ΧΑΠ -φαινότυποι

user warning: Got a packet bigger than 'max_allowed_packet' bytes query: UPDATE cache_filter SET data = '<div style=\"font-family: mistral; font-size: 25px;\"><font color=\"#0000ff\">Ό&lambda;&epsilon;&sigmaf; &omicron;&iota; &mu;&omicron;&rho;&phi;έ&sigmaf; &sigma;&upsilon;&gamma;&gamma;&epsilon;&nu;&epsilon;ύ&omicron;&upsilon;&nu; &kappa;&iota; ό&mu;&omega;&sigmaf;, &kappa;&alpha;&mu;&mu;&iota;ά &delta;&epsilon;&nu; &mu;&omicron;&iota;ά&zeta;&epsilon;&iota; &mu;&epsilon; &tau;&eta;&nu; ά&lambda;&lambda;&eta;: &Epsilon;ί&nu;&alpha;&iota; &mu;&iota;&alpha; &chi;&omicron;&rho;&omega;&delta;ί&alpha; &pi;&omicron;&upsilon; &delta;&iota;&alpha;&lambda;&alpha;&lambda;&epsilon;ί &tau;&eta;&nu; &kappa;&rho;&upsilon;&phi;ή &tau;έ&chi;&nu;&eta; &tau;&omicron;&upsilon; &Theta;&epsilon;&omicron;ύ </font></div>\n<h6>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &Gamma;&kappa;&alpha;ί&tau;&epsilon;</h6>\n<h6><strong>&pi;&epsilon;&rho;&iota;&epsilon;&chi;ό&mu;&epsilon;&nu;&alpha;</strong></h6>\n<h6><font color=\"#0000ff\"><a href=\"#περ\">&pi;&epsilon;&rho;ί&lambda;&eta;&psi;&eta;</a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"#εισ\">&epsilon;&iota;&sigma;&alpha;&gamma;&omega;&gamma;ή</a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"#κλινφαιν\">&kappa;&lambda;&iota;&nu;&iota;&kappa;&omicron;ί &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&iota;</a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"#ρυθμ\">&rho;ύ&theta;&mu;&iota;&sigma;&eta; &tau;&eta;&sigmaf; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha;&sigmaf;, &alpha;&nu;ά&lambda;&omicron;&gamma;&alpha; &mu;&epsilon; &tau;&omicron; &sigma;&tau;ά&delta;&iota;&omicron; &kappa;&alpha;&tau;ά &beta;&alpha;&rho;ύ&tau;&eta;&tau;&alpha;</a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"#επιρπαροξ\">[&alpha;] &Alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha; ή &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha;, &chi;&omega;&rho;ί&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&epsilon;&iota;&sigmaf;</a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"#ασθμαΧΑΠ\">[&beta;] &omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &tau;&omicron;&upsilon; &sigma;&upsilon;&nu;&delta;&rho;ό&mu;&omicron;&upsilon; &epsilon;&pi;&iota;&kappa;&alpha;&lambda;ύ&psi;&epsilon;&omega;&sigmaf;&nbsp; &quot;ά&sigma;&theta;&mu;&alpha;-&Chi;&Alpha;&Pi;&quot;</a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"#πνεμφ\">[&gamma;] &omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &tau;&omicron;&upsilon; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;&omicron;ύ &epsilon;&mu;&phi;&upsilon;&sigma;ή&mu;&alpha;&tau;&omicron;&sigmaf;</a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"#χρβρ\">[&delta;] &omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &tau;&eta;&sigmaf; &chi;&rho;&omicron;&nu;ί&alpha;&sigmaf; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha;&sigmaf;</a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"http://respi-gam.net/node/5574#καρδιαγγ\">[&epsilon;] &omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &tau;&eta;&sigmaf; &kappa;&alpha;&rho;&delta;&iota;&omicron;&pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ή&sigmaf; &nu;ό&sigma;&omicron;&upsilon;</a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"#χαρφαιν\">&chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&mu;ό&sigmaf; &phi;&alpha;&iota;&nu;&omicron;&tau;ύ&pi;&omega;&nu;</a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"#ασαφης\">&pi;&epsilon;&rho;&iota;&pi;&tau;ώ&sigma;&epsilon;&iota;&sigmaf; &alpha;&sigma;&alpha;&phi;&omicron;ύ&sigmaf; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&upsilon;</a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"#α\"><strong>&Theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &tau;ύ&pi;&omicron;&upsilon; &Alpha; </strong></a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"#β\"><strong>&theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi; &tau;ύ&pi;&omicron;&upsilon; &Beta;</strong></a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"#γ\"><strong>&Theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &tau;ύ&pi;&omicron;&upsilon; C</strong></a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"http://respi-gam.net/node/5245#ics\">&epsilon;&iota;&sigma;&pi;&nu;&epsilon;</a><a href=\"http://respi-gam.net/node/5245#ics\">ό&mu;&epsilon;&nu;&alpha; &gamma;&lambda;&upsilon;&kappa;&omicron;&kappa;&omicron;&rho;&tau;&iota;&kappa;&omicron;&epsilon;&iota;&delta;ή</a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"#δ\"><strong>&Theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &tau;ύ&pi;&omicron;&upsilon; D</strong></a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"http://respi-gam.net/node/5247#φωσφ4\">&alpha;&nu;&alpha;&sigma;&tau;&omicron;&lambda;&epsilon;ί&sigmaf; &phi;&omega;&sigma;&phi;&omicron;&delta;&iota;&epsilon;&sigma;&tau;&epsilon;&rho;ά&sigma;&eta;&sigmaf; 4</a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"http://respi-gam.net/node/5058\">&beta;&lambda;&epsilon;&nu;&nu;&omicron;&lambda;&upsilon;&tau;&iota;&kappa;ά</a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"http://respi-gam.net/node/4789#λοιμ\">&lambda;&omicron;&iota;&mu;ώ&xi;&epsilon;&iota;&sigmaf; &omega;&sigmaf; &alpha;ί&tau;&iota;&omicron; &pi;&alpha;&rho;&omicron;&xi;ύ&sigma;&nu;&epsilon;&omega;&sigmaf; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;</a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"http://respi-gam.net/node/5313#αντιβ\">&alpha;&nu;&tau;&iota;&beta;&iota;&omicron;&tau;&iota;&kappa;ά &sigma;&tau;&eta; &sigma;&tau;&alpha;&theta;&epsilon;&rho;&omicron;&pi;&omicron;&iota;&eta;&mu;έ&nu;&eta; &Chi;&Alpha;&Pi;</a></font></h6>\n<h6><font color=\"#0000ff\"><a href=\"#θεραλγ\"><u><strong>&theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;&omicron;ί &alpha;&lambda;&gamma;ό&rho;&iota;&theta;&mu;&omicron;&iota; &sigma;&tau;&eta; &Chi;&Alpha;&Pi; </strong></u></a></font></h6>\n<h6>&pi;&rho;ό&sigma;&theta;&epsilon;&tau;&eta; &beta;&iota;&beta;&lambda;&iota;&omicron;&gamma;&rho;&alpha;&phi;ί&alpha;</h6>\n<p p=\"\"><em><strong>&beta;&lambda;έ&pi;&epsilon;</strong>:COPD Phenotypes and Biomarkers: Introducing Personalised Medicine. Alexandros G. Mathioudakis, Victoria Chatzimavridou-Grrigoriadou, Alexandru Corlateanu, Georgios A. Mathioudakis and Peter MA. Calverley. <a href=\"http://www.researchgate.net/publication/262637692_COPD_Phenotypes_and_Biomarkers_Introducing_Personalised_Medicine\">Current Respiratory Medicine Reviews, 2013,9,372-378</a></em></p>\n<p style=\"line-height: 15px; color: rgb(25, 25, 112);\"><a id=\"περ\" name=\"περ\">&pi;&epsilon;&rho;ί&lambda;&eta;&psi;&eta; </a><br />\n&Eta; &chi;&rho;ό&nu;&iota;&alpha; &alpha;&pi;&omicron;&phi;&rho;&alpha;&kappa;&tau;&iota;&kappa;ή &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&omicron;&pi;ά&theta;&epsilon;&iota;&alpha; &epsilon;ί&nu;&alpha;&iota; &phi;&lambda;&epsilon;&gamma;&mu;&omicron;&nu;ώ&delta;&eta;&sigmaf;, &epsilon;&tau;&epsilon;&rho;&omicron;&gamma;&epsilon;&nu;ή&sigmaf; &pi;ά&theta;&eta;&sigma;&eta;, &mu;&epsilon; &pi;&alpha;&theta;&omicron;&lambda;&omicron;&gamma;&omicron;&alpha;&nu;&alpha;&tau;&omicron;&mu;&iota;&kappa;έ&sigmaf; &alpha;&pi;&omicron;&kappa;&lambda;ί&sigma;&epsilon;&iota;&sigmaf;, &kappa;&lambda;&iota;&nu;&iota;&kappa;έ&sigmaf;&nbsp; &pi;&alpha;&rho;&alpha;&lambda;&lambda;&alpha;&gamma;έ&sigmaf; &kappa;&alpha;&iota; &epsilon;&xi;&omega;&pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;έ&sigmaf; &epsilon;&kappa;&delta;&eta;&lambda;ώ&sigma;&epsilon;&iota;&sigmaf; &pi;&omicron;&upsilon; &kappa;&alpha;&theta;&omicron;&rho;ί&zeta;&omicron;&upsilon;&nu; &tau;&eta; &sigma;&upsilon;&nu;&omicron;&lambda;&iota;&kappa;ή &epsilon;&pi;&iota;&beta;ά&rho;&upsilon;&nu;&sigma;&eta; &tau;&eta;&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf;, &epsilon;&pi;&iota;&tau;&epsilon;ί&nu;&omicron;&upsilon;&nu; &tau;&eta;&nu; &alpha;&nu;&iota;&kappa;&alpha;&nu;ό&tau;&eta;&tau;&alpha; &kappa;&alpha;&iota; &kappa;&alpha;&theta;&iota;&sigma;&tau;&omicron;ύ&nu; &tau;&eta; &Chi;&Alpha;&Pi; &mu;&iota;&alpha; &sigma;&upsilon;&sigma;&tau;&eta;&mu;&alpha;&tau;&iota;&kappa;ή &pi;ά&theta;&eta;&sigma;&eta;. &Eta; &Chi;&Alpha;&Pi; &alpha;&rho;&chi;&iota;&kappa;ά &omicron;&rho;ί&sigma;&tau;&eta;&kappa;&epsilon; &omega;&sigmaf; &omicron;&mu;ά&delta;&alpha; &delta;&iota;&alpha;&kappa;&rho;&iota;&tau;ώ&nu; &kappa;&lambda;&iota;&nu;&iota;&kappa;ώ&nu; &kappa;&alpha;&iota; &pi;&alpha;&theta;&omicron;&phi;&upsilon;&sigma;&iota;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;ώ&nu; &omicron;&nu;&tau;&omicron;&tau;ή&tau;&omega;&nu;, &kappa;&upsilon;&rho;ί&omega;&sigmaf; &chi;&rho;&omicron;&nu;ί&alpha; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&sigmaf; &kappa;&alpha;&iota; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ό &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha;, &mu;&epsilon; &epsilon;&upsilon;&rho;ή&mu;&alpha;&tau;&alpha; &pi;&rho;&omicron;&omicron;&delta;&epsilon;&upsilon;&tau;&iota;&kappa;ά &epsilon;&pi;&iota;&delta;&epsilon;&iota;&nu;&omicron;ύ&mu;&epsilon;&nu;&omicron;&upsilon; &pi;&epsilon;&rho;&iota;&omicron;&rho;&iota;&sigma;&mu;&omicron;ύ &tau;&eta;&sigmaf; &epsilon;&kappa;&pi;&nu;&epsilon;&upsilon;&sigma;&tau;&iota;&kappa;ή&sigmaf; &rho;&omicron;ή&sigmaf; &Lambda;ό&gamma;&omega; &tau;&eta;&sigmaf; &alpha;&iota;&tau;&iota;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;ή&sigmaf;, &pi;&alpha;&theta;&omicron;&phi;&upsilon;&sigma;&iota;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;ή&sigmaf; &kappa;&alpha;&iota; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;ή&sigmaf; &tau;&omicron;&upsilon;&sigmaf; &omicron;&mu;&omicron;&iota;ό&tau;&eta;&tau;&alpha;&sigmaf;, &omicron;&iota; &delta;&iota;ά&phi;&omicron;&rho;&epsilon;&sigmaf; &alpha;&upsilon;&tau;έ&sigmaf; &kappa;&alpha;&tau;&alpha;&sigma;&tau;ά&sigma;&epsilon;&iota;&sigmaf; &omicron;&mu;&alpha;&delta;&omicron;&pi;&omicron;&iota;ή&theta;&eta;&kappa;&alpha;&nu; ώ&sigma;&tau;&epsilon; &nu;&alpha; &alpha;&pi;&omicron;&tau;&epsilon;&lambda;&omicron;ύ&nu; &mu;&iota;&alpha; &pi;&alpha;&theta;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;ή &omicron;&nu;&tau;ό&tau;&eta;&tau;&alpha;, &alpha;&nu;&alpha;&chi;&alpha;&iota;&tau;&iota;&zeta;ό&mu;&epsilon;&nu;&eta; &kappa;&alpha;&iota; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ύ&sigma;&iota;&mu;&eta;, &pi;&omicron;&upsilon; &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;ί&zeta;&epsilon;&tau;&alpha;&iota; &alpha;&pi;ό &epsilon;&pi;ί&mu;&omicron;&nu;&eta; &kappa;&alpha;&iota; &epsilon;&xi;&epsilon;&lambda;&iota;&kappa;&tau;&iota;&kappa;ή &mu;&epsilon;ί&omega;&sigma;&eta; &tau;&eta;&sigmaf; &epsilon;&kappa;&pi;&nu;&epsilon;&upsilon;&sigma;&tau;&iota;&kappa;ή&sigmaf; &rho;&omicron;ή&sigmaf; &alpha;&pi;ό&tau;&omicron;&kappa;&eta; &sigma;&upsilon;&nu;&delta;&upsilon;&alpha;&sigma;&mu;&omicron;ύ &epsilon;&pi;&iota;&delta;&rho;ά&sigma;&epsilon;&omega;&sigmaf; &nu;ό&sigma;&omicron;&upsilon; &tau;&omega;&nu; &mu;&iota;&kappa;&rho;ώ&nu; &alpha;&epsilon;&rho;&alpha;&gamma;&omega;&gamma;ώ&nu; (&alpha;&pi;&omicron;&phi;&rho;&alpha;&kappa;&tau;&iota;&kappa;ή &beta;&rho;&omicron;&gamma;&chi;&iota;&omicron;&lambda;ί&tau;&iota;&sigmaf;), &pi;&alpha;&rho;&epsilon;&gamma;&chi;&upsilon;&mu;&alpha;&tau;&iota;&kappa;ή&sigmaf; &kappa;&alpha;&tau;&alpha;&sigma;&tau;&rho;&omicron;&phi;ή&sigmaf; (&pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;&omicron;ύ &epsilon;&mu;&phi;&upsilon;&sigma;ή&mu;&alpha;&tau;&omicron;&sigmaf;) &kappa;&alpha;&iota; &tau;&eta;&sigmaf; &sigma;&upsilon;&nu;&tau;&eta;&rho;&omicron;ύ&mu;&epsilon;&nu;&eta;&sigmaf; &phi;&lambda;&epsilon;&gamma;&mu;&omicron;&nu;ή&sigmaf; &tau;&omega;&nu; &alpha;&epsilon;&rho;&alpha;&gamma;&omega;&gamma;ώ&nu;, &alpha;&nu;&tau;&iota;&delta;&rho;&alpha;&sigma;&tau;&iota;&kappa;ή&sigmaf; &sigma;&tau;&eta;&nu; &epsilon;&iota;&sigma;&pi;&nu;&omicron;ή &tau;&omicron;&xi;&iota;&kappa;ώ&nu; &sigma;&omega;&mu;&alpha;&tau;&iota;&delta;ί&omega;&nu;.<br />\n&Tau;&eta;&nu; &tau;&epsilon;&lambda;&epsilon;&upsilon;&tau;&alpha;ί&alpha; &delta;&epsilon;&kappa;&alpha;&epsilon;&tau;ί&alpha; &eta; &kappa;&lambda;&iota;&nu;&iota;&kappa;&omicron;-&epsilon;&rho;&gamma;&alpha;&sigma;&tau;&eta;&rho;&iota;&alpha;&kappa;ή έ&rho;&epsilon;&upsilon;&nu;&alpha; &gamma;&iota;&alpha; &tau;&eta;&nu; &Chi;&Alpha;&Pi; έ&chi;&epsilon;&iota; &sigma;&eta;&mu;&epsilon;&iota;ώ&sigma;&epsilon;&iota; &alpha;&xi;&iota;&omicron;&pi;&rho;ό&sigma;&epsilon;&kappa;&tau;&eta; &pi;&rho;ό&omicron;&delta;&omicron;, &alpha;&lambda;&lambda;&#39; &epsilon;&nu; &tau;&omicron;ύ&tau;&omicron;&iota;&sigmaf;, &eta; &pi;ά&theta;&eta;&sigma;&eta; &mu;&epsilon;&tau;&alpha;&kappa;&iota;&nu;ή&theta;&eta;&kappa;&epsilon; &alpha;&pi;ό &tau;&eta;&nu; 6&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &eta; &alpha;&iota;&tau;ί&alpha; &theta;&alpha;&nu;ά&tau;&omicron;&upsilon; &sigma;&tau;&eta;&nu; 3&eta;, &pi;&alpha;&rho;ά &tau;&omicron; &gamma;&epsilon;&gamma;&omicron;&nu;ό&sigmaf; ό&tau;&iota; &omicron;&iota; &alpha;&nu;&tau;&iota;&kappa;&alpha;&pi;&nu;&iota;&sigma;&tau;&iota;&kappa;έ&sigmaf; &pi;&rho;&omicron;&sigma;&pi;ά&theta;&epsilon;&iota;&epsilon;&sigmaf; &epsilon;&pi;&iota;&tau;ά&theta;&eta;&kappa;&alpha;&nu;, &tau;&alpha; &alpha;&pi;&omicron;&tau;&epsilon;&lambda;έ&sigma;&mu;&alpha;&tau;ά &tau;&omicron;&upsilon;&sigmaf; &beta;&epsilon;&lambda;&tau;&iota;ώ&theta;&eta;&kappa;&alpha;&nu; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/20558639/\">&amp;</a>) &kappa;&alpha;&iota; &pi;&lambda;&eta;&theta;ώ&rho;&alpha; &epsilon;&pi;&iota;&mu;έ&rho;&omicron;&upsilon;&sigmaf; &zeta;&eta;&tau;&eta;&mu;ά&tau;&omega;&nu; &alpha;&nu;&alpha;&phi;&omicron;&rho;&iota;&kappa;ά &mu;&epsilon; &tau;&eta;&nu; &Chi;&Alpha;&Pi; &omega;&sigmaf; &pi;&omicron;&lambda;&upsilon;&sigma;&upsilon;&sigma;&tau;&eta;&mu;&alpha;&tau;&iota;&kappa;ή&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf; &delta;&iota;&alpha;&lambda;&epsilon;&upsilon;&kappa;ά&nu;&theta;&eta;&kappa;&alpha;&nu;. Έ&chi;&epsilon;&iota; &kappa;&alpha;&tau;&alpha;&nu;&omicron;&eta;&theta;&epsilon;ί ό&tau;&iota; &eta; &omicron;&mu;&alpha;&delta;&omicron;&pi;&omicron;ί&eta;&sigma;&eta; &tau;&omega;&nu; &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu; &sigma;&epsilon; &omicron;&mu;&omicron;&iota;&omicron;&gamma;&epsilon;&nu;&epsilon;ί&sigmaf; &omicron;&mu;ά&delta;&epsilon;&sigmaf;, &mu;&epsilon; &pi;&alpha;&rho;ό&mu;&omicron;&iota;&alpha; &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ά, ό&pi;&omega;&sigmaf; &omicron; &Beta;&Mu;&Iota;, &omicron; &beta;&alpha;&theta;&mu;ό&sigmaf; &tau;&omicron;&upsilon; &epsilon;&mu;&phi;&upsilon;&sigma;ή&mu;&alpha;&tau;&omicron;&sigmaf;, &eta; &epsilon;&pi;&iota;&rho;&rho;έ&pi;&epsilon;&iota;&alpha; &sigma;&tau;&iota;&sigmaf; &lambda;&omicron;&iota;&mu;ώ&xi;&epsilon;&iota;&sigmaf;, &tau;&omicron; &mu;έ&gamma;&epsilon;&theta;&omicron;&sigmaf; &tau;&eta;&sigmaf; &alpha;&nu;&alpha;&sigma;&tau;&rho;&epsilon;&psi;&iota;&mu;ό&tau;&eta;&tau;&alpha;&sigmaf; &tau;&eta;&sigmaf; &alpha;&pi;&omicron;&phi;&rho;ά&xi;&epsilon;&omega;&sigmaf; &kappa;&alpha;&iota; &eta; &sigma;&upsilon;&chi;&nu;ό&tau;&eta;&tau;&alpha; &tau;&omega;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&omega;&nu;, &delta;&iota;&epsilon;&upsilon;&kappa;&omicron;&lambda;ύ&nu;&epsilon;&iota; &tau;&omicron; &sigma;&chi;&epsilon;&delta;&iota;&alpha;&sigma;&mu;ό &alpha;&pi;&omicron;&delta;&omicron;&tau;&iota;&kappa;ό&tau;&epsilon;&rho;&omega;&nu; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;ώ&nu; &pi;&rho;&omicron;&gamma;&rho;&alpha;&mu;&mu;ά&tau;&omega;&nu;, &alpha;&nu; &sigma;&kappa;&omicron;&pi;ό&sigmaf; &epsilon;ί&nu;&alpha;&iota; &eta; &pi;&rho;&omicron;&sigma;&tau;&alpha;&sigma;ί&alpha; &tau;&omega;&nu; &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu; &alpha;&pi;ό &tau;&iota;&sigmaf; &pi;&alpha;&rho;&epsilon;&nu;έ&rho;&gamma;&epsilon;&iota;&epsilon;&sigmaf; &tau;&eta;&sigmaf; &pi;&omicron;&lambda;&upsilon;&phi;&alpha;&rho;&mu;&alpha;&kappa;ί&alpha;&sigmaf;, &alpha;&lambda;&lambda;ά &kappa;&alpha;&iota; &eta; &upsilon;&pi;&omicron;&sigma;&tau;ή&rho;&iota;&xi;ή &tau;&omicron;&upsilon;&sigmaf; &mu;&epsilon; &phi;ά&rho;&mu;&alpha;&kappa;&alpha; &chi;&rho;ή&sigma;&iota;&mu;&alpha; &kappa;&alpha;&iota; &alpha;&pi;&omicron;&delta;&omicron;&tau;&iota;&kappa;ά. Έ&tau;&sigma;&iota;, &eta; &alpha;&nu;ά&gamma;&kappa;&eta; &sigma;&chi;&epsilon;&delta;&iota;&alpha;&sigma;&mu;&omicron;ύ &epsilon;&xi;&alpha;&tau;&omicron;&mu;&iota;&kappa;&epsilon;&upsilon;&mu;έ&nu;&eta;&sigmaf; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha;&sigmaf;, &omicron;&delta;ή&gamma;&eta;&sigma;&epsilon; &sigma;&tau;&eta;&nu; &pi;&epsilon;&rho;&iota;&gamma;&rho;&alpha;&phi;ή &tau;&rho;&iota;ώ&nu; &phi;&alpha;&iota;&nu;&omicron;&tau;ύ&pi;&omega;&nu; &Chi;&Alpha;&Pi;, &pi;&omicron;&upsilon; &alpha;&pi;ό &kappa;&omicron;&iota;&nu;&omicron;ύ &delta;&iota;&alpha;&mu;&omicron;&rho;&phi;ώ&nu;&omicron;&upsilon;&nu; 4 &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;έ&sigmaf; &omicron;&mu;ά&delta;&epsilon;&sigmaf;, &mu;&epsilon; &beta;ά&sigma;&eta; &kappa;&lambda;&iota;&nu;&iota;&kappa;&omicron;&alpha;&nu;&alpha;&tau;&omicron;&mu;&iota;&kappa;ά &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ά, &pi;&alpha;&rho;&alpha;&mu;έ&tau;&rho;&omicron;&upsilon;&sigmaf; &alpha;&nu;&alpha;&pi;&nu;&omicron;ή&sigmaf; &kappa;&alpha;&iota;&nbsp; &tau;&eta;&nu; &epsilon;&pi;&iota;&rho;&rho;έ&pi;&epsilon;&iota;&alpha; &sigma;&tau;&iota;&sigmaf;&nbsp; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf;.<br />\n<a id=\"εισ\" name=\"εισ\">&epsilon;&iota;&sigma;&alpha;&gamma;&omega;&gamma;ή </a><br />\n&Sigma;&tau;&iota;&sigmaf;&nbsp; &kappa;&alpha;&tau;&epsilon;&upsilon;&theta;&upsilon;&nu;&tau;ή&rho;&iota;&epsilon;&sigmaf; &omicron;&delta;&eta;&gamma;ί&epsilon;&sigmaf; (GOLD 2014), &eta; &chi;&rho;ό&nu;&iota;&alpha; &alpha;&pi;&omicron;&phi;&rho;&alpha;&kappa;&tau;&iota;&kappa;ή &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&omicron;&pi;ά&theta;&epsilon;&iota;&alpha; &epsilon;ί&nu;&alpha;&iota; &epsilon;&tau;&epsilon;&rho;&omicron;&gamma;&epsilon;&nu;ή&sigmaf;, &pi;&rho;&omicron;&lambda;ή&psi;&iota;&mu;&eta; &kappa;&alpha;&iota; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ύ&sigma;&iota;&mu;&eta; &pi;ά&theta;&eta;&sigma;&eta; &pi;&omicron;&upsilon; &epsilon;&kappa;&delta;&eta;&lambda;ώ&nu;&epsilon;&tau;&alpha;&iota; &mu;&epsilon; &pi;&epsilon;&rho;&iota;&omicron;&rho;&iota;&sigma;&mu;ό &tau;&eta;&sigmaf; &epsilon;&kappa;&pi;&nu;&epsilon;&upsilon;&sigma;&tau;&iota;&kappa;ή&sigmaf; &rho;&omicron;ή&sigmaf;, &alpha;&nu;&alpha;&pi;&nu;&epsilon;&upsilon;&sigma;&tau;&iota;&kappa;ά &sigma;&upsilon;&mu;&pi;&tau;ώ&mu;&alpha;&tau;&alpha; &kappa;&alpha;&iota; &mu;&epsilon; &sigma;&eta;&mu;&alpha;&nu;&tau;&iota;&kappa;έ&sigmaf; &epsilon;&xi;&omega;&pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;έ&sigmaf; &epsilon;&kappa;&delta;&eta;&lambda;ώ&sigma;&epsilon;&iota;&sigmaf;, &pi;&omicron;&upsilon; &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &epsilon;&iota;&sigma;&phi;έ&rho;&omicron;&upsilon;&nu; &sigma;&tau;&eta;&nu; &nu;&omicron;&sigma;&eta;&rho;ό&tau;&eta;&tau;&alpha; &kappa;&alpha;&iota; &theta;&nu;&eta;&tau;ό&tau;&eta;&tau;&alpha; &tau;&eta;&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf;. &Omicron; &pi;&epsilon;&rho;&iota;&omicron;&rho;&iota;&sigma;&mu;ό&sigmaf; &tau;&eta;&sigmaf; &rho;&omicron;ή&sigmaf; &epsilon;&pi;&iota;&delta;&epsilon;&iota;&nu;ώ&nu;&epsilon;&tau;&alpha;&iota; &pi;&rho;&omicron;&omicron;&delta;&epsilon;&upsilon;&tau;&iota;&kappa;ά (<a href=\"http://respi-gam.net/node/5307#fletcher\">#</a>) &kappa;&alpha;&iota; &omicron;&phi;&epsilon;ί&lambda;&epsilon;&tau;&alpha;&iota; &sigma;&epsilon; &pi;&alpha;&theta;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;ή &epsilon;&xi;έ&lambda;&iota;&xi;&eta; &chi;&rho;ό&nu;&iota;&alpha;&sigmaf; &phi;&lambda;&epsilon;&gamma;&mu;&omicron;&nu;ή&sigmaf; &tau;&omega;&nu; &pi;&nu;&epsilon;&upsilon;&mu;ό&nu;&omega;&nu;, &pi;&omicron;&upsilon; &epsilon;&nu;&epsilon;&rho;&gamma;&omicron;&pi;&omicron;&iota;&omicron;ύ&mu;&epsilon;&nu;&eta; &alpha;&pi;ό &tau;&eta;&nu; &epsilon;&iota;&sigma;&pi;&nu;&omicron;ή &tau;&omicron;&xi;&iota;&kappa;ώ&nu; &alpha;&epsilon;&rho;ί&omega;&nu;, &alpha;&iota;&omega;&rho;&omicron;ύ&mu;&epsilon;&nu;&omega;&nu; &sigma;&omega;&mu;&alpha;&tau;&iota;&delta;ί&omega;&nu; &kappa;&alpha;&iota; &kappa;&alpha;&pi;&nu;ώ&nu;, &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &alpha;&nu;&alpha;&tau;&rho;&omicron;&phi;&omicron;&delta;&omicron;&tau;&epsilon;ί&tau;&alpha;&iota; &pi;&alpha;&rho;ά&gamma;&omicron;&nu;&tau;&alpha;&sigmaf; &kappa;&alpha;&tau;&alpha;&rho;&rho;ά&kappa;&tau;&eta; &mu;&epsilon;&sigma;&omicron;&lambda;&alpha;&beta;&eta;&tau;ώ&nu; &kappa;&alpha;&iota; &sigma;&tau;&rho;&alpha;&tau;&omicron;&lambda;&omicron;&gamma;ώ&nu;&tau;&alpha;&sigmaf; &kappa;ύ&tau;&tau;&alpha;&rho;&alpha; &tau;&eta;&sigmaf; &phi;&lambda;&epsilon;&gamma;&mu;&omicron;&nu;ή&sigmaf;.<br />\n&Eta; &chi;&rho;ό&nu;&iota;&alpha; &phi;&lambda;&epsilon;&gamma;&mu;&omicron;&nu;ή &sigma;&upsilon;&nu;&epsilon;&pi;ά&gamma;&epsilon;&tau;&alpha;&iota; &tau;&iota;&sigmaf; &delta;&iota;&alpha;&tau;&alpha;&rho;&alpha;&chi;έ&sigmaf; &sigma;&tau;&omicron;&upsilon;&sigmaf; &alpha;&epsilon;&rho;&alpha;&gamma;&omega;&gamma;&omicron;ύ&sigmaf; (&upsilon;&pi;&epsilon;&rho;&tau;&omicron;&phi;ί&alpha;/&upsilon;&pi;&epsilon;&rho;&pi;&lambda;&alpha;&sigma;ί&alpha;/&mu;&epsilon;&tau;&alpha;&pi;&lambda;&alpha;&sigma;ί&alpha; &kappa;&alpha;&lambda;&upsilon;&kappa;&omicron;&epsilon;&iota;&delta;ώ&nu; &kappa;&upsilon;&tau;&tau;ά&rho;&omega;&nu;, &lambda;&epsilon;ί&omega;&nu; &mu;&iota;&kappa;ώ&nu; &iota;&nu;ώ&nu;, &tau;&rho;&alpha;&chi;&epsilon;&iota;&omicron;&beta;&rho;&omicron;&gamma;&chi;&iota;&kappa;ώ&nu; &alpha;&delta;έ&nu;&omega;&nu;) &kappa;&alpha;&iota; &delta;&iota;&alpha;&tau;&alpha;&rho;&alpha;&chi;έ&sigmaf; &sigma;&tau;&eta;&nu; &alpha;&rho;&chi;&iota;&tau;&epsilon;&kappa;&tau;&omicron;&nu;&iota;&kappa;ή &tau;&omicron;&upsilon; &pi;&alpha;&rho;&epsilon;&gamma;&chi;ύ&mu;&alpha;&tau;&omicron;&sigmaf; (&pi;&nu;. &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha;). &Eta; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ή &lambda;&epsilon;&iota;&tau;&omicron;&upsilon;&rho;&gamma;ί&alpha; &upsilon;&pi;&omicron;&sigma;&tau;&rho;έ&phi;&epsilon;&tau;&alpha;&iota;, &beta;&rho;&alpha;&delta;έ&omega;&sigmaf;, &pi;&rho;&omicron;&omicron;&delta;&epsilon;&upsilon;&tau;&iota;&kappa;ά &mu;&epsilon; &alpha;&upsilon;&xi;&alpha;&nu;ό&mu;&epsilon;&nu;&eta;&sigmaf; &epsilon;&nu;&tau;ά&sigma;&epsilon;&omega;&sigmaf; &sigma;&upsilon;&mu;&pi;&tau;ώ&mu;&alpha;&tau;&alpha; (&beta;ή&chi;&alpha;, &delta;ύ&sigma;&pi;&nu;&omicron;&iota;&alpha;, &pi;&alpha;&rho;&alpha;&gamma;&omega;&gamma;ή &pi;&alpha;&theta;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;ή&sigmaf; &sigma;&upsilon;&sigma;&tau;ά&sigma;&epsilon;&omega;&sigmaf; &epsilon;&kappa;&kappa;&rho;ί&sigma;&epsilon;&omega;&nu;) (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/3492164/\">&amp;</a>). &Kappa;&alpha;&tau;&alpha;&gamma;&rho;ά&phi;&omicron;&nu;&tau;&alpha;&iota; &epsilon;&pi;&epsilon;&iota;&sigma;ό&delta;&iota;&alpha; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&omega;&nu; &mu;&epsilon; &epsilon;&pi;ί&tau;&alpha;&sigma;&eta; &tau;&omega;&nu; &sigma;&upsilon;&mu;&pi;&tau;&omega;&mu;ά&tau;&omega;&nu;, &pi;&omicron;&upsilon; &alpha;&pi;&omicron;&tau;&epsilon;&lambda;&omicron;ύ&nu; &delta;&upsilon;&sigma;&omicron;ί&omega;&nu;&alpha; &sigma;&eta;&mu;&epsilon;ί&alpha; &gamma;&iota;&alpha; &tau;&eta;&nu; &tau;&alpha;&chi;ύ&tau;&epsilon;&rho;&eta; &epsilon;&pi;&iota;&delta;&epsilon;ί&nu;&omega;&sigma;&eta; &tau;&eta;&sigmaf; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ή&sigmaf;&lambda;&epsilon;&iota;&tau;&omicron;&upsilon;&rho;&gamma;ί&alpha;&sigmaf; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/12324669\">&amp;</a>) &kappa;&alpha;&iota; &mu;&epsilon;ί&omega;&sigma;&eta; &tau;&eta;&sigmaf; &pi;&omicron;&iota;ό&tau;&eta;&tau;&alpha;&sigmaf; &tau;&eta;&sigmaf; &zeta;&omega;ή&sigmaf; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/9603117/\">&amp;</a>). &Alpha;&upsilon;&xi;ά&nu;&omicron;&upsilon;&nu; &tau;&omicron; &omicron;&iota;&kappa;&omicron;&nu;&omicron;&mu;&iota;&kappa;ό &kappa;&alpha;&iota; &kappa;&omicron;&iota;&nu;&omega;&nu;&iota;&kappa;ό &kappa;ό&sigma;&tau;&omicron;&sigmaf;, &mu;&epsilon; &nu;&omicron;&sigma;&eta;&lambda;&epsilon;ί&epsilon;&sigmaf; &kappa;&alpha;&iota; &alpha;&pi;ώ&lambda;&epsilon;&iota;&epsilon;&sigmaf; &eta;&mu;&epsilon;&rho;ώ&nu; &epsilon;&rho;&gamma;&alpha;&sigma;ί&alpha;&sigmaf;.<br />\n&Pi;&alpha;&rho;΄ό&lambda;&omicron; &omicron;&iota; &alpha;&pi;&omicron;&phi;&rho;&alpha;&kappa;&tau;&iota;&kappa;&omicron;ί &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf;, &kappa;&upsilon;&rho;ί&omega;&sigmaf;, &tau;&alpha;&xi;&iota;&nu;&omicron;&mu;&omicron;ύ&nu;&tau;&alpha;&iota; &alpha;&nu;ά&lambda;&omicron;&gamma;&alpha; &mu;&epsilon; &tau;&eta;&nu; έ&kappa;&pi;&tau;&omega;&sigma;&eta; &tau;&eta;&sigmaf; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ή&sigmaf; &tau;&omicron;&upsilon;&sigmaf; &lambda;&epsilon;&iota;&tau;&omicron;&rho;&upsilon;&gamma;ί&alpha;&sigmaf;, ό&pi;&omega;&sigmaf; &alpha;&pi;&omicron;&tau;&upsilon;&pi;ώ&nu;&epsilon;&tau;&alpha;&iota; &alpha;&pi;ό &mu;&iota;&alpha; &sigma;&pi;&iota;&rho;&omicron;&mu;&epsilon;&tau;&rho;&iota;&kappa;ή &tau;&iota;&mu;ή (&pi;.&chi;., FEV1), &sigma;&tau;&omicron;&upsilon;&sigmaf; &pi;&epsilon;&rho;&iota;&sigma;&sigma;ό&tau;&epsilon;&rho;&omicron;&upsilon;&sigmaf; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf;, &eta; &sigma;&upsilon;&nu;&omicron;&lambda;&iota;&kappa;ή &epsilon;&pi;&iota;&beta;ά&rho;&upsilon;&nu;&sigma;&eta; &tau;&eta;&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf;, &omicron;&phi;&epsilon;ί&lambda;&epsilon;&tau;&alpha;&iota; &sigma;&tau;&eta;&nu; &pi;&omicron;&iota;&kappa;&iota;&lambda;ί&alpha; &tau;&omega;&nu; &epsilon;&xi;&omega;&pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ώ&nu; &epsilon;&kappa;&delta;&eta;&lambda;ώ&sigma;&epsilon;ώ&nu; &tau;&eta;&sigmaf;, &pi;&omicron;&upsilon; &epsilon;&pi;&iota;&tau;&epsilon;ί&nu;&omicron;&upsilon;&nu; &tau;&eta;&nu; &alpha;&nu;&iota;&kappa;&alpha;&nu;ό&tau;&eta;&tau;&alpha; &kappa;&alpha;&iota; &kappa;&alpha;&theta;&iota;&sigma;&tau;&omicron;ύ&nu; &tau;&eta; &Chi;&Alpha;&Pi; &mu;&iota;&alpha; &sigma;&upsilon;&sigma;&tau;&eta;&mu;&alpha;&tau;&iota;&kappa;ή &pi;ά&theta;&eta;&sigma;&eta;. &Alpha;&pi;ό &tau;&iota;&sigmaf; &sigma;&upsilon;&nu;&eta;&theta;έ&sigma;&tau;&epsilon;&rho;&epsilon;&sigmaf; &epsilon;&xi;&omega;&pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;έ&sigmaf; &epsilon;&kappa;&delta;&eta;&lambda;ώ&sigma;&epsilon;&iota;&sigmaf;, &omicron;&iota; &kappa;&alpha;&rho;&delta;&iota;&omicron;&alpha;&gamma;&gamma;&epsilon;&iota;&alpha;&kappa;έ&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&iota;&sigmaf;, &eta; &delta;&upsilon;&sigma;&lambda;&epsilon;&iota;&tau;&omicron;&upsilon;&rho;&gamma;ί&alpha; &tau;&omega;&nu; &sigma;&kappa;&epsilon;&lambda;&epsilon;&tau;&iota;&kappa;ώ&nu; &mu;&upsilon;ώ&nu;, &eta; &omicron;&sigma;&tau;&epsilon;&omicron;&pi;ό&rho;&omega;&sigma;&eta;, &kappa;&alpha;&iota; &eta; &kappa;&alpha;&tau;ά&theta;&lambda;&iota;&psi;&eta;/&epsilon;&upsilon;&epsilon;&rho;&epsilon;&theta;&iota;&sigma;&tau;ό&tau;&eta;&tau;&alpha; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/19407051\">&amp;</a>). &Omicron;&iota; &sigma;&upsilon;&nu;&omicron;&sigma;&eta;&rho;ό&tau;&eta;&tau;&epsilon;&sigmaf; &kappa;&alpha;&tau;&alpha;&tau;&epsilon;ί&nu;&omicron;&upsilon;&nu; &sigma;&tau;&eta;&nu; &alpha;ύ&xi;&eta;&sigma;&eta; &tau;&omega;&nu; &nu;&omicron;&sigma;&eta;&lambda;&epsilon;&iota;ώ&nu; &kappa;&alpha;&iota; &tau;&eta;&sigmaf; &theta;&nu;&eta;&tau;ό&tau;&eta;&tau;&alpha;&sigmaf;, &pi;&alpha;&rho;ά&lambda;&lambda;&eta;&lambda;&alpha; &mu;&epsilon; &tau;&eta;&nu; &epsilon;&pi;&iota;&delta;&epsilon;ί&nu;&omega;&sigma;&eta; &tau;&eta;&sigmaf; &alpha;&nu;&alpha;&pi;&nu;&epsilon;&upsilon;&sigma;&tau;&iota;&kappa;ή&sigmaf; &lambda;&epsilon;&iota;&tau;&omicron;&upsilon;&rho;&gamma;ί&alpha;&sigmaf; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/18579551\">&amp;</a>). &beta;&lambda;έ&pi;&epsilon;: <a href=\"http://respi-gam.net/node/5574#FEV1καρδ\">&Chi;&Alpha;&Pi; &kappa;&alpha;&iota; &iota;&sigma;&chi;&alpha;&iota;&mu;ί&alpha; &mu;&upsilon;&omicron;&kappa;&alpha;&rho;&delta;ί&omicron;&upsilon;. </a><br />\n&Omicron;&iota; &mu;&epsilon;&sigma;&omicron;&lambda;&alpha;&beta;&eta;&tau;έ&sigmaf; &tau;&eta;&sigmaf; &phi;&lambda;&epsilon;&gamma;&mu;&omicron;&nu;ή&sigmaf; (&kappa;ύ&tau;&tau;&alpha;&rho;&alpha; &kappa;&alpha;&iota; &mu;ό&rho;&iota;&alpha;) &delta;&epsilon;&nu; &pi;&epsilon;&rho;&iota;&omicron;&rho;ί&zeta;&omicron;&nu;&tau;&alpha;&iota; &sigma;&tau;&alpha; &pi;&lambda;&alpha;ί&sigma;&iota;&alpha; &tau;&omicron;&upsilon; &tau;&rho;&alpha;&chi;&epsilon;&iota;&omicron;&beta;&rho;&omicron;&gamma;&chi;&iota;&kappa;&omicron;ύ &delta;έ&nu;&delta;&rho;&omicron;&upsilon; ή &tau;&omicron;&upsilon; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;&omicron;ύ &pi;&alpha;&rho;&epsilon;&gamma;&chi;ύ&mu;&alpha;&tau;&omicron;&sigmaf;, &alpha;&lambda;&lambda;ά &delta;&iota;&alpha;&sigma;&pi;&epsilon;ί&rho;&omicron;&nu;&tau;&alpha;&iota; &mu;έ&sigma;&omega; &tau;&eta;&sigmaf; &sigma;&upsilon;&sigma;&tau;&eta;&mu;&alpha;&tau;&iota;&kappa;ή&sigmaf; &kappa;&upsilon;&kappa;&lambda;&omicron;&phi;&omicron;&rho;ί&alpha;&sigmaf; &sigma;&epsilon; &omicron;&lambda;ό&kappa;&lambda;&eta;&rho;&omicron; &tau;&omicron;&nu; &omicron;&rho;&gamma;&alpha;&nu;&iota;&sigma;&mu;ό, &pi;&upsilon;&rho;&omicron;&delta;&omicron;&tau;ώ&nu;&tau;&alpha;&sigmaf; &tau;&eta;&nu; &epsilon;&mu;&phi;ά&nu;&iota;&sigma;&eta; &sigma;&upsilon;&nu;&omicron;&sigma;&eta;&rho;&omicron;&tau;ή&tau;&omega;&nu; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/17507545/\">&amp;</a>). &Epsilon;&nu;&alpha;&lambda;&lambda;&alpha;&kappa;&tau;&iota;&kappa;ά, &eta; &pi;&alpha;&rho;&omicron;&upsilon;&sigma;ί&alpha; &chi;&alpha;&mu;&eta;&lambda;ή&sigmaf; &epsilon;&nu;&tau;ά&sigma;&epsilon;&omega;&sigmaf;, &sigma;&upsilon;&sigma;&tau;&eta;&mu;&alpha;&tau;&iota;&kappa;ή&sigmaf; &chi;&rho;ό&nu;&iota;&alpha;&sigmaf; &phi;&lambda;&epsilon;&gamma;&mu;&omicron;&nu;ή&sigmaf;, &alpha;&pi;ό &mu;&epsilon;&gamma;ά&lambda;&eta; &pi;&omicron;&iota;&kappa;&iota;&lambda;ί&alpha; &epsilon;&xi;&omega;&pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ώ&nu; &pi;&eta;&gamma;ώ&nu;, &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &alpha;&pi;&epsilon;&lambda;&epsilon;&upsilon;&theta;&epsilon;&rho;ώ&nu;&omicron;&nu;&tau;&alpha;&iota; &mu;&epsilon;&sigma;&omicron;&lambda;&alpha;&beta;&eta;&tau;έ&sigmaf; &tau;&eta;&sigmaf; &phi;&lambda;&epsilon;&gamma;&mu;&omicron;&nu;ή&sigmaf; ή &nu;&alpha; &pi;&rho;&omicron;&kappa;&alpha;&lambda;&epsilon;ί&tau;&alpha;&iota; &pi;&omicron;&lambda;&lambda;&alpha;&pi;&lambda;&alpha;&sigma;&iota;&alpha;&sigma;&mu;ό&sigmaf; &kappa;&iota; &epsilon;&nu;&epsilon;&rho;&gamma;&omicron;&pi;&omicron;ί&eta;&sigma;&eta; &kappa;&upsilon;&tau;&tau;ά&rho;&omega;&nu; &tau;&eta;&sigmaf; &phi;&lambda;&epsilon;&gamma;&mu;&omicron;&nu;ή&sigmaf;, &pi;&omicron;&upsilon; &mu;&epsilon;&tau;&alpha;&phi;έ&rho;&omicron;&nu;&tau;&alpha;&iota; &sigma;&tau;&omicron;&upsilon;&sigmaf; &epsilon;&upsilon;&alpha;ί&sigma;&theta;&eta;&tau;&omicron;&upsilon;&sigmaf; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;&omicron;ύ&sigmaf; &iota;&sigma;&tau;&omicron;ύ&sigmaf;, &epsilon;&nu;&epsilon;&rho;&gamma;&omicron;&pi;&omicron;&iota;ώ&nu;&tau;&alpha;&sigmaf; &sigma;&upsilon;&nu;&theta;ή&kappa;&epsilon;&sigmaf; &epsilon;&upsilon;&nu;&omicron;ϊ&kappa;έ&sigmaf; &pi;&alpha;&theta;&omicron;&gamma;&epsilon;&nu;&epsilon;&tau;&iota;&kappa;ώ&nu; &mu;&epsilon;&tau;&alpha;&beta;&omicron;&lambda;ώ&nu;, &sigma;&upsilon;&mu;&beta;&alpha;&tau;ώ&nu; &mu;&epsilon; &Chi;&Alpha;&Pi;.<br />\n&Epsilon;ί&nu;&alpha;&iota; &gamma;&epsilon;&gamma;&omicron;&nu;ό&sigmaf; ό&tau;&iota; &eta; &sigma;&upsilon;&nu;&epsilon;&chi;ή&sigmaf; &pi;&rho;&omicron;&sigma;&phi;&omicron;&rho;ά &nu;έ&omega;&nu; &epsilon;&nu;&delta;&epsilon;ί&xi;&epsilon;&omega;&nu; &sigma;&epsilon; &delta;&iota;ά&phi;&omicron;&rho;&epsilon;&sigmaf; &iota;&alpha;&tau;&rho;&iota;&kappa;έ&sigmaf; &pi;&epsilon;&rho;&iota;&omicron;&chi;έ&sigmaf; &sigma;&upsilon;&nu;&epsilon;&pi;ά&gamma;&epsilon;&tau;&alpha;&iota; ό&tau;&iota; &omicron;&iota; &kappa;&alpha;&tau;&epsilon;&upsilon;&theta;&upsilon;&nu;&tau;ή&rho;&iota;&epsilon;&sigmaf; &omicron;&delta;&eta;&gamma;ί&epsilon;&sigmaf; &kappa;&alpha;&iota; &omicron;&iota; &theta;έ&sigma;&epsilon;&iota;&sigmaf; &omicron;&mu;&omicron;&phi;&omega;&nu;ί&alpha;&sigmaf; &pi;&rho;έ&pi;&epsilon;&iota; &nu;&alpha; &alpha;&nu;&alpha;&theta;&epsilon;&omega;&rho;&omicron;ύ&nu;&tau;&alpha;&iota; &kappa;&alpha;&tau;ά &pi;&epsilon;&rho;&iota;ό&delta;&omicron;&upsilon;&sigmaf;, &pi;&rho;&omicron;&kappa;&epsilon;&iota;&mu;έ&nu;&omicron;&upsilon; &nu;&alpha; &epsilon;&nu;&sigma;&omega;&mu;&alpha;&tau;ώ&nu;&omicron;&upsilon;&nu; &tau;&alpha; &nu;έ&alpha; &delta;&epsilon;&delta;&omicron;&mu;έ&nu;&alpha;, &mu;&epsilon; &tau;&alpha; &omicron;&pi;&omicron;ί&alpha; &beta;&epsilon;&lambda;&tau;&iota;ώ&nu;&epsilon;&tau;&alpha;&iota; &eta; &delta;&iota;ά&gamma;&nu;&omega;&sigma;&eta; &tau;&omega;&nu; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&nu; &kappa;&alpha;&iota; &eta; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &tau;&omega;&nu; &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu;. &Sigma;&tau;&omicron; &pi;&epsilon;&delta;ί&omicron; &tau;&eta;&sigmaf; &chi;&rho;ό&nu;&iota;&alpha;&sigmaf; &alpha;&pi;&omicron;&phi;&rho;&alpha;&kappa;&tau;&iota;&kappa;ή&sigmaf; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&omicron;&pi;ά&theta;&epsilon;&iota;&alpha;&sigmaf; έ&chi;&omicron;&upsilon;&nu; &alpha;&pi;ό &mu;&alpha;&kappa;&rho;&omicron;ύ &pi;&rho;&omicron;&tau;&alpha;&theta;&epsilon;ί &kappa;&alpha;&tau;&epsilon;&upsilon;&theta;&upsilon;&nu;&tau;ή&rho;&iota;&epsilon;&sigmaf; &omicron;&delta;&eta;&gamma;ί&epsilon;&sigmaf; &pi;&omicron;&upsilon; &delta;&iota;&epsilon;&upsilon;&kappa;&omicron;&lambda;ύ&nu;&omicron;&upsilon;&nu; &tau;&omicron;&upsilon;&sigmaf; &iota;&alpha;&tau;&rho;&omicron;ύ&sigmaf; &alpha;&pi;ό &omicron;&pi;&omicron;&iota;&alpha;&delta;ή&pi;&omicron;&tau;&epsilon; &epsilon;&iota;&delta;&iota;&kappa;ό&tau;&eta;&tau;&alpha;, &nu;&alpha; έ&chi;&omicron;&upsilon;&nu; &omicron;&lambda;&omicron;&kappa;&lambda;&eta;&rho;&omega;&mu;έ&nu;&eta; ά&pi;&omicron;&psi;&eta; &gamma;&iota;&alpha; &tau;&eta;&nu; &pi;&omicron;&lambda;ύ&pi;&lambda;&omicron;&kappa;&eta; &pi;ά&theta;&eta;&sigma;&eta; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &kappa;&alpha;&iota; &nu;&alpha; &delta;&iota;&alpha;&theta;έ&tau;&omicron;&upsilon;&nu; &tau;&iota;&sigmaf; &kappa;&alpha;&lambda;ύ&tau;&epsilon;&rho;&epsilon;&sigmaf; &epsilon;&nu;&delta;&epsilon;ί&xi;&epsilon;&iota;&sigmaf; &sigma;&tau;&eta;&nu; &kappa;&alpha;&theta;&eta;&mu;&epsilon;&rho;&iota;&nu;ή &kappa;&lambda;&iota;&nu;&iota;&kappa;ή &pi;&rho;ά&xi;&eta;.</p>\n<table bgcolor=\"#e9e9e9\" border=\"0\" cellpadding=\"1\" cellspacing=\"1\" style=\"width: 100%;\">\n<tbody>\n<tr>\n<td>\n<p><font color=\"#0000ff\">&Omicron; <a id=\"φαιν\" name=\"φαιν\">&phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf;</a> &epsilon;ί&nu;&alpha;&iota; &eta; &pi;&alpha;&rho;&alpha;&tau;&eta;&rho;&omicron;ύ&mu;&epsilon;&nu;&eta; &pi;&omicron;&iota;ό&tau;&eta;&tau;&alpha; &epsilon;&nu;ό&sigmaf; &omicron;&rho;&gamma;&alpha;&nu;&iota;&sigma;&mu;&omicron;ύ, ό&pi;&omega;&sigmaf; &eta; &mu;&omicron;&rho;&phi;&omicron;&lambda;&omicron;&gamma;ί&alpha; &tau;&omicron;&upsilon;, &eta; &alpha;&nu;ά&pi;&tau;&upsilon;&xi;&eta; &kappa;&alpha;&iota; &eta; &sigma;&upsilon;&mu;&pi;&epsilon;&rho;&iota;&phi;&omicron;&rho;ά &tau;&omicron;&upsilon;. &Omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &alpha;&nu;&tau;&iota;&tau;ί&theta;&epsilon;&tau;&alpha;&iota; &sigma;&tau;&omicron; &gamma;&epsilon;&nu;ό&tau;&upsilon;&pi;&omicron;, &pi;&omicron;&upsilon; &epsilon;ί&nu;&alpha;&iota; &tau;&omicron; ά&theta;&rho;&omicron;&iota;&sigma;&mu;&alpha; &tau;&omega;&nu; &sigma;ύ&mu;&phi;&upsilon;&tau;&omega;&nu; &#39;&omicron;&delta;&eta;&gamma;&iota;ώ&nu;&#39; &tau;&eta;&sigmaf; &delta;&iota;&alpha;&mu;&omicron;&rho;&phi;ώ&sigma;&epsilon;ώ&sigmaf; &tau;&omicron;&upsilon;, &alpha;&nu;&epsilon;&xi;ά&rho;&tau;&eta;&tau;&alpha;, &epsilon;ά&nu; &alpha;&upsilon;&tau;έ&sigmaf; &omicron;&iota; &omicron;&delta;&eta;&gamma;ί&epsilon;&sigmaf; &tau;&eta;&rho;ή&theta;&eta;&kappa;&alpha;&nu; ή &pi;&alpha;&rho;&alpha;&kappa;ά&mu;&phi;&theta;&eta;&kappa;&alpha;&nu; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/12721547?dopt=Abstract\">&amp;</a>, <a href=\"http://www.ncbi.nlm.nih.gov/pubmed/22561835?dopt=Abstract\">&amp;</a>). &Omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &sigma;&upsilon;&nu;&tau;ί&theta;&epsilon;&tau;&alpha;&iota; &alpha;&pi;ό &tau;ά&sigma;&epsilon;&iota;&sigmaf; ή &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ά. &Mu;&epsilon;&rho;&iota;&kappa;έ&sigmaf; &alpha;&pi;ό &tau;&iota;&sigmaf; &tau;ά&sigma;&epsilon;&iota;&sigmaf; &epsilon;&lambda;έ&gamma;&chi;&omicron;&nu;&tau;&alpha;&iota; &pi;&lambda;ή&rho;&omega;&sigmaf; &alpha;&pi;ό &tau;&iota;&sigmaf; &gamma;&epsilon;&nu;&epsilon;&tau;&iota;&kappa;έ&sigmaf; &kappa;&alpha;&tau;&alpha;&beta;&omicron;&lambda;έ&sigmaf; &tau;&omicron;&upsilon; &alpha;&tau;ό&mu;&omicron;&upsilon;, &epsilon;&nu;ώ ά&lambda;&lambda;&epsilon;&sigmaf; &upsilon;&phi;ί&sigma;&tau;&alpha;&nu;&tau;&alpha;&iota; &alpha;&lambda;&lambda;&omicron;&iota;ώ&sigma;&epsilon;&iota;&sigmaf; &alpha;&pi;ό &tau;&iota;&sigmaf; &alpha;&lambda;&lambda;&eta;&lambda;&epsilon;&pi;&iota;&delta;&rho;ά&sigma;&epsilon;&iota;&sigmaf; &mu;&epsilon;&tau;&alpha;&xi;ύ &gamma;&epsilon;&nu;&epsilon;&tau;&iota;&kappa;ή&sigmaf; &pi;&rho;&omicron;&delta;&iota;&alpha;&theta;έ&sigma;&epsilon;&omega;&sigmaf; &kappa;&alpha;&iota; &pi;&epsilon;&rho;&iota;&beta;ά&lambda;&lambda;&omicron;&nu;&tau;&omicron;&sigmaf;. &Epsilon;&pi;&omicron;&mu;έ&nu;&omega;&sigmaf;, &omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &epsilon;ί&nu;&alpha;&iota; &tau;&omicron; &tau;&epsilon;&lambda;&iota;&kappa;ό &epsilon;&mu;&phi;&alpha;&nu;έ&sigmaf; &alpha;&pi;&omicron;&tau;έ&lambda;&epsilon;&sigma;&mu;&alpha; &alpha;&nu;&tau;&epsilon;&pi;&iota;&delta;&rho;ά&sigma;&epsilon;&omega;&nu; &gamma;&epsilon;&nu;&epsilon;&tau;&iota;&kappa;ώ&nu; &kappa;&alpha;&iota; &pi;&epsilon;&rho;&iota;&beta;&alpha;&lambda;&lambda;&omicron;&nu;&tau;&iota;&kappa;ώ&nu; &pi;&alpha;&rho;&alpha;&gamma;ό&nu;&tau;&omega;&nu;, &sigma;&tau;&iota;&sigmaf; &sigma;&upsilon;&nu;&theta;ή&kappa;&epsilon;&sigmaf; &tau;&upsilon;&chi;&alpha;&iota;ό&tau;&eta;&tau;&alpha;&sigmaf;, &pi;&omicron;&upsilon; &delta;&iota;&epsilon;&upsilon;&kappa;&omicron;&lambda;ύ&nu;&omicron;&upsilon;&nu; ή &delta;&upsilon;&sigma;&chi;&epsilon;&rho;&alpha;ί&nu;&omicron;&upsilon;&nu; &tau;&eta;&nu; &epsilon;&mu;&phi;ά&nu;&iota;&sigma;&eta; &tau;&omega;&nu; &alpha;&nu;&tau;&epsilon;&pi;&iota;&delta;&rho;ά&sigma;&epsilon;&omega;&nu; &alpha;&upsilon;&tau;ώ&nu; (<a href=\"http://www.atsjournals.org/doi/abs/10.1164/rccm.200912-1843CC#.Uv-N7M4fbLs\\\">&amp;</a>).