            <e type="operand">I2b</e>
            <e type="operand">A2b</e>
            <e type="operand">mass2b</e>
            <e type="operand">E_test1</e>
            <e type="operand">G_test1</e>
            <e type="function" args="8">Φ</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ω</e>
            <e type="operand">κ_test1</e>
            <e type="operand">l2z</e>
            <e type="operand">I2z</e>
            <e type="operand">A2z</e>
            <e type="operand">mass2z</e>
            <e type="operand">E_test1</e>
            <e type="operand">G_test1</e>
            <e type="function" args="8">Φ</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="99" top="8865" width="351" height="26" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">ω</e>
            <e type="function" args="1">φ2</e>
            <e type="operand">ω</e>
            <e type="function" args="1">ϕ21</e>
            <e type="operand">ω</e>
            <e type="function" args="1">ϕ22</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ω</e>
            <e type="function" args="1">ϕ22</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ω</e>
            <e type="function" args="1">ϕ23</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
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        <math>
          <input>
            <e type="operand">600</e>
            <e type="operand" style="unit">Hz</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">φ2</e>
          </input>
          <result action="numeric">
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            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
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            <e type="operand" style="unit">s</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operand" style="unit">kg</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
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            <e type="operand" style="unit">s</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operand" style="unit">kg</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>
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            <e type="operand">1</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
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            <e type="operand">0.1388</e>
            <e type="operand" style="unit">s</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operand" style="unit">kg</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>
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            <e type="operand" style="unit">s</e>
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            <e type="operator" args="2">^</e>
            <e type="operand" style="unit">kg</e>
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            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
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            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="unit">kg</e>
            <e type="operand" style="unit">s</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
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            <e type="operand" style="unit">kg</e>
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            <e type="operator" args="2">*</e>
            <e type="operand" style="unit">s</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
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            <e type="operand">749.1481</e>
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            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
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            <e type="operand" style="unit">kg</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="unit">s</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operand">2324.7057</e>
            <e type="operand" style="unit">kg</e>
            <e type="operand" style="unit">m</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="unit">s</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operand">5.3505</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
            <e type="operand">62.3193</e>
            <e type="operand">4</e>
            <e type="operand">4</e>
            <e type="function" args="18">mat</e>
          </result>
        </math>
      </region>
      <region left="729" top="9162" width="135" height="34" color="#000000" bgColor="#80ffff" fontSize="10">
        <math evaluate="false">
          <input>
            <e type="operand">600</e>
            <e type="operand" style="unit">Hz</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">φ2</e>
            <e type="operand">3</e>
            <e type="operand">3</e>
            <e type="function" args="3">el</e>
          </input>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region left="900" top="9162" width="285" height="24" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Consolas" fontSize="10">
          <content>
          <p>This recalculate all the matrix again</p>
        </content>
        </text>
      </region>
      <region left="90" top="9207" width="431" height="38" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">ω</e>
            <e type="function" args="1">Zφ2</e>
            <e type="operand">ω</e>
            <e type="function" args="1">φ2</e>
            <e type="operand">3</e>
            <e type="operand">3</e>
            <e type="function" args="3">el</e>
            <e type="operand">ω</e>
            <e type="function" args="1">φ2</e>
            <e type="operand">4</e>
            <e type="operand">4</e>
            <e type="function" args="3">el</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ω</e>
            <e type="function" args="1">φ2</e>
            <e type="operand">3</e>
            <e type="operand">4</e>
            <e type="function" args="3">el</e>
            <e type="operand">ω</e>
            <e type="function" args="1">φ2</e>
