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lr-tb;font-size: 11pt;}\r\n div#h5p_69d2968585d29 p span {font-variant: normal;text-transform: none;text-decoration: none;text-decoration-style: none;font-family: Calibri;font-size: 11pt;letter-spacing: normal;language: it;country: IT;font-style: normal;text-decoration: none;text-decoration-style: none;font-weight: normal;background-color: transparent;hyphenate: true;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;}\r\n div#h5p_69d2968585d29 table {border-collapse: collapse;font-size: 11pt;}\r\n div#h5p_69d2968585d29 table tr {keep-together: auto;font-size: 11pt;}\r\n\r\n<\/style>\r\n<div id=\"h5p_69d2968585d29\"><section id=\"section_0\" class=\"h5p_layout h5p_page h5p_page_Mpm2\"><div class=\"Mpm2\"><p class=\"P14\"><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\"\/><\/span><\/p><p class=\"P2\"><span><img decoding=\"async\" src=\"data:image\/png;base64,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\" style=\"z-index: 100;width: 5.412cm;height: 5.412cm;width: 5.412cm;display: inline;\" alt=\"\"\/><\/span><\/p><p class=\"P2\"><span>NextFEM Designer <\/span>&#x200b;&#x200b;&nbsp;<span>- Use with OpenSees<\/span><\/p><p class=\"P3\"><span>User\u2019s (short) guide<\/span><\/p><p class=\"P1\">&nbsp;<\/p><p class=\"P5\"><span>NextFEM Designer can act as a pre- and post- processor for OpenSees.<\/span><\/p><p class=\"Normale\"><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T3\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;\">You can import <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T4\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;text-decoration: underline !important;text-decoration-style: solid !important;text-decoration-color: font-color !important;\">any of <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T4\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;text-decoration: underline !important;text-decoration-style: solid !important;text-decoration-color: font-color !important;\">your .tcl models<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T3\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;\"> with the command File \/ Import \u2026. (not Import OpenSees results, <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T3\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;\">this will be used to recorders\u2019<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T3\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;\"> output!<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T3\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;\">)<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T3\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;\"> or by dragging the file into the viewport.<\/span><\/span><\/p><p class=\"P5\"><span>This tutorial will use the following portal frame as driving example:<\/span><\/p><p class=\"P9\"><span># SET UP ----------------------------------------------------------------------<\/span><\/p><p class=\"P9\"><span># units: kN, m, sec<\/span><\/p><p class=\"P9\"><span>wipe;<\/span>&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;<span> <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;&emsp;<span># clear opensees model<\/span><\/p><p class=\"P9\"><span># import procedure008.tcl supplied with NextFEM Designer<\/span><\/p><p class=\"P9\"><span>source procedure008.tcl<\/span><\/p><p class=\"P9\"><span># required by procedures - they can run also for parallel analysis<\/span><\/p><p class=\"P9\"><span>set pid 0<\/span><\/p><p class=\"P9\"><span>file mkdir data; <\/span>&emsp;&emsp;&emsp;&emsp;&emsp;<span> <\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span># create data directory<\/span><\/p><p class=\"P9\"><span>model basic -ndm 3 -ndf 6;<\/span>&emsp;<span> <\/span>&#x200b;&#x200b;&nbsp;<span># 2 dimensions, 3 dof per node<\/span><\/p><p class=\"P9\"><span>set modelName \"frame_ex\"; # model name, best if equal to .tcl filename<\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># define GEOMETRY -------------------------------------------------------------<\/span><\/p><p class=\"P9\"><span>set LCol 3.0; <\/span>&emsp;&emsp;&emsp;<span># column length<\/span><\/p><p class=\"P9\"><span>set LBeam 6.0;<\/span>&emsp;&emsp;&emsp;<span># beam length<\/span><\/p><p class=\"P9\"><span>set Weight 1000.; <\/span>&emsp;&emsp;<span># superstructure weight<\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># mechanical properties<\/span><\/p><p class=\"P9\"><span>set fyk<\/span>&emsp;&emsp;<span>[expr 235*pow(10,3)]<\/span><\/p><p class=\"P9\"><span>set ftk <\/span>&emsp;&emsp;<span>[expr 360*pow(10,3)]<\/span><\/p><p class=\"P9\"><span>set Es<\/span>&emsp;&emsp;<span>[expr 210000*pow(10,3)]<\/span><\/p><p class=\"P9\"><span>set gammaM0 <\/span>&emsp;<span>[expr 1.05]<\/span><\/p><p class=\"P9\"><span>set fyd<\/span>&emsp;&emsp;<span>[expr $fyk\/$gammaM0]<\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># calculated parameters<\/span><\/p><p class=\"P9\"><span>set PCol $Weight; <\/span>&emsp;&emsp;&emsp;&emsp;<span># nodal dead-load weight per column<\/span><\/p><p class=\"P9\"><span>set g 9.81;<\/span>&emsp;&emsp;&emsp;&emsp;&emsp;<span> <\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span># g acceleration<\/span><\/p><p class=\"P9\"><span>set Mass [expr $PCol\/$g];<\/span>&emsp;&emsp;&emsp;<span># nodal mass<\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># calculated geometry parameters<\/span><\/p><p class=\"P9\"><span>set A<\/span>&emsp;&emsp;<span>[expr 53.83*pow(10,-4)];<\/span>&emsp;&emsp;&emsp;<span># cross-sectional area<\/span><\/p><p class=\"P9\"><span>set Iy<\/span>&emsp;&emsp;<span>[expr 3692.0*pow(10,-8)];<\/span>&emsp;&emsp;<span># Column moment of inertia<\/span><\/p><p class=\"P9\"><span>set Iz<\/span>&emsp;&emsp;<span>[expr 1336.0*pow(10,-8)]<\/span><\/p><p class=\"P9\"><span>set d<\/span>&emsp;&emsp;<span>[expr 190.0*pow(10,-3)]<\/span><\/p><p class=\"P9\"><span>set bf<\/span>&emsp;&emsp;<span>[expr 200.0*pow(10,-3)]<\/span><\/p><p class=\"P9\"><span>set tw<\/span>&emsp;&emsp;<span>[expr 6.5*pow(10,-3)]<\/span><\/p><p class=\"P9\"><span>set tf<\/span>&emsp;&emsp;<span>[expr 10.0*pow(10,-3)]<\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># nodal coordinates:<\/span><\/p><p class=\"P9\"><span>node 1 0 0 0;<\/span>&emsp;&emsp;&emsp;<span># node coords. X, Y, Z<\/span><\/p><p class=\"P9\"><span>node 2 0 $LCol <\/span>&#x200b;&#x200b;&nbsp;<span>0<\/span>&emsp;&emsp;<\/p><p class=\"P9\"><span>node 3 $LBeam 0 0<\/span><\/p><p class=\"P9\"><span>node 4 $LBeam $LCol 0<\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># Single point constraints -- Boundary Conditions<\/span><\/p><p class=\"P9\"><span>fix 1 1 1 1 1 1 1; <\/span>&emsp;&emsp;&emsp;<span># node DX DY RZ<\/span><\/p><p class=\"P9\"><span>fix 3 1 1 1 1 1 1;<\/span><\/p><p class=\"P9\"><span>fix 2 0 0 1 1 1 0 <\/span><\/p><p class=\"P9\"><span>fix 4 0 0 1 1 1 0 <\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># nodal masses:<\/span><\/p><p class=\"P9\"><span>mass 2 $Mass $Mass 0. 0 0 0;<\/span>&emsp;&emsp;<span># node#, Mx My Mz, Mass=Weight\/g, neglect rotational inertia at nodes<\/span><\/p><p class=\"P9\"><span>mass 4 $Mass $Mass 0. 0 0 0<\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># Define ELEMENTS &amp; SECTIONS -------------------------------------------------------------<\/span><\/p><p class=\"P9\"><span>set HE200A 1;<\/span>&emsp;&emsp;<span># assign a tag number to the column section<\/span><\/p><p class=\"P9\"><span>set HE200ATemp 2<\/span>&emsp;<\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># MATERIAL parameters -------------------------------------------------------------------<\/span><\/p><p class=\"P9\"><span>set steelMatID 1; <\/span>&emsp;&emsp;&emsp;&emsp;&emsp;<span># material ID tag<\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># -----------<\/span><\/p><p class=\"P9\"><span>set fyk<\/span>&emsp;&emsp;<span>[expr 275*pow(10,3)]<\/span><\/p><p class=\"P9\"><span>set ftk <\/span>&emsp;&emsp;<span>[expr 430*pow(10,3)]<\/span><\/p><p class=\"P9\"><span>set Es<\/span>&emsp;&emsp;<span>[expr 210000*pow(10,3)]<\/span><\/p><p class=\"P9\"><span>set nus<\/span>&emsp;&emsp;<span>[expr 0.3]<\/span><\/p><p class=\"P9\"><span>set Gs<\/span>&emsp;&emsp;<span>[expr $Es\/2\/(1+$nus)]<\/span><\/p><p class=\"P9\"><span>set Gammas <\/span>&emsp;<span>[expr 78.5\/pow(10,0)]<\/span><\/p><p class=\"P9\"><span>set gammaM0 <\/span>&emsp;<span>[expr 1.05]<\/span><\/p><p class=\"P9\"><span>set fyd<\/span>&emsp;&emsp;<span>[expr $fyk\/$gammaM0]<\/span><\/p><p class=\"P9\"><span>set Bs 0.01;<\/span>&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;<span># strain-hardening ratio <\/span><\/p><p class=\"P9\"><span>set R0 18;<\/span>&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;<span># control the transition from elastic to plastic branches<\/span><\/p><p class=\"P9\"><span>set cR1 0.925;<\/span>&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;<span># control the transition from elastic to plastic branches<\/span><\/p><p class=\"P9\"><span>set cR2 0.15;<\/span>&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;<span># control