</font></p>\n<p><font color=\"#0000ff\"><a id=\"φαινοτυποι\" name=\"φαινοτυποι\">&phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&iota;</a></font></p>\n<p><font color=\"#0000ff\">&Gamma;&epsilon;&nu;&iota;&kappa;ά, &omicron;&iota;<a href=\"http://respi-gam.net/node/5544\"><strong> </strong>&Phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&iota; </a>&pi;&alpha;&rho;&iota;&sigma;&tau;&omicron;ύ&nu; &tau;&omicron; &alpha;&pi;&omicron;&tau;έ&lambda;&epsilon;&sigma;&mu;&alpha; &tau;&omega;&nu; &alpha;&nu;&tau;&epsilon;&pi;&iota;&delta;&rho;ά&sigma;&epsilon;&omega;&nu; &tau;&omicron;&upsilon; &gamma;&omicron;&nu;ό&tau;&upsilon;&pi;&omicron;&upsilon; &kappa;&alpha;&iota; &pi;&epsilon;&rho;&iota;&beta;&alpha;&lambda;&lambda;&omicron;&nu;&tau;&iota;&kappa;ώ&nu; &pi;&alpha;&rho;&alpha;&gamma;ό&nu;&tau;&omega;&nu;, &upsilon;&pi;ό &tau;&eta;&nu; ά&lambda;&lambda;&omicron;&tau;&epsilon; ά&lambda;&lambda;&eta;&sigmaf; &epsilon;&nu;&tau;ά&sigma;&epsilon;&omega;&sigmaf; &epsilon;&pi;&epsilon;&nu;έ&rho;&gamma;&epsilon;&iota;&alpha;&sigmaf; &tau;&eta;&sigmaf; <em>&tau;&upsilon;&chi;&alpha;&iota;ό&tau;&eta;&tau;&alpha;&sigmaf;</em>. &Omicron; ό&rho;&omicron;&sigmaf; &alpha;&nu;&alpha;&phi;έ&rho;&epsilon;&tau;&alpha;&iota; &sigma;&tau;&eta;&nu; &pi;&alpha;&rho;&alpha;&tau;&eta;&rho;&omicron;ύ&mu;&epsilon;&nu;&eta;&nbsp;&pi;&omicron;&iota;ό&tau;&eta;&tau;&alpha; &epsilon;&nu;ό&sigmaf; &omicron;&rho;&gamma;&alpha;&nu;&iota;&sigma;&mu;&omicron;ύ, ό&pi;&omega;&sigmaf; &eta; &mu;&omicron;&rho;&phi;&omicron;&lambda;&omicron;&gamma;ί&alpha; &tau;&omicron;&upsilon;, &eta; &alpha;&nu;ά&pi;&tau;&upsilon;&xi;&eta; &kappa;&alpha;&iota; &eta; &sigma;&upsilon;&mu;&pi;&epsilon;&rho;&iota;&phi;&omicron;&rho;ά &tau;&omicron;&upsilon;. &Omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &alpha;&nu;&tau;&iota;&tau;ί&theta;&epsilon;&tau;&alpha;&iota; &sigma;&tau;&omicron; &gamma;&epsilon;&nu;ό&tau;&upsilon;&pi;&omicron;, &pi;&omicron;&upsilon; &epsilon;ί&nu;&alpha;&iota; &tau;&omicron; ά&theta;&rho;&omicron;&iota;&sigma;&mu;&alpha; &tau;&omega;&nu; &sigma;ύ&mu;&phi;&upsilon;&tau;&omega;&nu; &#39;&omicron;&delta;&eta;&gamma;&iota;ώ&nu;&#39; &tau;&eta;&sigmaf; &delta;&iota;&alpha;&mu;&omicron;&rho;&phi;ώ&sigma;&epsilon;ώ&sigmaf; &tau;&omicron;&upsilon;, &alpha;&nu;&epsilon;&xi;ά&rho;&tau;&eta;&tau;&alpha;, &epsilon;ά&nu; &alpha;&upsilon;&tau;έ&sigmaf; &omicron;&iota; &omicron;&delta;&eta;&gamma;ί&epsilon;&sigmaf; &tau;&eta;&rho;ή&theta;&eta;&kappa;&alpha;&nu; ή &pi;&alpha;&rho;&alpha;&kappa;ά&mu;&phi;&theta;&eta;&kappa;&alpha;&nu; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/12721547?dopt=Abstract\">&amp;</a>, <a href=\"http://www.ncbi.nlm.nih.gov/pubmed/22561835?dopt=Abstract\">&amp;</a>). &Epsilon;ί&nu;&alpha;&iota; &delta;&upsilon;&nu;&alpha;&tau;ό&sigmaf;, &epsilon;&nu; &tau;&omicron;ύ&tau;&omicron;&iota;&sigmaf;, &omicron; &pi;&epsilon;&rho;&iota;&omicron;&rho;&iota;&sigma;&mu;ό&sigmaf; &tau;&eta;&sigmaf; &epsilon;&upsilon;&rho;ύ&tau;&eta;&tau;&alpha;&sigmaf; &tau;&omicron;&upsilon; &omicron;&rho;&iota;&sigma;&mu;&omicron;ύ, &delta;&iota;&alpha;&kappa;&rho;ί&nu;&omicron;&nu;&tau;&alpha;&sigmaf; &omicron;&rho;&iota;&sigma;&mu;έ&nu;&omicron; &alpha;&rho;&iota;&theta;&mu;ό &pi;&omicron;&iota;&omicron;&tau;&iota;&kappa;ώ&nu; &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ώ&nu;, ό&pi;&omega;&sigmaf; &tau;&omicron; &mu;έ&tau;&rho;&omicron; &mu;&epsilon;&iota;ώ&sigma;&epsilon;&omega;&sigmaf; &tau;&eta;&sigmaf; &rho;&omicron;ή&sigmaf; &kappa;&alpha;&iota; &eta; έ&nu;&tau;&alpha;&sigma;&eta; &kappa;&alpha;&iota; &eta; &sigma;&upsilon;&chi;&nu;ό&tau;&eta;&tau;&alpha; &tau;&omega;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&omega;&nu;.</font></p>\n<p><font color=\"#0000ff\">&Omega;&sigmaf; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &theta;&epsilon;&omega;&rho;&epsilon;ί&tau;&alpha;&iota; &eta; &phi;&upsilon;&sigma;&iota;&kappa;ή &epsilon;&mu;&phi;ά&nu;&iota;&sigma;&eta; + &tau;&alpha; &beta;&iota;&omicron;&chi;&eta;&mu;&iota;&kappa;ά &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ά&nbsp; &pi;&omicron;&upsilon; &epsilon;ί&nu;&alpha;&iota; &alpha;&pi;&omicron;&tau;έ&lambda;&epsilon;&sigma;&mu;&alpha; &delta;&iota;&alpha;&nu;&tau;&iota;&delta;&rho;ά&sigma;&epsilon;&omega;&nu; &mu;&epsilon;&tau;&alpha;&xi;ύ &tau;&omicron;&upsilon; &gamma;&epsilon;&nu;ό&tau;&upsilon;&pi;&omicron;&upsilon; &kappa;&alpha;&iota; &tau;&omicron;&upsilon; &pi;&epsilon;&rho;&iota;&beta;ά&lambda;&lambda;&omicron;&nu;&tau;&omicron;&sigmaf;. &Sigma;&tau;&eta; &Chi;&Alpha;&Pi;, ό&pi;&omicron;&upsilon; &tau;&alpha; &upsilon;&pi;&epsilon;ύ&theta;&upsilon;&nu;&alpha; &gamma;&omicron;&nu;ί&delta;&iota;&alpha; &epsilon;ί&nu;&alpha;&iota; &omicron;&upsilon;&sigma;&iota;&alpha;&sigma;&tau;&iota;&kappa;ά ά&gamma;&nu;&omega;&sigma;&tau;&alpha;, &mu;&iota;&alpha; &pi;&epsilon;&rho;&iota;&omicron;&rho;&iota;&sigma;&mu;έ&nu;&eta; &epsilon;&rho;&mu;&eta;&nu;&epsilon;ί&alpha; &tau;&omicron;&upsilon; ό&rho;&omicron;&upsilon; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &omicron;&upsilon;&sigma;&iota;&alpha;&sigma;&tau;&iota;&kappa;ά &alpha;&pi;&rho;&alpha;&mu;έ&nu;&epsilon;&iota; &lsquo;&eta; &kappa;&lambda;&iota;&nu;&iota;&kappa;ή &omicron;&mu;&alpha;&delta;&omicron;&pi;&omicron;ί&eta;&sigma;&eta;&rsquo;.&nbsp; &Eta; &phi;&alpha;&iota;&nu;&omicron;&tau;&upsilon;&pi;&iota;&kappa;ή &pi;&epsilon;&rho;&iota;&gamma;&rho;&alpha;&phi;ή &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi; &beta;&alpha;&sigma;ί&zeta;&epsilon;&tau;&alpha;&iota; &sigma;&tau;&eta;&nu; &epsilon;&pi;&iota;&kappa;έ&nu;&tau;&rho;&omega;&sigma;&eta; &epsilon;&nu;ό&sigmaf; ή &pi;&epsilon;&rho;&iota;&sigma;&sigma;&omicron;&tau;έ&rho;&omega;&nu; &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ώ&nu;&nbsp; &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu; &mu;&epsilon; &Chi;&Alpha;&Pi;, ό&pi;&omega;&sigmaf; &sigma;&chi;&epsilon;&tau;ί&zeta;&omicron;&nu;&tau;&alpha;&iota; &mu;&epsilon; &kappa;&lambda;&iota;&nu;&iota;&kappa;ώ&sigmaf; &sigma;&eta;&mu;&alpha;&nu;&tau;&iota;&kappa;έ&sigmaf; &epsilon;&kappa;&beta;ά&sigma;&epsilon;&iota;&sigmaf;: &sigma;&upsilon;&mu;&pi;&tau;ώ&mu;&alpha;&tau;&alpha;,&nbsp; &pi;&alpha;&rho;&omicron;&xi;ύ&sigma;&nu;&epsilon;&iota;&sigmaf;, &alpha;&pi;ά&nu;&tau;&eta;&sigma;&eta; &sigma;&tau;&eta; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha;, &rho;&upsilon;&theta;&mu;ό&sigmaf; &epsilon;&xi;&epsilon;&lambda;ί&xi;&epsilon;&omega;&sigmaf; &tau;&eta;&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf; ή &theta;ά&nu;&alpha;&tau;&omicron;&sigmaf;. Ό&tau;&iota; &omicron; &sigma;&upsilon;&gamma;&kappa;&epsilon;&kappa;&rho;&iota;&mu;έ&nu;&omicron;&sigmaf; &alpha;&sigma;&theta;&epsilon;&nu;ή&sigmaf; έ&chi;&epsilon;&iota; &alpha;&upsilon;&tau;ό&nu; &tau;&omicron;&nu; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron; &Chi;&Alpha;&Pi;, &sigma;&eta;&mu;&alpha;ί&nu;&epsilon;&iota; ό&tau;&iota; &epsilon;&mu;&phi;&alpha;&nu;ί&zeta;&epsilon;&iota; &sigma;&upsilon;&gamma;&kappa;&epsilon;&kappa;&rho;&iota;&mu;έ&nu;&eta; έ&kappa;&beta;&alpha;&sigma;&eta;, &delta;&iota;&alpha;&phi;&omicron;&rho;&epsilon;&tau;&iota;&kappa;ή &pi;&rho;ό&gamma;&nu;&omega;&sigma;&eta;, &upsilon;&psi;&eta;&lambda;ό&tau;&gamma;&epsilon;&rho;&omicron; &kappa;ί&nu;&delta;&upsilon;&nu;&omicron; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&omega;&nu;, &kappa;&alpha;&lambda;ύ&tau;&epsilon;&rho;&eta; &alpha;&pi;ά&nu;&tau;&eta;&sigma;&eta; &sigma;&tau;&eta;&nu; &epsilon;&iota;&delta;&iota;&kappa;ή &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &kappa;&lambda;&pi;.