            <e type="operand">4</e>
            <e type="operand">3</e>
            <e type="function" args="3">el</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">-</e>
            <e type="function" args="1">eval</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">line</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="126" top="9369" width="168" height="25" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">600</e>
            <e type="operand" style="unit">Hz</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">Zφ2</e>
          </input>
          <result action="numeric">
            <e type="operand">51.1089</e>
          </result>
        </math>
      </region>
      <region left="117" top="9441" width="227" height="45" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">600</e>
            <e type="operand" style="unit">Hz</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">Zφ2</e>
            <e type="operand">1</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="1">abs</e>
            <e type="function" args="1">log10</e>
          </input>
          <result action="numeric">
            <e type="operand">1.7085</e>
          </result>
        </math>
      </region>
      <region left="396" top="9441" width="366" height="24" color="#000000" fontSize="10">
        <text lang="eng" fontFamily="Consolas" fontSize="10">
          <content>
            <p>You can store Zφ2 into a var and take the log10 </p>
          </content>
        </text>
      </region>
      <region top="9747" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region left="90" top="9810" width="295" height="23" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-style: italic; font-weight: bold;">Adimensional Formulas (clamped - free b.c.)</p>
        </content>
      </text>
    </region>
    <region top="9855" color="#000000">
      <area collapsed="false" />
      <region left="99" top="9882" width="148" height="38" color="#000000" bgColor="#80ffff">
        <picture>
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        </picture>
      </region>
      <region left="45" top="9963" width="911" height="43" color="#000000" bgColor="#80ff00" fontSize="10">
        <math>
          <input>
            <e type="operand">p_ad2</e>
            <e type="function" args="1">ϕad21</e>
            <e type="operand">E_test1</e>
            <e type="operand">I2a</e>
            <e type="operator" args="2">*</e>
            <e type="operand">EIz02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">p_ad2</e>
            <e type="operand">R_ad_2a</e>
            <e type="operand">ρ_test1</e>
            <e type="operand">A2a</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ρA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A2a</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">k_ad02</e>
            <e type="operand">α_2a</e>
            <e type="operand">l2a</e>
            <e type="operand">l_test1</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="8">Trad</e>
            <e type="function" args="1">eval</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="54" top="10035" width="107" height="25" color="#000000" bgColor="#80ff00" fontSize="10">
        <math error="42" errorLocation="1">
          <input>
            <e type="operand">50</e>
            <e type="function" args="1">ϕad21</e>
          </input>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region left="36" top="10152" width="3038" height="43" color="#000000" bgColor="#80ff00" fontSize="10">
        <math>
          <input>
            <e type="operand">p_ad2</e>
            <e type="function" args="1">ϕad22</e>
            <e type="operand">E_test1</e>
            <e type="operand">I2b</e>
            <e type="operator" args="2">*</e>
            <e type="operand">EIz02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">p_ad2</e>
            <e type="operand">R_ad_2b</e>
            <e type="operand">ρ_test1</e>
            <e type="operand">A2b</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ρA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A2b</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">k_ad02</e>
            <e type="operand">α_2b</e>
            <e type="operand">l2b</e>
            <e type="operand">l_test1</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="8">Trad</e>
            <e type="operand">E_test1</e>
            <e type="operand">I2c</e>
            <e type="operator" args="2">*</e>
            <e type="operand">EIz02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">p_ad2</e>
            <e type="operand">R_ad_2c</e>
            <e type="operand">ρ_test1</e>
            <e type="operand">A2c</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ρA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A2c</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">k_ad02</e>
            <e type="operand">α_2c</e>
            <e type="operand">l2c</e>
            <e type="operand">l_test1</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="8">Trad</e>
            <e type="operator" args="2">*</e>
            <e type="operand">E_test1</e>
            <e type="operand">I2b</e>
            <e type="operator" args="2">*</e>
            <e type="operand">EIz02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">p_ad2</e>
            <e type="operand">R_ad_2b</e>
            <e type="operand">ρ_test1</e>
            <e type="operand">A2b</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ρA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A2b</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">k_ad02</e>
            <e type="operand">α_2b</e>
            <e type="operand">l2b</e>
            <e type="operand">l_test1</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="8">Trad</e>
            <e type="operator" args="2">*</e>
            <e type="operand">E_test1</e>
            <e type="operand">I2c</e>
            <e type="operator" args="2">*</e>
