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                    <item name="Description" type_name="gh_string" type_code="10">Lets you set the display properties of beams and trusses. Plug it into the definition after a ModelView-component so that you can fine-tune the model display with it.</item>
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                        <item name="Description" type_name="gh_string" type_code="10">Model to be viewed.</item>
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                              <X>2171.5</X>
                              <Y>1497</Y>
                              <W>40.5</W>
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                              <X>2242</X>
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                        <item name="Description" type_name="gh_string" type_code="10">Mesh of rendered structure: one mesh per shell or beam to keep the list order. The placeholder meshes for shells are 'Null Meshes'.</item>
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                              <H>20</H>
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                              <X>2242</X>
                              <Y>1537</Y>
                              <W>58.5</W>
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                              <X>2270</X>
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                        <item name="Description" type_name="gh_string" type_code="10">Colours of legend.</item>
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                              <X>2242</X>
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                    <item name="Description" type_name="gh_string" type_code="10">Returns the utilization of beams for the given load case combination according to Eurocode 3 (EN 1993-1-1) annex B. '1' means 100%. The index of the tree branch corresponds to the element index.</item>
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                    <item name="Description" type_name="gh_string" type_code="10">Returns the utilization of beams for the given load case combination according to Eurocode 3 (EN 1993-1-1) annex B. '1' means 100%. The index of the tree branch corresponds to the element index.</item>
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                              <X>1942</X>
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                        <item name="Description" type_name="gh_string" type_code="10">Model from which utilization values were retrieved.</item>
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                              <X>2059</X>
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                                        <item name="Description" type_name="gh_string" type_code="10">Number of sample points where cross section forces and resistance are compared for cross section design.</item>
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                                              <X>1942</X>
                                              <Y>2417</Y>
                                              <W>62</W>
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                                              <X>1974.5</X>
                                              <Y>2432.111</Y>
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                                      <items count="6">
                                        <item name="Description" type_name="gh_string" type_code="10">If 'True': elastic cross section design utilization; false: plastic cross section design utilization for beams. Default: true.</item>
                                        <item name="InstanceGuid" type_name="gh_guid" type_code="9">c2e14edf-71e6-45d5-839a-c333ee397e13</item>
                                        <item name="Name" type_name="gh_string" type_code="10">Elastic Design</item>
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                                              <X>1942</X>
                                              <Y>2446</Y>
                                              <W>62</W>
                                              <H>29</H>
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                                              <X>1974.5</X>
                                              <Y>2461</Y>
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                                      <items count="6">
                                        <item name="Description" type_name="gh_string" type_code="10">Material safety factor in case that buckling does not lead to failure.</item>
                                        <item name="InstanceGuid" type_name="gh_guid" type_code="9">762188b7-6a42-4c8d-8862-7c7d34a88afa</item>
                                        <item name="Name" type_name="gh_string" type_code="10">GammaM0</item>
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                                        <item name="Optional" type_name="gh_bool" type_code="1">true</item>
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                                        <chunk name="Attributes">
                                          <items count="2">
                                            <item name="Bounds" type_name="gh_drawing_rectanglef" type_code="35">
                                              <X>1942</X>
                                              <Y>2475</Y>
                                              <W>62</W>
                                              <H>29</H>
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                                            <item name="Pivot" type_name="gh_drawing_pointf" type_code="31">
                                              <X>1974.5</X>
                                              <Y>2489.8887</Y>
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                                      <items count="6">
                                        <item name="Description" type_name="gh_string" type_code="10">Material safety factor in case that buckling leads to failure.</item>
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                                        <item name="Name" type_name="gh_string" type_code="10">GammaM1</item>
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                                              <X>1942</X>
                                              <Y>2504</Y>
                                              <W>62</W>
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                                              <X>1974.5</X>
                                              <Y>2518.7776</Y>
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                                                    <item name="number" type_name="gh_double" type_code="6">1.1</item>
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                                      <items count="6">
                                        <item name="Description" type_name="gh_string" type_code="10">If 'True': buckling involves sideways sway of the structure.</item>
                                        <item name="InstanceGuid" type_name="gh_guid" type_code="9">66239f12-3d2d-402d-94e8-2165ccae809b</item>
                                        <item name="Name" type_name="gh_string" type_code="10">SwayFrame</item>