the transition from elastic to plastic branches<\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span>uniaxialMaterial Steel02 $steelMatID $fyd $Es $Bs $R0 $cR1 $cR2;<\/span>&emsp;&emsp;&emsp;&emsp;<span># Menegotto-Pinto model<\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># FIBER SECTION properties -------------------------------------------------------------<\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span>set nfdw 5;<\/span>&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;<span># number of fibers along web depth <\/span><\/p><p class=\"P9\"><span>set nftw 2;<\/span>&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;<span># number of fibers along web thickness<\/span><\/p><p class=\"P9\"><span>set nfbf 5;<\/span>&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;<span># number of fibers along flange width <\/span><\/p><p class=\"P9\"><span>set nftf 2;<\/span>&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;<span># number of fibers along flange thickness<\/span><\/p><p class=\"P9\">&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<\/p><p class=\"P9\">&#x200b;&#x200b;&nbsp;<span>set dw [expr $d - 2 * $tf]<\/span><\/p><p class=\"P9\">&#x200b;&#x200b;&nbsp;<span>set y1 [expr -$d\/2]<\/span><\/p><p class=\"P9\">&#x200b;&#x200b;&nbsp;<span>set y2 [expr -$dw\/2]<\/span><\/p><p class=\"P9\">&#x200b;&#x200b;&nbsp;<span>set y3 [expr <\/span>&#x200b;&#x200b;&nbsp;<span>$dw\/2]<\/span><\/p><p class=\"P9\">&#x200b;&#x200b;&nbsp;<span>set y4 [expr <\/span>&#x200b;&#x200b;&nbsp;<span>$d\/2]<\/span><\/p><p class=\"P9\">&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<\/p><p class=\"P9\">&#x200b;&#x200b;&nbsp;<span>set z1 [expr -$bf\/2]<\/span><\/p><p class=\"P9\">&#x200b;&#x200b;&nbsp;<span>set z2 [expr -$tw\/2]<\/span><\/p><p class=\"P9\">&#x200b;&#x200b;&nbsp;<span>set z3 [expr <\/span>&#x200b;&#x200b;&nbsp;<span>$tw\/2]<\/span><\/p><p class=\"P9\">&#x200b;&#x200b;&nbsp;<span>set z4 [expr <\/span>&#x200b;&#x200b;&nbsp;<span>$bf\/2]<\/span><\/p><p class=\"P9\">&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<\/p><p class=\"P9\"><span># <\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<\/p><p class=\"P9\"><span>section fiberSec <\/span>&#x200b;&#x200b;&nbsp;<span>$HE200ATemp {<\/span><\/p><p class=\"P9\">&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span># <\/span>&#x200b;&#x200b;&nbsp;<span>nfIJ <\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>nfJK <\/span>&emsp;<span> <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>yI <\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>zI <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;&emsp;<span> yJ <\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>zJ <\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>yK <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>zK <\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>yL <\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>zL<\/span><\/p><p class=\"P9\"><span>patch quadr <\/span>&#x200b;&#x200b;&nbsp;<span>$steelMatID $nfbf $nftf <\/span>&#x200b;&#x200b;&nbsp;&emsp;<span> $y1 $z4 <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>$y1 $z1 <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>$y2 $z1 <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>$y2 $z4<\/span><\/p><p class=\"P9\"><span>patch quadr <\/span>&#x200b;&#x200b;&nbsp;<span>$steelMatID $nftw $nfdw <\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>$y2 $z3 <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>$y2 $z2 <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>$y3 $z2 <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>$y3 $z3<\/span><\/p><p class=\"P9\"><span>patch quadr <\/span>&#x200b;&#x200b;&nbsp;<span>$steelMatID $nfbf $nftf <\/span>&#x200b;&#x200b;&nbsp;&emsp;<span> $y3 $z4 <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>$y3 $z1 <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>$y4 $z1 <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>$y4 $z4<\/span><\/p><p class=\"P9\">&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>}<\/span>&emsp;<\/p><p class=\"P9\"><span>set string1 P<\/span><\/p><p class=\"P9\"><span>set string2 Mz<\/span><\/p><p class=\"P9\"><span>set string3 Vy<\/span><\/p><p class=\"P9\"><span>section Aggregator $HE200A $steelMatID $string1 $steelMatID $string2 $steelMatID $string3 -section $HE200ATemp<\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># define geometric transformation: performs a linear geometric transformation of beam stiffness and resisting force from the basic system to the global-coordinate system<\/span><\/p><p class=\"P9\"><span>set ColTransfTag 1; <\/span>&emsp;&emsp;&emsp;<span># associate a tag to column transformation<\/span><\/p><p class=\"P9\"><span>geomTransf Linear $ColTransfTag 0 0 1 ; <\/span>&emsp;<\/p><p class=\"P9\"><span>set BeamTransfTag 2; <\/span>&emsp;&emsp;&emsp;<span># associate a tag to column transformation<\/span><\/p><p class=\"P9\"><span>geomTransf Linear $BeamTransfTag 0 0 1 ; <\/span>&emsp;<\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># element connectivity:<\/span><\/p><p class=\"P9\"><span>set numIntgrPts 5;<\/span>&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;&emsp;<span># number of integration points for force-based element<\/span><\/p><p class=\"P9\"><span>element nonlinearBeamColumn 1 1 2 $numIntgrPts $HE200A $ColTransfTag;<\/span>&emsp;<span># self-explanatory when using variables<\/span><\/p><p class=\"P9\"><span>element nonlinearBeamColumn 2 3 4 $numIntgrPts $HE200A $ColTransfTag<\/span><\/p><p class=\"P9\"><span>element nonlinearBeamColumn 3 2 4 $numIntgrPts $HE200A $BeamTransfTag<\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># define GRAVITY LOAD -------------------------------------------------------------<\/span><\/p><p class=\"P9\"><span>pattern Plain 1 Linear {<\/span><\/p><p class=\"P9\">&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>eleLoad -ele 3 -type -beamUniform -20 0; # distributed superstructure-weight on beam<\/span><\/p><p class=\"P9\"><span>}<\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># define damping proportional to masses and to 1st mode<\/span><\/p><p class=\"P9\"><span>MDamping 0.05 1<\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># parameters for the subsequent analyses<\/span><\/p><p class=\"P9\"><span>set Tol 1.0e-3;<\/span>&emsp;&emsp;&emsp;<span># convergence tolerance for test<\/span><\/p><p class=\"P9\"><span>set Tmax <\/span>&emsp;&emsp;<span>15.0<\/span><\/p><p class=\"P9\"><span>set dt <\/span>&emsp;&emsp;<span>0.005<\/span><\/p><p class=\"P9\"><span>set filePath <\/span>&emsp;<span>\"record10.30.dat\"; # string with the 2 columns plain text seismic record<\/span><\/p><p class=\"P9\"><span>set ampl <\/span>&emsp;&emsp;<span>1<\/span><\/p><p class=\"P9\"><span>set dir <\/span>&emsp;&emsp;<span>1<\/span><\/p><p class=\"P9\">&nbsp;<\/p><p class=\"P9\"><span># non-linear static analysis for applying vertical loads<\/span><\/p><p class=\"P9\"><span>NonLinearStatic $Tol 0.1 10 $modelName<\/span><\/p><p class=\"P9\"><span># modal analysis<\/span><\/p><p class=\"P9\"><span>Modal 3 1 $modelName 1<\/span><\/p><p class=\"P9\"><span># dynamic analysis<\/span><\/p><p class=\"P9\"><span>DynamicAn $Tmax $dt $filePath 1 $dir $Tol $ampl $modelName<\/span><\/p><p class=\"P6\">&nbsp;<\/p><p class=\"Normale\"><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T7\"><span><img decoding=\"async\" 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\" style=\"z-index: 100;width: 17cm;height: 9.957cm;width: 17cm;display: inline;\" alt=\"\"\/><\/span><\/span><\/span><\/p><p class=\"Normale\"><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T3\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;\">The procedure file <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T5\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;font-style: italic !important;\">procedure008.tcl<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T3\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;\"> has to be placed in the same folder of your .tcl model and can be imported with the command <\/span><\/span><\/p><p class=\"P8\"><span>source procedure008.tcl<\/span><\/p><p class=\"P1\">&nbsp;<\/p><p class=\"P5\"><span>and it contains a series of scripts for setting the analysis quickly, without specifying and studying in deep the parameters to set.<\/span><\/p><p class=\"P10\"><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T6\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;font-weight: bold !important;\">IMPORTANT<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T3\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;\">: the given procedures work for any kind of model. <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T3\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;\">Despite that, NextFEM Designer can read recorders generated by 3D models only (6 dofs per node).<\/span><\/span><\/p><p class=\"P11\"><span>All procedures are given with no warranty and no support; feel free to modify and use them by citing nextfem.it website.