</font></p>\n</td>\n</tr>\n</tbody>\n</table>\n<p><font color=\"#0000ff\"><font color=\"#100000\">&Omicron;&iota; <a href=\"http://respi-gam.net/node/4724#%CE%B5%CE%B9%CE%BA1\"><strong>&phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&iota; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;</strong></a>, &alpha;&rho;&chi;&iota;&kappa;ά &beta;&alpha;&sigma;&iota;&sigma;&mu;έ&nu;&omicron;&iota; &sigma;&epsilon; &mu;&omicron;&rho;&phi;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;ά &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ά &tau;&eta;&sigmaf; &epsilon;&xi;&omega;&tau;&epsilon;&rho;&iota;&kappa;ή&sigmaf; &epsilon;&iota;&kappa;ό&nu;&alpha;&sigmaf; &tau;&omega;&nu; &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu; (<a href=\"http://respi-gam.net/node/4724#dornholst\">Dornholst</a>), έ&chi;&omicron;&upsilon;&nu; ή&delta;&eta; &epsilon;&xi;&epsilon;&lambda;&iota;&chi;&theta;&epsilon;ί, ώ&sigma;&tau;&epsilon; &nu;&alpha; &delta;&iota;&alpha;&sigma;&upsilon;&nu;&delta;έ&omicron;&upsilon;&nu;&nbsp; &kappa;&lambda;&iota;&nu;&iota;&kappa;ά &mu;&epsilon; &epsilon;&rho;&gamma;&alpha;&sigma;&tau;&eta;&rho;&iota;&alpha;&kappa;ά/&beta;&iota;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;ά (<a href=\"http://respi-gam.net/node/4786\"><strong>&beta;&iota;&omicron;&delta;&epsilon;ί&kappa;&tau;&epsilon;&sigmaf;</strong></a>) &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ά, &sigma;&upsilon;&nu;ή&theta;&omega;&sigmaf; &mu;έ&sigma;&omega; &delta;&iota;&alpha;&delta;&iota;&kappa;&alpha;&sigma;&iota;ώ&nu; &beta;&alpha;&sigma;&iota;&sigma;&mu;έ&nu;&omega;&nu; &sigma;&tau;&eta;&nu; &epsilon;&pi;&iota;&sigma;&tau;ή&mu;&eta; &tau;&eta;&sigmaf; &sigma;&tau;&alpha;&tau;&iota;&sigma;&tau;&iota;&kappa;ή&sigmaf;. &Omicron;&iota; &pi;&rho;&omicron;&sigma;&pi;ά&theta;&epsilon;&iota;&epsilon;&sigmaf; &sigma;&upsilon;&nu;&epsilon;&chi;ί&zeta;&omicron;&nu;&tau;&alpha;&iota; &mu;&epsilon; &epsilon;&upsilon;&rho;ύ&tau;&alpha;&tau;&eta;&sigmaf; &kappa;&lambda;ί&mu;&alpha;&kappa;&alpha;&sigmaf; &kappa;&lambda;&iota;&nu;&iota;&kappa;έ&sigmaf; &mu;&epsilon;&lambda;έ&tau;&epsilon;&sigmaf;, &sigma;&tau;&iota;&sigmaf; &omicron;&pi;&omicron;ί&epsilon;&sigmaf; &epsilon;&pi;&iota;&chi;&epsilon;&iota;&rho;&epsilon;ί&tau;&alpha;&iota; &nu;&alpha; &sigma;&upsilon;&nu;&delta;&upsilon;&alpha;&sigma;&tau;&omicron;ύ&nu;&nbsp; &mu;&omicron;&rho;&iota;&alpha;&kappa;έ&sigmaf;, &gamma;&epsilon;&nu;&epsilon;&tau;&iota;&kappa;έ&sigmaf;, &kappa;&lambda;&iota;&nu;&iota;&kappa;&omicron;&epsilon;&rho;&gamma;&alpha;&sigma;&tau;&eta;&rho;&iota;&alpha;&kappa;έ&sigmaf; &pi;&lambda;&eta;&rho;&omicron;&phi;&omicron;&rho;ί&epsilon;&sigmaf;, &alpha;&pi;ό &mu;&epsilon;&gamma;ά&lambda;&epsilon;&sigmaf; &phi;ά&lambda;&lambda;&alpha;&gamma;&epsilon;&sigmaf; &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu; &mu;&epsilon; &Chi;&Alpha;&Pi;. &Alpha;&pi;ό &tau;&iota;&sigmaf; &mu;&epsilon;&lambda;έ&tau;&epsilon;&sigmaf; &alpha;&upsilon;&tau;έ&sigmaf; &pi;&rho;&omicron;&sigma;&delta;&omicron;&kappa;ά&tau;&alpha;&iota; &nu;&alpha; &delta;&iota;&alpha;&tau;&epsilon;&theta;&omicron;ύ&nu; &kappa;&lambda;&epsilon;ί&delta;&epsilon;&sigmaf; &kappa;&alpha;&lambda;ύ&tau;&epsilon;&rho;&eta;&sigmaf; &kappa;&alpha;&tau;&alpha;&nu;&omicron;ή&sigma;&epsilon;&omega;&sigmaf; &tau;&omega;&nu; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omega;&nu; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &pi;&omicron;&upsilon; &theta;&alpha; &omicron;&delta;&eta;&gamma;ή&sigma;&omicron;&upsilon;&nu; &sigma;&epsilon; &sigma;&tau;&omicron;&chi;&epsilon;&upsilon;&mu;έ&nu;&alpha; &kappa;&alpha;&iota; &epsilon;&xi;&alpha;&tau;&omicron;&mu;&iota;&kappa;&epsilon;&upsilon;&mu;έ&nu;&alpha; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;ά &pi;&rho;&omicron;&gamma;&rho;ά&mu;&mu;&alpha;&tau;&alpha;, ώ&sigma;&tau;&epsilon; &omicron;&iota; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &nu;&alpha; &lambda;&alpha;&mu;&beta;ά&nu;&omicron;&upsilon;&nu; &phi;ά&rho;&mu;&alpha;&kappa;&alpha; &chi;&rho;ή&sigma;&iota;&mu;&alpha; &gamma;&iota;&alpha; &tau;&eta;&nu; &pi;&epsilon;&rho;ί&pi;&tau;&omega;&sigma;ή &tau;&omicron;&upsilon;&sigmaf; &kappa;&alpha;&iota; &nu;&alpha; &mu;&eta;&nu; &phi;&omicron;&rho;&tau;ώ&nu;&omicron;&nu;&tau;&alpha;&iota; ά&lambda;&lambda;&alpha;, &pi;&omicron;&upsilon; &mu;&epsilon;&lambda;&iota;&gamma;ό&tau;&epsilon;&rho;&omicron;/&kappa;&alpha;&theta;ό&lambda;&omicron;&upsilon; ό&phi;&epsilon;&lambda;&omicron;&sigmaf;, &sigma;&upsilon;&nu;&epsilon;&pi;ά&gamma;&omicron;&nu;&tau;&alpha;&iota; &tau;&iota;&sigmaf; &sigma;&upsilon;&nu;έ&pi;&epsilon;&iota;&epsilon;&sigmaf; &tau;&omega;&nu; &pi;&alpha;&rho;&epsilon;&nu;&epsilon;&rho;&gamma;&epsilon;&iota;ώ&nu; &tau;&omicron;&upsilon; (<a href=\"http://www.atsjournals.org/doi/full/10.1164/rccm.201205-0906ED#.Uvt73M5kouc\"><u><strike>&amp;</strike></u></a>).&Upsilon;&pi;ά&rho;&chi;&omicron;&upsilon;&nu; &omicron;&iota; &epsilon;&xi;ή&sigmaf; &epsilon;&pi;&iota;&sigma;&eta;&mu;ά&nu;&epsilon;&iota;&sigmaf;: [&alpha;] ΄&#39;&epsilon;&nu;&alpha;&sigmaf; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &delta;&epsilon;&nu; &epsilon;ί&nu;&alpha;&iota; &mu;&omicron;&nu;&alpha;&delta;&iota;&kappa;ό&sigmaf; &gamma;&iota;&alpha; &tau;&omicron;&nu; &kappa;ά&theta;&epsilon; &alpha;&sigma;&theta;&epsilon;&nu;ή, &omicron;ύ&tau;&epsilon; &omicron; &kappa;ά&theta;&epsilon; &alpha;&sigma;&theta;&epsilon;&nu;ή&sigmaf; &epsilon;&mu;&phi;&alpha;&nu;ί&zeta;&epsilon;&iota; &tau;&omicron; &delta;&iota;&kappa;ό &tau;&omicron;&upsilon; &alpha;&pi;&omicron;&kappa;&lambda;&epsilon;&iota;&sigma;&tau;&iota;&kappa;ά &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;. Ό&pi;&omega;&sigmaf; &phi;&alpha;ί&nu;&epsilon;&tau;&alpha;&iota; &sigma;&tau;&omicron; &mu;&eta; &alpha;&nu;&alpha;&lambda;&omicron;&gamma;&iota;&kappa;ό &delta;&iota;ά&gamma;&rho;&alpha;&mu;&mu;&alpha; &tau;&omicron;&upsilon; Venn, &upsilon;&pi;ά&rho;&chi;&omicron;&upsilon;&nu; &epsilon;&pi;&iota;&kappa;&alpha;&lambda;ύ&psi;&epsilon;&iota;&sigmaf; &alpha;&nu;&alpha;&phi;&omicron;&rho;&iota;&kappa;ά &mu;&epsilon; &tau;&omicron;&nu; &kappa;ά&theta;&epsilon; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;. &Epsilon;&nu;&tau;&epsilon;&lambda;ώ&sigmaf; &pi;&rho;ό&sigma;&phi;&alpha;&tau;&alpha;, &omicron; J&oslash;rgen Vestbo (2014) έ&chi;&epsilon;&iota; &sigma;&upsilon;&mu;&pi;&epsilon;&rho;ά&nu;&epsilon;&iota; ό&tau;&iota; &theta;&alpha; &mu;&pi;&omicron;&rho;&omicron;ύ&sigma;&alpha;&nu; &nu;&alpha; &kappa;&alpha;&tau;&alpha;&chi;&omega;&rho;&eta;&theta;&omicron;ύ&nu; &omicron;&iota; &epsilon;&pi;ό&mu;&epsilon;&nu;&omicron;&iota; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&iota; &gamma;&iota;&alpha; &tau;&eta;&nu; &Chi;&Alpha;&Pi;.</font></font></p>\n<table border=\"1\" cellpadding=\"1\" cellspacing=\"1\" height=\"175\" width=\"259\">\n<caption><font color=\"#0000ff\"><font color=\"#100000\">&pi;ί&nu;&alpha;&kappa;&alpha;&sigmaf; 1. &pi;&rho;&omicron;&tau;&epsilon;&iota;&nu;ό&mu;&epsilon;&nu;&omicron;&iota; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&iota; &gamma;&iota;&alpha; &tau;&eta; &Chi;&Alpha;&Pi;</font></font></caption>\n<tbody>\n<tr>\n<td>\n<h6><font color=\"#0000ff\"><font color=\"#100000\">ά&sigma;&theta;&mu;&alpha;</font></font></h6>\n<h6><font color=\"#0000ff\"><font color=\"#100000\">&beta;&rho;&omicron;&gamma;&chi;&iota;&kappa;ή &upsilon;&pi;&epsilon;&rho;&alpha;&nu;&tau;&iota;&delta;&rho;&alpha;&sigma;&tau;&iota;&kappa;ό&tau;&eta;&tau;&alpha;</font></font></h6>\n<h6><font color=\"#0000ff\"><font color=\"#100000\">&alpha;&nu;&alpha;&sigma;&tau;&rho;&epsilon;&psi;&iota;&mu;ό&tau;&eta;&tau;&alpha; &mu;&epsilon;&tau;ά &beta;&rho;&omicron;&gamma;&chi;&omicron;&delta;&delta;&iota;&alpha;&sigma;&tau;&omicron;&lambda;ή</font></font></h6>\n<h6><font color=\"#0000ff\"><font color=\"#100000\">&pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ό &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha;</font></font></h6>\n<h6><font color=\"#0000ff\"><font color=\"#100000\">&kappa;&alpha;&chi;&epsilon;&xi;ί&alpha;</font></font></h6>\n<h6><font color=\"#0000ff\"><font color=\"#100000\">&chi;&rho;&omicron;&nu;ί&alpha; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&sigmaf;</font></font></h6>\n<h6><font color=\"#0000ff\"><font color=\"#100000\">&sigma;&upsilon;&chi;&nu;έ&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf;</font></font></h6>\n<h6><font color=\"#0000ff\"><font color=\"#100000\">&sigma;&upsilon;&sigma;&tau;&eta;&mu;&alpha;&tau;&iota;&kappa;ή &phi;&lambda;&epsilon;&gamma;&mu;&omicron;&nu;ή</font></font></h6>\n</td>\n</tr>\n</tbody>\n</table>\n<p><font color=\"#0000ff\"><font color=\"#100000\">&nbsp;<a id=\"ρυθμ\" name=\"ρυθμ\"><em>&Rho;ύ&theta;&mu;&iota;&sigma;&eta; &tau;&eta;&sigmaf; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha;&sigmaf; &alpha;&nu;ά&lambda;&omicron;&gamma;&alpha; &mu;&epsilon; &tau;&eta; &beta;&alpha;&rho;ύ&tau;&eta;&tau;&alpha; &tau;&eta;&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf; </em></a>&Eta;<br />\n&beta;&alpha;&rho;ύ&tau;&eta;&tau;&alpha; &tau;&eta;&sigmaf; &alpha;&pi;&omicron;&phi;&rho;ά&xi;&epsilon;&omega;&sigmaf; &tau;&omega;&nu; &alpha;&epsilon;&rho;&alpha;&gamma;&omega;&gamma;ώ&nu;, &kappa;&alpha;&tau;ά &pi;&alpha;&rho;ά&delta;&omicron;&sigma;&eta;, &alpha;&pi;&omicron;&tau;&iota;&mu;ά&tau;&alpha;&iota; &mu;&epsilon; &tau;&eta;&nu; &mu;&epsilon;ί&omega;&sigma;&eta; &tau;&omicron;&upsilon; FEV<sub>1</sub>, &omicron; &omicron;&pi;&omicron;ί&omicron;&sigmaf; &alpha;&pi;&omicron;&tau;&epsilon;&lambda;&epsilon;ί &kappa;&alpha;&iota; &tau;&eta; &beta;&alpha;&sigma;&iota;&kappa;ή &kappa;&lambda;&epsilon;ί&delta;&alpha; &tau;&omicron;&upsilon; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;&omicron;ύ &sigma;&chi;&epsilon;&delta;ί&omicron;&upsilon;. <img alt=\"\" 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\" style=\"width: 276px; height: 188px; margin: 1px 11px; float: left;\" /><br />\n<em>&sigma;&chi;ή&mu;&alpha; 1. &Eta; &phi;&upsilon;&sigma;&iota;&kappa;ή &iota;&sigma;&tau;&omicron;&rho;ί&alpha; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &mu;&epsilon; &beta;ά&sigma;&eta; &tau;oy &delta;&iota;&alpha;&chi;&rho;&omicron;&nu;&iota;&kappa;ή έ&kappa;&pi;&tau;&omega;&sigma;&eta; &tau;&omicron;&upsilon; FEV1. &Delta;&iota;&alpha;&pi;&iota;&sigma;&tau;ώ&nu;&epsilon;&tau;&alpha;&iota; ό&tau;&iota; &mu;&epsilon;&tau;ά &kappa;ά&theta;&epsilon; &pi;&alpha;&rho;ό&xi;&upsilon;&nu;&sigma;&eta;, &eta; &delta;&iota;&alpha;&chi;&rho;&omicron;&nu;&iota;&kappa;ή &mu;&epsilon;ί&omega;&sigma;&eta; &tau;&omicron;&upsilon; FEV1 &alpha;&kappa;&omicron;&lambda;&omicron;&upsilon;&theta;&epsilon;ί&nbsp; &sigma;&epsilon; &chi;&alpha;&mu;&eta;&lambda;ό&epsilon;&rho;&omicron; &iota;&sigma;&omicron;ϋ&psi;έ&sigmaf;, &pi;&alpha;&rho;ά&lambda;&lambda;&eta;&lambda;&eta; &pi;&omicron;&rho;&epsilon;ί&alpha; &mu;&epsilon; &tau;&eta;&nu; &epsilon;&tau;ή&sigma;&iota;&alpha; &mu;&epsilon;ί&omega;&sigma;&eta; &epsilon;&pi;ί &upsilon;&gamma;&iota;ώ&nu;.