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                                        <item name="Optional" type_name="gh_bool" type_code="1">true</item>
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                                              <X>1942</X>
                                              <Y>2533</Y>
                                              <W>62</W>
                                              <H>29</H>
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                                              <X>1974.5</X>
                                              <Y>2547.6665</Y>
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                                        <item name="Description" type_name="gh_string" type_code="10">If input is 1 (=true) details regarding intermediate results are output at 'Details' as strings; if 2 Json-strings are output.</item>
                                        <item name="InstanceGuid" type_name="gh_guid" type_code="9">34b1d1f1-c5ea-4230-950e-932ab8ab7dcb</item>
                                        <item name="Name" type_name="gh_string" type_code="10">With details?</item>
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                                              <X>1942</X>
                                              <Y>2562</Y>
                                              <W>62</W>
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                                              <X>1974.5</X>
                                              <Y>2576.5554</Y>
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                                    <item name="count" type_name="gh_int32" type_code="3">12</item>
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                                    <chunk name="p" index="0">
                                      <items count="6">
                                        <item name="Description" type_name="gh_string" type_code="10">Utilization [] of the selected elements in the given load case combination. The index of the branch is the element index. Data-structure: element/utilization(s).</item>
                                        <item name="InstanceGuid" type_name="gh_guid" type_code="9">0a28d1fd-35aa-419f-9102-1cd826e2a8c7</item>
                                        <item name="Name" type_name="gh_string" type_code="10">Utilization</item>
                                        <item name="NickName" type_name="gh_string" type_code="10">Util</item>
                                        <item name="Optional" type_name="gh_bool" type_code="1">false</item>
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                                              <X>2034</X>
                                              <Y>2351</Y>
                                              <W>50</W>
                                              <H>20</H>
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                                              <X>2059</X>
                                              <Y>2361</Y>
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                                    <chunk name="p" index="1">
                                      <items count="6">
                                        <item name="Description" type_name="gh_string" type_code="10">Maximum axial normal stress [ksi] calculated from sig = N/A +- My/Wy +- Mz/Wz.</item>
                                        <item name="InstanceGuid" type_name="gh_guid" type_code="9">070a750d-723d-4e07-be60-00774670a59f</item>
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                                          <items count="2">
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                                              <X>2034</X>
                                              <Y>2371</Y>
                                              <W>50</W>
                                              <H>20</H>
                                            </item>
                                            <item name="Pivot" type_name="gh_drawing_pointf" type_code="31">
                                              <X>2059</X>
                                              <Y>2381</Y>
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                                    <chunk name="p" index="2">
                                      <items count="6">
                                        <item name="Description" type_name="gh_string" type_code="10">Minimum axial normal stress [ksi] calculated from sig = N/A +- My/Wy +- Mz/Wz.</item>
                                        <item name="InstanceGuid" type_name="gh_guid" type_code="9">38a7a269-971c-4317-b706-f64cd9e491a9</item>
                                        <item name="Name" type_name="gh_string" type_code="10">sig-min [ksi]</item>
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                                              <X>2034</X>
                                              <Y>2391</Y>
                                              <W>50</W>
                                              <H>20</H>
                                            </item>
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                                              <X>2059</X>
                                              <Y>2401</Y>
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                                          </items>
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                                    <chunk name="p" index="3">
                                      <items count="6">
                                        <item name="Description" type_name="gh_string" type_code="10">Maximum absolute shear stress [ksi] including torsion and shear in local Y- or Z-direction.</item>
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                                        <item name="Name" type_name="gh_string" type_code="10">tau-max [ksi]</item>
                                        <item name="NickName" type_name="gh_string" type_code="10">tau-max</item>
                                        <item name="Optional" type_name="gh_bool" type_code="1">false</item>
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                                          <items count="2">
                                            <item name="Bounds" type_name="gh_drawing_rectanglef" type_code="35">
                                              <X>2034</X>
                                              <Y>2411</Y>
                                              <W>50</W>
                                              <H>20</H>
                                            </item>
                                            <item name="Pivot" type_name="gh_drawing_pointf" type_code="31">
                                              <X>2059</X>
                                              <Y>2421</Y>
                                            </item>
                                          </items>
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                                      </chunks>
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                                      <items count="6">
                                        <item name="Description" type_name="gh_string" type_code="10">Contribution of axial force to the total utilization.</item>
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                                          <items count="2">