<\/span><\/p><p class=\"P10\"><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T3\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;\">All procedures require <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T5\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;font-style: italic !important;\">modelName<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T3\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;\">, that is a string parameters specifying the name assigned to the model, which is at your will. To properly use NextFEM D<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T3\" style=\"font-size: 12pt !important;language: en !important;country: GB !important;\">esigner as a post-processor, set a modelName equal to the name of the .tcl file.<\/span><\/span><\/p><p class=\"P1\"><span>The most common commands in the procedure file are:<\/span><\/p><ul class=\"L1\" id=\"list4364119234078302578\" style=\"counter-reset: ulL1_1 0;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P12\"><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T2\" style=\"language: en !important;country: GB !important;font-weight: bold !important;\">LinearStatic<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\"> \u201cmodelName\u201d<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\"><br\/>to run a static linear analysis with a simgle load increment<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">.<\/span><\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P12\"><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T2\" style=\"language: en !important;country: GB !important;font-weight: bold !important;\">NonLinearStatic<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\"> $tol $step $nsteps \u201cmodel<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">N<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">ame\u201d<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\"><br\/>to perform a non-linear static analysis<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\"> <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">using load control<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">.<\/span><\/span><\/p><ul style=\"counter-reset: ulL1_2 0;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># tol<\/span>&emsp;&emsp;<span>:<\/span>&emsp;<span>sets the convergence tolerance<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># step<\/span>&emsp;&emsp;<span>:<\/span>&emsp;<span>the step size<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># nsteps<\/span>&emsp;<span>:<\/span>&emsp;<span>total number of steps<\/span><\/p><\/li><\/ul><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P12\"><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T2\" style=\"language: en !important;country: GB !important;font-weight: bold !important;\">Modal<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\"> $n $wr \u201cmodelName\u201d <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\">&#x200b;&#x200b;&nbsp;$args<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\"><br\/><\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">performs an eigen analysis<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">.<\/span><\/span><\/p><ul style=\"counter-reset: ulL1_2 0;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># n<\/span>&emsp;&emsp;&emsp;<span>:<\/span>&emsp;<span>the number of modes to be found<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># wr<\/span>&emsp;&emsp;<span>:<\/span>&emsp;<span>a flag that, if set to 1, allows to write eigenvalues and periods to file. Any other value does nothing.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># args : OPTIONAL argument. Put 1 if you want this procedure to create recorders. This is may be useful to import the deformed shapes in NextFEM Designer.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span>#Put any other value if the eigen analysis is functional to other types of analysis e.g. adaptive pushover and do not want it to overwrite results over and over.