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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>Figure 1 - from Ref.[1] page </p>
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</raw>
        </picture>
      </region>
      <region left="54" top="2277" width="245" height="23" color="#000000" bgColor="#80ffff" 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" bgColor="#80ffff" 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="44" 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>
        </math>
      </region>
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            <e type="operand">25.4</e>
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            <e type="operand">l_test1</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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        <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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            <e type="function" args="3">f_mass</e>
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        <math>
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        <math>
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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) out-of-plane bending</p>
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      <region left="909" top="4959" width="191" height="26" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">I2z</e>
            <e type="operand">b2z</e>
            <e type="operand">h2z</e>
            <e type="function" args="2">f_Isect</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="63" top="5004" width="277" height="26" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">mass2a</e>
            <e type="operand">ρ_test1</e>
            <e type="operand">b2a</e>
            <e type="operand">h2a</e>
            <e type="function" args="3">f_mass</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="342" top="5004" width="277" height="26" color="#000000" bgColor="#80ffff" fontSize="10">
        <math>
          <input>
            <e type="operand">mass2b</e>
            <e type="operand">ρ_test1</e>
            <e type="operand">b2b</e>
            <e type="operand">h2b</e>
            <e type="function" args="3">f_mass</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="630" top="5004" width="277" height="26" 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="26" 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>
      <region left="63" top="5049" width="191" height="26" color="#000000" bgColor="#80ffff" fontSize="10">
        <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="26" 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="26" 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="26" 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" />
      </region>
    </region>
    <region left="81" top="5463" width="201" height="26" color="#000000" bgColor="#80ffff" fontSize="12" isBreakable="false">
      <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>
      <region left="135" top="5598" width="137" height="45" color="#000000">
        <picture>
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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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          <result action="numeric">
            <e type="operand">1222.7652</e>
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          <result action="numeric">
            <e type="operand">19.1057</e>
            <e type="operand" style="unit">N</e>
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        <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>
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          <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>
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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>
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            <e type="operator" args="2">*</e>
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            <e type="operand">ρA02</e>
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          <result action="numeric">
            <e type="operand">0.2148</e>
            <e type="operand" style="unit">kg</e>
            <e type="operand" style="unit">m</e>
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            <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="5904" width="212" height="45" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">R_ad_2a</e>
            <e type="operand">I2a</e>
            <e type="operand">A2a</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="5904" width="212" height="45" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">R_ad_2b</e>
            <e type="operand">I2b</e>
            <e type="operand">A2b</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="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" bgColor="#80ffff" 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" bgColor="#80ffff" 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">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</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" bgColor="#80ffff" 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">
        <picture>
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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">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="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="117" top="7947" width="1791" 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="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="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
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        <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="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">0.6107</e>
            <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>
            <e type="operand">2.5946</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">s</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <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>
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            <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>
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            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
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            <e type="operand" style="unit">m</e>
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            <e type="operator" args="2">*</e>
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            <e type="operator" args="2">*</e>
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            <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">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">m</e>
            <e type="operator" args="2">*</e>
            <e type="operand">2.5303</e>
            <e type="operand">4</e>
            <e type="operand">4</e>
            <e type="function" args="18">mat</e>
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        </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">φ1</e>
            <e type="operand">3</e>
            <e type="operand">3</e>
            <e type="function" args="3">el</e>
          </input>
          <result action="numeric">
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          </result>
        </math>
      </region>
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        <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="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="26" 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="47" 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="501" 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="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="90" top="8757" width="1791" 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="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="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="90" top="8811" width="1791" 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="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="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
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        <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="operator" args="2">:</e>
          </input>
        </math>
      </region>
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        <math>
          <input>
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            <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>
            <e type="operand">0.1364</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">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>
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            <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>
            <e type="operand">2</e>
            <e type="operator" args="2">^</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>
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            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <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>
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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>
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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>
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            <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>
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            <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>
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            <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>
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            <e type="operand">65.1386</e>
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        <math>
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            <e type="operand">ω</e>
            <e type="function" args="1">Zφ2</e>
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            <e type="operand">3</e>
            <e type="operand">3</e>
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            <e type="operand">ω</e>
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            <e type="operand">3</e>
            <e type="function" args="3">el</e>
            <e type="operator" args="2">*</e>
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            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">line</e>
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        <math>
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            <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>
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        <math>
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            <e type="operand">600</e>
            <e type="operand" style="unit">Hz</e>
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            <e type="operand">1</e>
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            <e type="function" args="1">log10</e>
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            <e type="operand">1.7085</e>
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        <area terminator="true" />
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      <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>
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          <input>
            <e type="operand">p_ad2</e>
            <e type="function" args="1">ϕad21</e>
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        </math>
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        <math>
          <input>
            <e type="operand">50</e>
            <e type="function" args="1">ϕad21</e>
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          <result action="numeric">
            <e type="operand">1.0009</e>
            <e type="operand">0.0548</e>
            <e type="operand">0.0015</e>
            <e type="operator" args="1">-</e>
            <e type="operand">2.675</e>
            <e type="operand">10</e>
            <e type="operand">5</e>
            <e type="operator" args="1">-</e>
            <e type="operator" args="2">^</e>
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            <e type="operand">0.0686</e>
            <e type="operand">1.0009</e>
            <e type="operand">0.0548</e>
            <e type="operator" args="1">-</e>
            <e type="operand">0.0015</e>
            <e type="operator" args="1">-</e>
            <e type="operand">3.7532</e>
            <e type="operator" args="1">-</e>
            <e type="operand">0.068</e>
            <e type="operator" args="1">-</e>
            <e type="operand">1.0009</e>
            <e type="operand">0.0548</e>
            <e type="operand">137.0099</e>
            <e type="operator" args="1">-</e>
            <e type="operand">3.7532</e>
            <e type="operator" args="1">-</e>
            <e type="operand">0.0686</e>
            <e type="operand">1.0009</e>
            <e type="operand">4</e>
            <e type="operand">4</e>
            <e type="function" args="18">mat</e>
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          <input>
            <e type="operand">p_ad2</e>
            <e type="function" args="1">ϕad22</e>
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            <e type="operand">EIz02</e>
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            <e type="operand">ρA02</e>
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        <math>
          <input>
            <e type="operand">50</e>
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            <e type="operand">2.549</e>
            <e type="operand">0.4227</e>
            <e type="operand">0.0714</e>
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            <e type="operand">21.3792</e>
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            <e type="operand">0.5618</e>
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            <e type="operand">131.9848</e>
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            <e type="operand">12.9875</e>
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            <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>
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            <e type="operator" args="2">*</e>
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            <e type="function" args="8">Trad</e>
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            <e type="operand">I2z</e>
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        <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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