&nbsp; </em><br />\nΈ&chi;&epsilon;&iota;, ό&mu;&omega;&sigmaf;, ή&delta;&eta; &kappa;&alpha;&tau;&alpha;&nu;&omicron;&eta;&theta;&epsilon;ί ό&tau;&iota; &omicron; FEV<sub>1</sub>, &sigma;&chi;&epsilon;&tau;ί&zeta;&epsilon;&tau;&alpha;&iota; &sigma;&epsilon; &pi;&omicron;&lambda;ύ &pi;&epsilon;&rho;&iota;&omicron;&rho;&iota;&sigma;&mu;έ&nu;&omicron; &beta;&alpha;&theta;&mu;ό &mu;&epsilon; &tau;&alpha; &kappa;&lambda;&iota;&nu;&iota;&kappa;ά &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ά &tau;&eta;&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf; &kappa;&alpha;&iota; &delta;&epsilon;&nu; &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &pi;&epsilon;&rho;&iota;&gamma;&rho;ά&psi;&epsilon;&iota; &tau;&eta; &pi;&omicron;&lambda;&upsilon;&pi;&lambda;&omicron;&kappa;ό&tau;&eta;&tau;ά &tau;&eta;&sigmaf; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/21169466?dopt=Abstract\">&amp;</a>). &Epsilon;&pi;&iota;&pi;&lambda;έ&omicron;&nu; έ&chi;&epsilon;&iota; &epsilon;&gamma;&gamma;&epsilon;&nu;&epsilon;ί&sigmaf; &alpha;&tau;έ&lambda;&epsilon;&iota;&epsilon;&sigmaf;, &epsilon;&pi;&epsilon;&iota;&delta;ή &kappa;&alpha;&tau;&alpha;&lambda;ή&gamma;&epsilon;&iota; &sigma;&epsilon; &upsilon;&pi;&epsilon;&rho;&delta;&iota;ά&gamma;&nu;&omega;&sigma;&eta; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &mu;&epsilon;&tau;&alpha;&xi;ύ &tau;&omega;&nu; &eta;&lambda;&iota;&kappa;&iota;&omega;&mu;έ&nu;&omega;&nu;, &pi;&omicron;&upsilon; &phi;&upsilon;&sigma;&iota;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;ά έ&chi;&omicron;&upsilon;&nu; &mu;&iota;&kappa;&rho;ό&tau;&epsilon;&rho;&epsilon;&sigmaf; &tau;&iota;&mu;έ&sigmaf; FEV<sub>1</sub>, &lambda;ό&gamma;&omega; &tau;&omega;&nu; &sigma;&upsilon;&nu;&epsilon;&pi;&epsilon;&iota;ώ&nu; &tau;&eta;&sigmaf; &eta;&lambda;&iota;&kappa;&iota;ώ&sigma;&epsilon;&omega;&sigmaf;, &kappa;&alpha;&iota; &sigma;&epsilon; &upsilon;&pi;&omicron;&delta;&iota;ά&gamma;&nu;&omega;&sigma;&eta; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &sigma;&tau;&omicron;&upsilon;&sigmaf; &nu;&epsilon;ό&tau;&epsilon;&rho;&omicron;&upsilon;&sigmaf; (&eta;&lambda;&iota;&kappa;ί&alpha;&sigmaf; &lt;45 &epsilon;&tau;ώ&nu;), &epsilon;&pi;&epsilon;&iota;&delta;ή &eta; &mu;&epsilon;&iota;&omega;&mu;έ&nu;&eta; &tau;&iota;&mu;ή &tau;&omicron;&upsilon; FEV1 &mu;&pi;&omicron;&rho;&epsilon;ί, &alpha;&kappa;ό&mu;&eta; &nu;&alpha; &pi;&alpha;&rho;&alpha;&mu;έ&nu;&epsilon;&iota; &pi;ά&nu;&omega; &alpha;&pi;ό &tau;&omicron; ό&rho;&iota;&omicron; &tau;&omicron;&upsilon; 80% &tau;&eta;&sigmaf; &pi;&rho;&omicron;&beta;&lambda;&epsilon;&pi;ό&mu;&epsilon;&nu;&eta;&sigmaf; &tau;&iota;&mu;ή&sigmaf; &tau;&omicron;&upsilon;. &Alpha;&pi;&omicron;&tau;έ&lambda;&epsilon;&sigma;&mu;&alpha; &alpha;&upsilon;&tau;ώ&nu; &tau;&omega;&nu; &delta;&iota;&alpha;&pi;&iota;&sigma;&tau;ώ&sigma;&epsilon;&omega;&nu; ή&tau;&alpha;&nu; &eta; &delta;&iota;έ&gamma;&epsilon;&rho;&sigma;&eta; &tau;&omicron;&upsilon; &epsilon;&rho;&epsilon;&upsilon;&nu;&eta;&tau;&iota;&kappa;&omicron;ύ &epsilon;&nu;&delta;&iota;&alpha;&phi;έ&rho;&omicron;&nu;&tau;&omicron;&sigmaf; &pi;&rho;&omicron;&kappa;&epsilon;&iota;&mu;έ&nu;&omicron;&upsilon; &nu;&alpha; &delta;&iota;&alpha;&mu;&omicron;&rho;&phi;&omega;&theta;&epsilon;ί έ&nu;&alpha; &sigma;ύ&sigma;&tau;&eta;&mu;&alpha; &kappa;&lambda;&iota;&nu;&iota;&kappa;&omicron;&epsilon;&rho;&gamma;&alpha;&sigma;&tau;&eta;&rho;&iota;&alpha;&kappa;ή&sigmaf; &alpha;&xi;&iota;&omicron;&lambda;&omicron;&gamma;ή&sigma;&epsilon;&omega;&sigmaf; &tau;&eta;&sigmaf; &beta;&alpha;&rho;ύ&tau;&eta;&tau;&alpha;&sigmaf; &tau;&eta;&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf;, &mu;&epsilon; &tau;&omicron; &omicron;&pi;&omicron;ί&omicron; &theta;&alpha; &mu;&pi;&omicron;&rho;&omicron;ύ&sigma;&alpha;&nu; &nu;&alpha; &pi;&epsilon;&rho;&iota;&gamma;&rho;&alpha;&phi;&tau;&omicron;ύ&nu; &kappa;&alpha;&lambda;ύ&tau;&epsilon;&rho;&alpha; &tau;&alpha; &pi;&omicron;&lambda;ύ&pi;&lambda;&omicron;&kappa;&alpha; &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ά &tau;&eta;&sigmaf; &kappa;&alpha;&iota; &nu;&alpha; &tau;&alpha;&upsilon;&tau;&omicron;&pi;&omicron;&iota;&eta;&theta;&omicron;ύ&nu; &upsilon;&pi;&omicron;&omicron;&mu;ά&delta;&epsilon;&sigmaf; &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu; &mu;&epsilon; &tau;&eta; &mu;&epsilon;&gamma;&alpha;&lambda;ύ&tau;&epsilon;&rho;&eta; &delta;&upsilon;&nu;&alpha;&tau;ή &omicron;&mu;&omicron;&iota;&omicron;&gamma;έ&nu;&epsilon;&iota;&alpha;, ώ&sigma;&tau;&epsilon; &nu;&alpha; &delta;&iota;&epsilon;&upsilon;&kappa;&omicron;&lambda;&upsilon;&nu;&theta;&epsilon;ί&nbsp; &omicron; &kappa;&alpha;&tau;&alpha;&lambda;&lambda;&eta;&lambda;ό&tau;&epsilon;&rho;&omicron;&sigmaf; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;ό&sigmaf; &sigma;&chi;&epsilon;&delta;&iota;&alpha;&sigma;&mu;ό&sigmaf;. <em>&Omicron; &alpha;&pi;ώ&tau;&epsilon;&rho;&omicron;&sigmaf; &sigma;&kappa;&omicron;&pi;ό&sigmaf; &epsilon;ί&nu;&alpha;&iota; &eta; &chi;&omicron;&rho;ή&gamma;&eta;&sigma;&eta; &tau;&omega;&nu; &alpha;&pi;&omicron;&lambda;ύ&tau;&omega;&sigmaf; &alpha;&nu;&alpha;&gamma;&kappa;&alpha;ί&omega;&nu; &phi;&alpha;&rho;&mu;ά&kappa;&omega;&nu;, ώ&sigma;&tau;&epsilon; &omicron; &alpha;&sigma;&theta;&epsilon;&nu;ή&sigmaf; &nu;&alpha; &pi;&rho;&omicron;&phi;&upsilon;&lambda;&lambda;ά&sigma;&sigma;&epsilon;&tau;&alpha;&iota; &alpha;&pi;ό &tau;&iota;&sigmaf; &pi;&alpha;&rho;&epsilon;&nu;έ&rho;&gamma;&epsilon;&iota;&epsilon;&sigmaf; &pi;&epsilon;&rho;&iota;&tau;&tau;ώ&nu; &phi;&alpha;&rho;&mu;ά&kappa;&omega;&nu;, &alpha;&lambda;&lambda;ά &nu;&alpha; &mu;&eta; &sigma;&tau;&epsilon;&rho;&epsilon;ί&tau;&alpha;&iota; &tau;&omicron; &pi;&rho;&omicron;&sigma;&delta;&omicron;&kappa;ώ&mu;&epsilon;&nu;&omicron; ώ&phi;&epsilon;&lambda;&omicron;&sigmaf; &alpha;&pi;ό &tau;&eta; &lambda;ή&psi;&eta; &tau;&omega;&nu; &chi;&rho;ή&sigma;&iota;&mu;&omega;&nu;. </em><br />\n<a id=\"φαινοτυπικες διακρισεις\" name=\"φαινοτυπικες διακρισεις\">&Phi;&alpha;&iota;&nu;&omicron;&tau;&upsilon;&pi;&iota;&kappa;έ&sigmaf; &delta;&iota;&alpha;&kappa;&rho;ί&sigma;&epsilon;&iota;&sigmaf; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi; &epsilon;ί&nu;&alpha;&iota; &gamma;&nu;&omega;&sigma;&tau;έ&sigmaf;</a>, &mu;&epsilon;&tau;ά &tau;&eta;&nu;&nbsp; &pi;&epsilon;&rho;&iota;&gamma;&rho;&alpha;&phi;ή &tau;&omicron;&upsilon;&sigmaf; &alpha;&pi;ό &tau;&omicron;&nu; <a href=\"http://respi-gam.net/node/4722\">Dornholst</a>, (&beta;&lambda;έ&pi;&epsilon; &kappa;&alpha;&iota; &#39;<a href=\"http://respi-gam.net/node/4724#dornholst\">&kappa;&lambda;&iota;&nu;&iota;&kappa;ή &epsilon;&iota;&kappa;ό&nu;&alpha;</a>&#39;) &tau;&omicron;&nu; 19&omicron; &alpha;&iota;ώ&nu;&alpha;, &omicron; &omicron;&pi;&omicron;ί&omicron;&sigmaf; &pi;&epsilon;&rho;&iota;έ&gamma;&rho;&alpha;&psi;&epsilon;&sigmaf; &delta;ύ&omicron; &delta;&iota;&alpha;&kappa;&rho;&iota;&tau;έ&sigmaf; &kappa;&lambda;&iota;&nu;&iota;&kappa;έ&sigmaf; &epsilon;&iota;&kappa;ό&nu;&epsilon;&sigmaf; &tau;&omicron;&nu; pink puffer (&tau;&eta;&nu; &epsilon;&iota;&kappa;ό&nu;&alpha; &tau;&omicron;&upsilon; &alpha;&mu;&iota;&gamma;ώ&sigmaf; &epsilon;&mu;&phi;&upsilon;&sigma;&eta;&mu;&alpha;&tau;&iota;&kappa;&omicron;ύ) &kappa;&alpha;&iota; &tau;&omicron;&nu; blue bloatter (&tau;&eta;&nu; &epsilon;&iota;&kappa;ό&nu;&alpha; &tau;&omicron;&upsilon; &alpha;&mu;&iota;&gamma;ώ&sigmaf; &beta;&rho;&omicron;&gamma;&chi;&iota;&tau;&iota;&delta;&iota;&kappa;&omicron;ύ) (<a href=\"http://respi-gam.net/node/4722#εικ1\">&epsilon;&iota;&kappa;ό&nu;&alpha; 1</a> &kappa;&alpha;&iota; <a href=\"http://respi-gam.net/node/4724#εικ1\">&epsilon;&iota;&kappa;ό&nu;&alpha; 2</a>). &Gamma;&iota;&alpha; &pi;&omicron;&lambda;&lambda;ά &chi;&rho;ό&nu;&iota;&alpha;, &epsilon;&nu;&tau;&omicron;ύ&tau;&omicron;&iota;&sigmaf;, &mu;&epsilon;&tau;ά &tau;&eta;&nu; ί&delta;&rho;&upsilon;&sigma;&eta; &tau;&eta;&sigmaf; GOLD (1998), &upsilon;&pi;&epsilon;&delta;&epsilon;ί&chi;&theta;&eta; &omega;&sigmaf; &mu;&omicron;&nu;&alpha;&delta;&iota;&kappa;ό &kappa;&rho;&iota;&tau;ή&rho;&iota;&omicron; &tau;&alpha;&xi;&iota;&nu;&omicron;&mu;ή&sigma;&epsilon;&omega;&sigmaf;, &kappa;&alpha;&tau;&alpha; &beta;&alpha;&rho;ύ&tau;&eta;&tau;&alpha;, &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &kappa;&alpha;&iota; &omicron;&delta;&eta;&gamma;&omicron;ύ &gamma;&iota;&alpha; &tau;&eta; &delta;&iota;&alpha;&mu;ό&rho;&phi;&omega;&sigma;&eta; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;ώ&nu; &sigma;&chi;&eta;&mu;ά&tau;&omega;&nu;, &omicron;&iota; &sigma;&pi;&iota;&rho;&omicron;&mu;&epsilon;&tau;&rho;&iota;&kappa;έ&sigmaf; &tau;&iota;&mu;έ&sigmaf; &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu;, &gamma;&iota;&alpha; &tau;&omicron;&upsilon;&sigmaf; &omicron;&pi;&omicron;ί&omicron;&upsilon;&sigmaf; &epsilon;&pi;&epsilon;&kappa;&lambda;&epsilon;ί&sigma;&theta;&eta; &kappa;ά&theta;&epsilon; ά&lambda;&lambda;&omicron; &alpha;ί&tau;&iota;&omicron; &chi;&rho;ό&nu;&iota;&omicron;&upsilon; &pi;&epsilon;&rho;&iota;&omicron;&rho;&iota;&sigma;&mu;&omicron;ύ &tau;&eta;&sigmaf; &rho;&omicron;ή&sigmaf; &kappa;&alpha;&iota; &alpha;&pi;&omicron;&chi;&rho;έ&mu;&psi;&epsilon;&omega;&sigmaf;. &Eta; &Chi;&Alpha;&Pi; &delta;&iota;&alpha;&kappa;&rho;ί&theta;&eta;&kappa;&epsilon; &sigma;&epsilon; 4 &sigma;&tau;ά&delta;&iota;&alpha; &beta;&alpha;&rho;ύ&tau;&eta;&tau;&alpha;&sigmaf;, &kappa;&alpha;&iota; &upsilon;&pi;&omicron;&delta;&epsilon;ί&chi;&theta;&eta;&kappa;&alpha;&nu; &iota;&delta;&iota;&alpha;ί&tau;&epsilon;&rho;&alpha; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;ά &sigma;&chi;ή&mu;&alpha;&tau;&alpha; &gamma;&iota;&alpha; &tau;&omicron; &kappa;ά&theta;&epsilon; έ&nu;&alpha; &alpha;&pi;ό &alpha;&upsilon;&tau;ά (<a href=\"http://respi-gam.net/node/5098#διαβ\">&pi;ί&nu;&alpha;&kappa;&alpha;&sigmaf;</a>).