<\/span><\/p><\/li><\/ul><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P12\"><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T2\" style=\"language: en !important;country: GB !important;font-weight: bold !important;\">Pushover<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\"> $<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">patternStart <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">$<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">type <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">$<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">mode <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">$<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">nodes <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">$<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">masses <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">$<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">cnode <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">$<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">cdof <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">$<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">tol <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">$<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">step <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">$<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">nsteps <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">$<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">modelName <\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">$<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">checkProc<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\"><br\/><\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">performs a pushover analysis<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">.<\/span><\/span><\/p><ul style=\"counter-reset: ulL1_2 0;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># patternStart<\/span>&emsp;<span>:The first free tag. This proc uses patternStart and patternStart+1 IDs to create load patterns.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># type<\/span>&emsp;<span>:used to define the type of distribution: 1 - mode shaped load pattern, 2 - mass proportional load pattern.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># mode<\/span>&emsp;<span>:mode required for type 1 load distribution. Ignored for type 2 load distribution.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># nodes: list of nodes where lateral loads are applied.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># masses: list of masses. One per node. Should be in the same order of $nodes argument.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># cnode:<\/span>&emsp;<span>control node. It is the node where the displacement is imposed.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># cdof<\/span>&emsp;<span>:<\/span>&emsp;<span>control dof. The direction of the imposed displacement.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># tol<\/span>&emsp;<span>:<\/span>&emsp;<span>convergence tolerance.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># step<\/span>&emsp;<span>:<\/span>&emsp;<span>step size.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># nsteps:<\/span>&emsp;<span>number of steps.<\/span><\/p><\/li><\/ul><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P12\"><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T2\" style=\"language: en !important;country: GB !important;font-weight: bold !important;\">SetDamping<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\"> $flag $csi $args<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\"><br\/>Sets model damping ratios.<\/span><\/span><\/p><ul style=\"counter-reset: ulL1_2 0;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># flag<\/span>&emsp;<span>:defines damping type.<\/span><\/p><ul style=\"counter-reset: ulL1_3 0;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># 0: mass proportional damping. First mode is set as control mode.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># 1: mass proportional damping. $args contains the control mode.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># 2: Rayleigh damping. $args contains two control modes<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span>#any other values causes an error.<\/span><\/p><\/li><\/ul><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># csi:<\/span>&emsp;<span>damping ratio<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># args:<\/span>&emsp;<span>variable length argument. Contains the modes used to build the damping matrix.<\/span><\/p><\/li><\/ul><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P12\"><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T2\" style=\"language: en !important;country: GB !important;font-weight: bold !important;\">MDamping<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\"> $csi $modeI<\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\"><br\/><\/span><\/span><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T1\" style=\"language: en !important;country: GB !important;\">Builds mass proportional damping matrix.