            <e type="operand">EIz02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">p_ad2</e>
            <e type="operand">R_ad_2c</e>
            <e type="operand">ρ_test1</e>
            <e type="operand">A2c</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ρA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A2c</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">k_ad02</e>
            <e type="operand">α_2c</e>
            <e type="operand">l2c</e>
            <e type="operand">l_test1</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="8">Trad</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="63" top="10260" width="405" height="81" color="#000000" bgColor="#80ff00" fontSize="10">
        <math>
          <input>
            <e type="operand">50</e>
            <e type="function" args="1">ϕad22</e>
          </input>
          <result action="numeric">
            <e type="operand">2.549</e>
            <e type="operand">0.4227</e>
            <e type="operand">0.0714</e>
            <e type="operator" args="1">-</e>
            <e type="operand">0.0081</e>
            <e type="operator" args="1">-</e>
            <e type="operand">21.3792</e>
            <e type="operand">2.6711</e>
            <e type="operand">0.5618</e>
            <e type="operator" args="1">-</e>
            <e type="operand">0.086</e>
            <e type="operator" args="1">-</e>
            <e type="operand">131.9848</e>
            <e type="operator" args="1">-</e>
            <e type="operand">12.9875</e>
            <e type="operator" args="1">-</e>
            <e type="operand">2.1754</e>
            <e type="operand">0.4148</e>
            <e type="operand">862.3481</e>
            <e type="operator" args="1">-</e>
            <e type="operand">113.6398</e>
            <e type="operator" args="1">-</e>
            <e type="operand">13.3237</e>
            <e type="operand">2.1479</e>
            <e type="operand">4</e>
            <e type="operand">4</e>
            <e type="function" args="18">mat</e>
          </result>
        </math>
      </region>
      <region left="36" top="10395" width="3038" height="43" color="#000000" bgColor="#80ff00" fontSize="10">
        <math>
          <input>
            <e type="operand">p_ad2</e>
            <e type="function" args="1">ϕad23</e>
            <e type="operand">E_test1</e>
            <e type="operand">I2b</e>
            <e type="operator" args="2">*</e>
            <e type="operand">EIz02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">p_ad2</e>
            <e type="operand">R_ad_2b</e>
            <e type="operand">ρ_test1</e>
            <e type="operand">A2b</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ρA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A2b</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">k_ad02</e>
            <e type="operand">α_2b</e>
            <e type="operand">l2b</e>
            <e type="operand">l_test1</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="8">Trad</e>
            <e type="operand">E_test1</e>
            <e type="operand">I2c</e>
            <e type="operator" args="2">*</e>
            <e type="operand">EIz02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">p_ad2</e>
            <e type="operand">R_ad_2c</e>
            <e type="operand">ρ_test1</e>
            <e type="operand">A2c</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ρA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A2c</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">k_ad02</e>
            <e type="operand">α_2c</e>
            <e type="operand">l2c</e>
            <e type="operand">l_test1</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="8">Trad</e>
            <e type="operator" args="2">*</e>
            <e type="operand">E_test1</e>
            <e type="operand">I2b</e>
            <e type="operator" args="2">*</e>
            <e type="operand">EIz02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">p_ad2</e>
            <e type="operand">R_ad_2b</e>
            <e type="operand">ρ_test1</e>
            <e type="operand">A2b</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ρA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A2b</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">k_ad02</e>
            <e type="operand">α_2b</e>
            <e type="operand">l2b</e>
            <e type="operand">l_test1</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="8">Trad</e>
            <e type="operator" args="2">*</e>
            <e type="operand">E_test1</e>
            <e type="operand">I2z</e>
            <e type="operator" args="2">*</e>
            <e type="operand">EIz02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">p_ad2</e>
            <e type="operand">R_ad_2z</e>
            <e type="operand">ρ_test1</e>
            <e type="operand">A2z</e>
            <e type="operator" args="2">*</e>
            <e type="operand">ρA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">κ_test1</e>
            <e type="operand">G_test1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">A2z</e>
            <e type="operator" args="2">*</e>
            <e type="operand">κGA02</e>
            <e type="operator" args="2">/</e>
            <e type="operand">k_ad02</e>
            <e type="operand">α_2z</e>
            <e type="operand">l2z</e>
            <e type="operand">l_test1</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="8">Trad</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="63" top="10476" width="397" height="81" color="#000000" bgColor="#80ff00" fontSize="10">
        <math>
          <input>
            <e type="operand">50</e>
            <e type="function" args="1">ϕad23</e>
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          <p style="font-style: italic; font-weight: bold; background-color: #ffffff;">Plot : adimensional formulas vs dimensional formulas (clamped - free b.c.) out-of-plane bending</p>
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