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                                              <X>2034</X>
                                              <Y>2431</Y>
                                              <W>50</W>
                                              <H>20</H>
                                            </item>
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                                              <X>2059</X>
                                              <Y>2441</Y>
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                                    <chunk name="p" index="5">
                                      <items count="6">
                                        <item name="Description" type_name="gh_string" type_code="10">Ratio between governing and ultimate shear force in Y-direction.</item>
                                        <item name="InstanceGuid" type_name="gh_guid" type_code="9">a54daa56-9829-4b84-9235-214340bbb544</item>
                                        <item name="Name" type_name="gh_string" type_code="10">Util-Vy</item>
                                        <item name="NickName" type_name="gh_string" type_code="10">Util-Vy</item>
                                        <item name="Optional" type_name="gh_bool" type_code="1">false</item>
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                                        <chunk name="Attributes">
                                          <items count="2">
                                            <item name="Bounds" type_name="gh_drawing_rectanglef" type_code="35">
                                              <X>2034</X>
                                              <Y>2451</Y>
                                              <W>50</W>
                                              <H>20</H>
                                            </item>
                                            <item name="Pivot" type_name="gh_drawing_pointf" type_code="31">
                                              <X>2059</X>
                                              <Y>2461</Y>
                                            </item>
                                          </items>
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                                    </chunk>
                                    <chunk name="p" index="6">
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                                        <item name="Description" type_name="gh_string" type_code="10">In-plane lateral contraction coefficient. In case nue12==-1 (the default) the approximate formula of Huber is applied to calculate nue12 from E1, E2 and G12. See HUBER M.T.: The theory of crosswise reinforced ferro-concrete slabs and its application to various constructional problems involving rectangular slabs, Der Bauingenieur, 1923, 4(12), 354-360 and 4(13), 392-395.</item>
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                                        <item name="Description" type_name="gh_string" type_code="10">Transverse shear modulus [psi] of the material in the section perpendicular to the first material direction.</item>
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                                        <item name="Description" type_name="gh_string" type_code="10">Transverse shear modulus [psi] of the material in the section perpendicular to the second material direction.</item>
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                                        <item name="Description" type_name="gh_string" type_code="10">Specific weight [lbf/ft³] of material.</item>
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                                        <item name="Description" type_name="gh_string" type_code="10">Coefficient of thermal expansion [1/℉] in the first material direction.</item>
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                                        <item name="Description" type_name="gh_string" type_code="10">Coefficient of thermal expansion [1/℉] in the second material direction.</item>
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                                        <item name="Description" type_name="gh_string" type_code="10">Tensile strength [psi] in the first material direction. Tensile stresses are positive.</item>
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                                        <item name="Description" type_name="gh_string" type_code="10">Materials of reinforcement used for the cross section. Overrules the material definition supplied at the Assemble-component. If nothing is given the default reinforcement steel (BSt500 according to EC2) will be used. Materials are attached to the faces of the shell according to the longest list principle.</item>
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                                        <item name="Description" type_name="gh_string" type_code="10">List of lists of reinforcement areas [[in²/ft]] of the cross section. The list of lists of reinforcement areas will be mapped on the list of faces according to the longest list principle. Only the first four values per cross section will be considered.</item>
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                                        <item name="Description" type_name="gh_string" type_code="10">List of lists of concrete covers [in] of the cross section. A positive value counts from the upper cross section boundary downwards, a negative value counts from the lower cross section boundary upwards. The list of lists of cover thicknesses will be mapped on the list of faces according to the longest list principle. The layers are assumed to be ordered from top (c&gt;0) to bottom (c&lt;0). Only the first four values per cross section will be considered.</item>
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                                        <item name="Description" type_name="gh_string" type_code="10">Vector of translational spring stiffness [kip/ft] in local directions.</item>
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                                        <item name="Description" type_name="gh_string" type_code="10">Vector of rotational spring stiffness [kip.ft/rad] about local directions.</item>
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                                        <item name="Description" type_name="gh_string" type_code="10">Material to for the cross section. Overrules the material definition supplied at the Assemble-component. If nothing is given the default steel (S235 according to EC3) will be used.</item>
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                                        <item name="Description" type_name="gh_string" type_code="10">Vector of eccentricity in [in] with respect to beam axis in local beam coordinates.</item>
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                                        <item name="Description" type_name="gh_string" type_code="10">Height [in] of cross-section.</item>
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V4_LoadFactor scales both loads together.
(This model's unit system is Imperial throughout -- Karamba's Loads component expects force in lbf here, not kN, matching the psi/in/lbf units used by Material and Cross-section.)</item>
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