<\/span><\/span><\/p><ul style=\"counter-reset: ulL1_2 0;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span>#csi :damping ratio<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span>#modeI<\/span>&emsp;<span>: control mode<\/span><\/p><\/li><\/ul><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span>DynamicAn $Tmax $dt $filePath $patternStart $dir $TolDynamic $ampl $modelName<\/span><br\/><span>Performs a time-history dynamic analysis.<\/span><\/p><ul style=\"counter-reset: ulL1_2 0;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># Tmax<\/span>&emsp;<span>:<\/span>&emsp;<span>analysis length.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># dt<\/span>&emsp;<span>:<\/span>&emsp;<span>reference step<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># filePath:<\/span>&emsp;<span>file containing time-acceleration pairs.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># patternStart:<\/span>&emsp;<span>The first free tag. This proc uses patternStart and patternStart+1 IDs to create load patterns.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># dir:<\/span>&emsp;<span>motion direction<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># TolDynamic:<\/span>&emsp;<span>convergence tolerance.<\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;hyphenate: false;hyphenation-remain-char-count: 0;hyphenation-push-char-count: 0;language: en;country: GB;hyphenation-ladder-count: no-limit !important;mleft: 1.27cm !important;margin-right: 0cm !important;hyphenation-ladder-count: no-limit !important;text-indent: 0cm !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P13\"><span># ampl<\/span>&emsp;<span>:<\/span>&emsp;<span>accelerogram scale factor.<\/span><\/p><\/li><\/ul><\/li><\/ul><p class=\"P1\"><span>To import results in NextFEM Designer, select File \/ Import OpenSees results. The following mask will be shown:<\/span><\/p><p class=\"P7\"><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T7\"><span><img decoding=\"async\" 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\" style=\"z-index: 100;width: 7.267cm;height: 7.183cm;width: 7.267cm;display: inline;\" alt=\"\"\/><\/span><\/span><\/span><\/p><p class=\"P4\"><span>Tick the checkboxes showed above to import the eigen results (with deformed shapes) and results from the dynamic analysis.<\/span><\/p><p class=\"P7\"><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T7\"><span><img decoding=\"async\" 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\" style=\"z-index: 100;width: 11.776cm;height: 9.802cm;width: 11.776cm;display: inline;\" alt=\"\"\/><\/span><\/span><\/span><\/p><p class=\"P4\"><span>You will <\/span>&#x200b;&#x200b;&nbsp;<span>be able also to see beam diagrams, if available in the recorders.<\/span><\/p><p class=\"P7\"><span class=\"Car__20_predefinito_20_paragrafo\"><span class=\"Car__20_predefinito_20_paragrafo T7\"><span><img decoding=\"async\" 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La3ZYhJeZsM3P7DR9402Xo9o23MZNPz71uAdsrCdBTPTf+sKAkBCEAAAhAonEDZ9PHhbTtpZbsoXhpP\/x4v91TIzq8onIFnDWOh9MLJLvLYxTtDlk64WeSx3M6jz8CNS2\/b7K6rizRQZQs4tIys\/6k1ZV09q6bLYImeRGvesERp8czVi6LW5L15DZrtrWFRZeKVTdaIUeoSS32UGGvJrjtt9bLdKTJc6Wry+0anyRP0O354nBEWXLIsnP6hRYDn69iFc74qLsf1TOYAc+SLsIAqEIAABCAAgdARKJs+lrTYZydr+ZKUffPIpDsbaaS9rtdvm6XnbkzQBjryK\/Sbs5V6fV5aaR6rWTIZMua6eKfL0tUpSawL5HsNqVzqZjouWaJuK329xqYoT9jcKX0TgsAtsV5jZoLRtWf62kCR7pfJBV62t1ZcueJVKiOP+nqMNhqD5Ot6Krz6auG6M92Ap\/2lWGhESFfIjjFj707PFVKj+utLtVyjuix2luIjdSEAAQhAAAKxIlDTunXrP\/3pT7HyCWfCTEAWLE\/afBk\/6oc5RtgGAQhAAAIQSDCB4447rnzrxwnmiuveBPREZsfljgCDAAQgAAEIQAAC4SGAPg5PLGJsSeZ+vRfee9493E0sxqHGNQhAAAIQgED0CZBfEf0Y4gEEIAABCEAAAhCAQEAEyK8ICCTNQAACEIAABCAAAQjEhQD5FXGJJH5AAAIQgAAEIAABCARBAH0cBEXagAAEIAABCEAAAhCICwH0cVwiiR8QgAAEIAABCEAAAkEQ0K\/P27hxo9lUy5Yt99lnnyBapg0IQAACEAgdgX\/961+hswmDIAABCISJQKdOnbLWjxHHYYoOtkAAAhAInsBnjS34dmkRAhCAQIwIZK0fH3DAATFyDVcgAAEIQMCdwIcffggaCEAAAhBwJWBfPwYTBCAAAQgkgcBnPvOZJLiJjxCAAASKI+Byfd4yY3M298knn8iU6rX973\/\/K84CapkEfvrTn+YgbB763e9+BzQI5CXQ3Nz83nvvbdu2bdOmTW+99dbHH3+ct0pVCohhYp4YKaaKwWJ2VcxIWqf\/+c9\/kuYy\/kIAAhDwTyArv2L\/\/feXmsuXL5e\/\/fr1E0FsbUje5k7A2LNnz6c+VYUbYjz77LMnnXSSf5\/DU9Jm+c9+9rNp06b5Me\/OO+8877zz\/JQMqowX5O3bt7\/yyitevXz3u98NyoBg24mHO15eiOJ89dVX161bZ\/0NXc7Ntm3bfvvb327VqlWwMItubdeuXS+88ILIYuu3a5lkunTp0q1bt3333bfolkuvmHdW2blz5+uvvy6WH3HEEYccckjpPVa4hQ8++ODTn\/50hTulOwhAAAKRICD5FS76WExXP7256mPn6k5NTY3pbVUksnyS9e7d27TW+bFaFav8jACb5Uof\/+3CnqruV+952mxE7ZQ95os77rjj\/PPP99NLIGVsppptfvnLX\/7nP\/\/p1YUsB4bzSqB4uGPz4uWXX\/7mN78p31hWrFjx0UcfuQZFJFGvXr06duwYyKgopRERl2Lnf\/\/7X9dG5Lu62Hn44Ycrp0rpqLi6XiNEWvvTn\/40adKkp59+2pT1PXr0+MUvftGzZ+rMLa7HCtd6\/\/33W7RoUeFO6Q4CEIBAJAh45h+L1rSJ47z+KN0sd8BwlFxyqSjWS5dY9sueng1b8jZZUoHmnQerf8qqxx9\/fIvHZu\/GsFdtZbeyWBdFJY8YMSKrdsbsLNbF9uC3nojjVQ\/1cP0nAN0WucXQilro1xOjnLgzflUP13\/e7pjjpcqOrVq16rHHHpOh7iWOxUHRo3\/84x\/lVMjGsvb3V0xfttPcZ3ubA6H\/klmNiAFihpc4lqLigjgi7ohTlprSXWb7\/Vo\/sS3SQq+m77nnHtHBouxlPf6oo45S69xipPzg9sQTT7jVsk13\/mc\/\/yX9cLCXIb+iGGrUgQAEEkMgKx1CNK5skl8hm3pt23JgMVeR5dPCUau2du2gSxdndmuaqGnXHorZqawya9qMVBJZfujv7LFldbn40n0HrZ2+fq+xrT\/7D51PvmVLMTb5q2OzvNDMy0wnW245eZC2IGV1p00W1P4MyV\/KaarUufXWW220e5ydUTNP33\/s4sUupliDlb\/jgktICPMHzac7DT0y7lzytJc7tekBs3dWv4LN9ahQjBfi1BtvvGGNiJyVBx98sCQASGbF5z73OfPQU089JQLU2rUtKP5j5L+k2Z10LQaYxohhYp4YKaZaf4wy3cm285ABP56ubxcf88qdv3\/NB+8iLDTPRFvzzz333NixY0VZXnzxxbJO\/9JLL7344ovC\/Ic\/\/OHw4cP79OnjMW1mTXf+Zz\/vkr6GR242Ob6cJObjD0chAAEIeBLwTBcONvlv6MTpa6c2bK1SIMy1ZOeLbIu2NkydO2rB0+Pbqd3txt8xXaufYV36rpIH+brdvLGptlOHtNXj++crH9Dxyy67TFaOczcm2aUB9Vb2ZsQdWTk2u1Hi2CqR5W2E3DnyyCMvuOCCs88++9RTT+3fv79k4wwYMEBdQiDfpF577bWyA\/XoQLoWA+SgGCMmiWFinhgpporBYrYvw7p2O0Z7593MmrevSiUW+slPfiLieNSoUbfffvtXvvIV1doXv\/hFSYuSSwLefPPNa665JipXKrN+XOJgoDoEIBBvAi76WNL+5LdC\/27bVqHcK3YYP7Fr\/QinQt7a0FOS4PStTmTokjrjf\/omL3umikuZ9F7\/VhVTcuuieU2jBlrFZbvTh9au3azresOeJSlr05ZpWrb9qWINdcqlTLFirNEkicL8pxowU5Pt7fUfOKrJjlcstqDVDc1QNOna7S\/KUO9KkkU6aNAgj+NZSMU205Y0t7zMs0ZLXZ0aSoPnak31ndWAKmlTWtmqmHO6o\/rSnUjZn4JcHS8OO+wwOZGtyd+yNPuNb3zjrLPOUpfh\/uUvf\/FBZ+299TcuW3ZvvbHdaGZg7Fx2Y2rPu5lG0jvlyL05Mx9U12KGGCMmWdeMxWAxW4zPb9vaV185pPtRBxkFM12ney7NQtfexWzJPBazf\/nLXzoLyCryaaeddv31148bN86fRM4zMHo2bDZ7yT6X5V32ILefxb7OavRx\/jFGCQhAIMEEXPIrRO+qH+oLyq+wMsyuqOmJyc3N\/WYu6CISTs9WSO1pbl5yaed5Q9fJ5XN79ixontqwpd\/AkXMXLtGrL1m4tlabt0gvvWXRPK1T+xy\/FaquvfIr8gbX0rKm1dp70rSmDZuVzU31U7VGMXWdLCorR+z2p4ptGGh4NLKp\/kbDGc8tOMv7zdyzbug8UYUtLk13KbsU2ZFzBW3bcRPTbHW6c0dOHNfWxX6\/pkq5K6+80sq23\/fXqeQKa4rFst9127xZx2eFrLPU31uQio2DW4ww6Fq4eTGv77LA8Gzd9LWDJUU81dTaTkZ1qa\/VTpdBNTNXroONvNMd12EzcpmrO4Yc1zdh33bcUzLOJe5LLh3cvOApgVw5L6w279ixY+XKlc5wigCtra2VknLvCPs326wzIXVGadrbi985WtZHp110zNuLnzTyGV6794bFrS\/S952vrdHvXZK9c9qVA96568Zl73qOJelaKokZYoyzkJgtxnvNJ7o9Nxja\/NWjp13e+yuprtd0v1K3Z9pF2lK941It1IdU9qwie\/785z\/LPrlY8MADD7SZ\/Y9\/\/OOiiy56913928IjjzwiAjp7wFump8zsl2dgNGrz5qbntexzWd5ZB7ljFlpyY\/oMyXUSoI\/zfjRQAAIQSDIBl\/VjSQ20ZgcGR6ffLFEOM5ZmGty6eZ2Izi5y+VzLloMbmzZs0dofWbtOX65dunDd0IlDtXmLt2pbF8\/Thg5IZTwEZ4xHS7oRtq32yPZqT+30xnG6He1EahrlnParYpcbq+\/9Bo3UDGcqtLUb95QuGdcNblmnGC+tS5FVBog9jQuNI0LXsNHdfr\/m3nLLLdbkiqV3dvn85z8vlZ0ZF08++aRHo2mkOqvaVJSzuLkyHzlI\/bxhBsLAXuIgEXesS8U5KDjcMeS4vs1SgZ+1QBvccrC2QL01hoTLyAneix9kb3JTBVcv2rVrJ9eW+VvjlAYOGXBqV72drkdLPsNOyWfYufOd9L6Devc9RvUhO7VjjjYKavret9\/xznyQrsUAMcPVPDHb5kh2sUMGiBS+csAhr\/w5tUitd\/324mnyfe3KK+9+Re+4ZAudhk2ZMkUyj2W\/5BzLCrfcmMVaRlIs5Iq9b33rW7Lztttuk7tb5Bg\/lkNuAyM9f+ij2yxqO5etrbvOoo2DT5mZZ+pBH\/uLEaUgAIGEEvDMPy7LrX\/6XS7yLaXeUsBHqqXAlLpoN8AQxbo8HtBPXm\/YUkl5LL3XpiRkyjrpvalLB\/vnuP6JlN6y7a\/6KGo3rnG64cPWmaeIQlOrrPpyoWw6\/akzt26dOVXopn0q0n7XOySIRHaKY7nb7jnnnFMyGCvzkhtzNOB1wwenYi7NnfJ64ZPLPvvsI1+c1JeZ9HZQa+sNfHXF2foglbpQhk26FgPEjOLbPqj3+QPeeWK5qcGPMZazje1cJdID3uTZPUOGDJFG5SLCu+66SwSxrQNZFJdb0clOualF9iH50m\/ZoQ+B3FOKw3KXc9lWxjaL6t+UG7WRAjl7ss2qxfV5AQ8RmoMABOJFwCW\/Qu5epPKPnT99+vTdVtHSVNu6udPWDR7cqBpv276L1ii\/\/VvKt+1\/tjZv5NR1Z\/dv2yyv1y2csUHTX+falFVmCZ9GmsWsvdddNbJxcF06Q2FJXZd6bdqP+holJNFC5XvoCR9NIwfKXhf7VS5JanNlaP9RO5tzQcZnmlrSkKaoG1fbqV3z5g3G\/5S1KZMMuDNmzOtyVZ1B1M1+L9A2yOrWy5JKkfef6IZ\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style=\"z-index: 100;width: 11.882cm;height: 9.89cm;width: 11.882cm;display: inline;\" alt=\"\"\/><\/span><\/span><\/span><\/p><p class=\"P4\">&nbsp;<\/p><\/div><\/section><script>(function( $ ) {\n    \/\/footnotes\n    $('.defaultNote').children(\":first\").css('cursor', 'pointer');\n    $('.defaultNote').children(\":first\").click(function(){\n        var gotoID = '#' + $(this).parent().attr('id');\n        $('html, body').animate(\n            {\n              scrollTop: $('a[href=\"' + gotoID + '\"]').offset().top - 60,\n            },\n            250,\n            'linear'\n          )\n    });\n}(jQuery));\n\n\n<\/script><script>\r\nvar numFormat = \",.\";\r\n(function( $ ) {\n    \"use strict\";\n    \/\/do some cleaning on load\n    var sortCells = $('td[data-sorting], th[data-sorting]');\n    sortCells.each(function(){\n        var first = $(this).text().trim().charAt(0);\n        if (first == '@'){\n            var oldHTML = $(this).html();\n            var newHTML = 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