<br />\n&Eta; &Chi;&Alpha;&Pi; &epsilon;ί&nu;&alpha;&iota; &iota;&delta;&iota;&alpha;ί&tau;&epsilon;&rho;&alpha; &epsilon;&tau;&epsilon;&rho;&omicron;&gamma;&epsilon;&nu;ή&sigmaf; &pi;ά&theta;&eta;&sigma;&eta; &kappa;&iota; &epsilon;&pi;&omicron;&mu;έ&nu;&omega;&sigmaf;, &delta;&epsilon;&nu; &epsilon;ί&nu;&alpha;&iota; &delta;&upsilon;&nu;&alpha;&tau;ό&nu; &nu;&alpha; &omicron;&rho;&iota;&sigma;&tau;&epsilon;ί &alpha;&pi;&omicron;&kappa;&lambda;&epsilon;&iota;&sigma;&tau;&iota;&kappa;ά &mu;&epsilon;&tau;&alpha;&beta;&omicron;&lambda;έ&sigmaf; &tau;&omicron;&upsilon; FEV<sub>1</sub>, &mu;ό&nu;&omicron; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/20522794\">&amp;</a>) &kappa;&alpha;&iota; &epsilon;ά&nu; &epsilon;&xi;&epsilon;&tau;&alpha;&sigma;&tau;&epsilon;ί &alpha;&pi;ό &delta;&iota;&alpha;&phi;&omicron;&rho;&epsilon;&tau;&iota;&kappa;έ&sigmaf; &alpha;&pi;ό&psi;&epsilon;&iota;&sigmaf;, &pi;&omicron;&upsilon; &epsilon;&pi;&eta;&rho;&epsilon;ά&zeta;&omicron;&upsilon;&nu; &tau;&eta;&nu; &epsilon;&gamma;&kappa;&alpha;&tau;ά&sigma;&tau;&alpha;&sigma;&eta;, &tau;&eta;&nu; &pi;&alpha;&theta;&omicron;&gamma;έ&nu;&epsilon;&iota;&alpha; &kappa;&alpha;&iota; &tau;&alpha; &kappa;&lambda;&iota;&nu;&iota;&kappa;ά &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ά &tau;&eta;&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf;, &delta;&iota;&alpha;&pi;&iota;&sigma;&tau;ώ&nu;&omicron;&nu;&tau;&alpha;&iota; &pi;&omicron;&lambda;ύ&pi;&lambda;&omicron;&kappa;&epsilon;&sigmaf; &alpha;&nu;&tau;&epsilon;&pi;&iota;&delta;&rho;ά&sigma;&epsilon;&iota;&sigmaf; &tau;&omega;&nu; &pi;&alpha;&rho;&alpha;&mu;έ&tau;&rho;&omega;&nu; &alpha;&upsilon;&tau;ώ&nu; &kappa;&alpha;&iota; &tau;&omicron;&upsilon; &beta;&alpha;&theta;&mu;&omicron;ύ &sigma;&tau;&omicron;&nu; &omicron;&pi;&omicron;ί&omicron; &omicron; &kappa;&alpha;&theta;έ&nu;&alpha;&sigmaf; &upsilon;&pi;&epsilon;&iota;&sigma;έ&rho;&chi;&epsilon;&tau;&alpha;&iota; &pi;&rho;&omicron;&kappa;&epsilon;&iota;&mu;έ&nu;&omicron;&upsilon; &nu;&alpha; &delta;&iota;&alpha;&mu;&omicron;&rho;&phi;&omega;&theta;&epsilon;ί &tau;&omicron; &kappa;&alpha;&tau;΄ά&tau;&omicron;&mu;&omicron; &nu;ό&sigma;&eta;&mu;&alpha;, &pi;&omicron;&upsilon; &gamma;&epsilon;&nu;&iota;&kappa;&epsilon;ύ&epsilon;&tau;&alpha;&iota; &omega;&sigmaf; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &Chi;&Alpha;&Pi;. &Eta; &pi;&omicron;&iota;&kappa;&iota;&lambda;ί&alpha; &tau;&omega;&nu; &alpha;&pi;&alpha;&nu;&tau;ή&sigma;&epsilon;&omega;&nu; &tau;&omicron;&upsilon; &kappa;ά&theta;&epsilon; &xi;&epsilon;&nu;&iota;&sigma;&tau;ή &kappa;&alpha;&iota; &omicron; &delta;&iota;&alpha;&mu;&omicron;&rho;&phi;&omicron;ύ&mu;&epsilon;&nu;&omicron;&sigmaf; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; έ&chi;&epsilon;&iota; &delta;&iota;&epsilon;&gamma;&epsilon;ί&rho;&epsilon;&iota; &tau;&omicron; &epsilon;&rho;&epsilon;&upsilon;&nu;&eta;&tau;&iota;&kappa;ό &epsilon;&nu;&delta;&iota;&alpha;&phi;έ&rho;&omicron;&nu; &tau;&alpha; &tau;&epsilon;&lambda;&epsilon;&upsilon;&tau;&alpha;ί&alpha; &chi;&rho;ό&nu;&iota;&alpha;(<a href=\"http://www.atsjournals.org/doi/full/10.1164/rccm.201204-0596PP#.UvnGfc5kouc\">&amp;</a>). &Epsilon;ί&nu;&alpha;&iota; &pi;&iota;&theta;&alpha;&nu;ό, ό&tau;&iota; &tau;&omicron; &gamma;&epsilon;&gamma;&omicron;&nu;ό&sigmaf; ό&tau;&iota; &omicron;&iota; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;έ&sigmaf; &alpha;&pi;&omicron;&tau;&upsilon;&chi;ί&epsilon;&sigmaf; &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &epsilon;&pi;&eta;&rho;&epsilon;ά&sigma;&omicron;&upsilon;&nu; &tau;&eta; &theta;&nu;&eta;&tau;ό&tau;&eta;&tau;&alpha; &tau;&eta;&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf;, &kappa;&alpha;&iota; &nu;&alpha; &alpha;&nu;&alpha;&sigma;&tau;&rho;έ&psi;&omicron;&upsilon;&nu; &tau;&eta;&nu; &epsilon;&xi;έ&lambda;&iota;&xi;&eta; &tau;&eta;&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf; &omicron;&phi;&epsilon;ί&lambda;&epsilon;&tau;&alpha;&iota; &sigma;&tau;&eta;&nu; &epsilon;&upsilon;&rho;&epsilon;ί&alpha; &epsilon;&tau;&epsilon;&rho;&omicron;&gamma;έ&nu;&epsilon;&iota;&alpha;, &pi;&omicron;&upsilon; &kappa;&alpha;&theta;&iota;&sigma;&tau;ά &kappa;ά&theta;&epsilon; &pi;&epsilon;&rho;ί&pi;&tau;&omega;&sigma;&eta; &xi;&epsilon;&chi;&omega;&rho;&iota;&sigma;&tau;ή.&Alpha;&phi;ό&tau;&omicron;&upsilon; &delta;&iota;&alpha;&pi;&iota;&sigma;&tau;ώ&theta;&eta;&kappa;&epsilon; ό&tau;&iota; &eta; &Chi;&Alpha;&Pi; &epsilon;ί&nu;&alpha;&iota; &mu;&iota;&alpha; &iota;&delta;&iota;&alpha;ί&tau;&epsilon;&rho;&alpha; &epsilon;&tau;&rho;&omicron;&gamma;&epsilon;&nu;ή&sigmaf; &pi;ά&theta;&eta;&sigma;&eta;, &eta; &epsilon;&kappa;&tau;&epsilon;&tau;&alpha;&mu;έ&nu;&eta; &pi;&omicron;&lambda;&upsilon;&mu;&omicron;&rho;&phi;ί&alpha; &tau;&eta;&sigmaf; &omicron;&pi;&omicron;ί&alpha;&sigmaf; &delta;&epsilon;&nu; &theta;&alpha; &mu;&pi;&omicron;&rho;&omicron;ύ&sigma;&epsilon; &nu;&alpha; &alpha;&nu;&tau;&iota;&pi;&rho;&omicron;&sigma;&omega;&pi;&epsilon;&upsilon;&tau;&epsilon;ί &alpha;&pi;ό έ&nu;&alpha;, &omicron;&pi;&omicron;&iota;&omicron;&delta;ή&pi;&omicron;&tau;&epsilon;, &sigma;&pi;&iota;&rho;&omicron;&mu;&epsilon;&tau;&rho;&iota;&kappa;ό &delta;&epsilon;ί&kappa;&tau;&eta;, &mu;ό&nu;&omicron; <a href=\"http://www.ncbi.nlm.nih.gov/pubmed/20522794\">(&amp;</a>). &Epsilon;&pi;&iota;&pi;&lambda;έ&omicron;&nu;, &eta; &epsilon;&pi;ί&pi;&tau;&omega;&sigma;&eta; &tau;&eta;&sigmaf; XA&Pi; &delta;&iota;&alpha;&phi;έ&rho;&epsilon;&iota; &alpha;&nu;ά&lambda;&omicron;&gamma;&alpha; &mu;&epsilon; &tau;&alpha; &chi;&rho;&eta;&sigma;&iota;&mu;&omicron;&pi;&omicron;&iota;&omicron;ύ&mu;&epsilon;&nu;&alpha; &kappa;&rho;&iota;&tau;ή&rho;&iota;&alpha; &gamma;&iota;&alpha; &tau;&eta; &delta;&iota;ά&gamma;&nu;&omega;&sigma;ή &tau;&eta;&sigmaf;, ό&pi;&omega;&sigmaf; &eta; &sigma;&pi;&iota;&rho;&omicron;&mu;έ&tau;&rho;&eta;&sigma;&eta; (7.6[6.0-9.5%]) &kappa;&lambda;&iota;&nu;&iota;&kappa;ή/&alpha;&pi;&epsilon;&iota;&kappa;&omicron;&nu;&iota;&sigma;&tau;&iota;&kappa;ή &epsilon;&xi;έ&tau;&alpha;&sigma;&eta; (13.7[12.0-14.5], &pi;&alpha;&rho;&alpha;&gamma;&omega;&gamma;&iota;&kappa;ό&sigmaf; &beta;ή&chi;&alpha;&sigmaf; (6.7[5.4-8.3]) (<a href=\"http://respi-gam.net/node/5306#μελετες χαπ\">&mu;&epsilon;&lambda;έ&tau;&eta; PLATINO</a>). &Mu;&epsilon; &tau;&eta;&nu; &alpha;&nu;&tau;ί&lambda;&eta;&psi;&eta; &alpha;&upsilon;&tau;ή, έ&chi;&epsilon;&iota; &pi;&rho;&omicron;&tau;&alpha;&theta;&epsilon;ί έ&alpha;&nu; &tau;&rho;&iota;&alpha;&xi;&omicron;&nu;&iota;&kappa;ό &sigma;ύ&sigma;&tau;&eta;&mu;&alpha;: &epsilon;&pi;ί&pi;&epsilon;&delta;&omicron; &sigma;&upsilon;&mu;&pi;&tau;&omega;&mu;ά&tau;&omega;&nu;, &tau;&iota;&mu;ή FEV<sub>1</sub> &kappa;&alpha;&iota; &iota;&sigma;&tau;&omicron;&rho;&iota;&kappa;ό &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&omega;&nu; (&amp;), &delta;&eta;&lambda;&alpha;&delta;ή &epsilon;&pi;&iota;&chi;&epsilon;ί&rho;&epsilon;&iota;&tau;&alpha;&iota; &nu;&alpha; &delta;&iota;&alpha;&mu;&omicron;&rho;&rho;&phi;&omega;&theta;&omicron;ύ&nu; &lambda;&epsilon;&pi;&tau;&omicron;&mu;&epsilon;&rho;ώ&sigmaf; &pi;&epsilon;&rho;&iota;&gamma;&rho;&alpha;&phi;ό&mu;&epsilon;&nu;&omicron;&iota; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&iota;, έ&nu;&alpha;&nu;&tau;&iota; &tau;&omega;&nu; &omicron;&pi;&omicron;ί&omega;&nu; &nu;&alpha; &pi;&rho;&omicron;&tau;&alpha;&theta;&omicron;ύ&nu; &alpha;&kappa;&rho;&iota;&beta;έ&sigma;&tau;&epsilon;&rho;&alpha; &sigma;&chi;&epsilon;&delta;&iota;&alpha;&sigma;&mu;έ&nu;&alpha; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;ά &pi;&rho;&omicron;&gamma;&rho;ά&mu;&mu;&alpha;&tau;&alpha;.<br />\n<img alt=\"\" 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\" style=\"width: 111px; height: 151px; margin: 1px 11px; float: left;\" /><span class=\"texto\">&sigma;&chi;ή&mu;&alpha; 2. &Sigma;&tau;&eta;&nu; &alpha;&nu;&alpha;&gamma;&nu;ώ&rho;&iota;&sigma;&eta; &phi;&alpha;&iota;&nu;&omicron;&tau;ύ&pi;&omega;&nu; &tau;&eta;&sigmaf; &Chi;&Alpha;&pi;, έ&chi;&omicron;&upsilon;&nu; &pi;&rho;&omicron;&sigmaf; &tau;&omicron; &pi;&alpha;&rho;ό&nu;, &theta;&epsilon;&omega;&rho;&eta;&theta;&epsilon;ί &epsilon;&pi;&alpha;&rho;&kappa;ή &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ά, ό&pi;&omega;&sigmaf; [&alpha;] &tau;&alpha; &sigma;&upsilon;&mu;&pi;&tau;ώ&mu;&alpha;&tau;&alpha;, [&beta;] &omicron;&iota; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf;, [&gamma;] &eta; &alpha;&pi;ά&nu;&tau;&eta;&sigma;&eta; &sigma;&tau;&eta; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha;, [&delta;] &omicron; &rho;&upsilon;&theta;&mu;&omicron;ί &epsilon;&xi;&epsilon;&lambda;ί&xi;&epsilon;&omega;&sigmaf; &tau;&eta;&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf; &kappa;&alpha;&iota; [&epsilon;] &omicron; &theta;ά&nu;&alpha;&tau;&omicron;&sigmaf; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/20522794\">&amp;</a>).&nbsp; </span>&Epsilon;&pi;&omicron;&mu;έ&nu;&omega;&sigmaf;, &omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &pi;&rho;έ&pi;&epsilon;&iota; &nu;&alpha; &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &tau;&alpha;&xi;&iota;&nu;&omicron;&mu;&epsilon;ί &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &sigma;&epsilon; &delta;&iota;&alpha;&mu;&omicron;&rho;&phi;&omega;&mu;έ&nu;&epsilon;&sigmaf; &upsilon;&pi;&omicron;&omicron;&mu;ά&delta;&epsilon;&sigmaf;, &mu;&epsilon; &pi;&rho;&omicron;&gamma;&nu;&omega;&sigma;&tau;&iota;&kappa;ή &alpha;&xi;ί&alpha;, &gamma;&iota;&alpha; &tau;&iota;&sigmaf; &omicron;&pi;&omicron;ί&epsilon;&sigmaf; &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &alpha;&kappa;&omicron;&lambda;&omicron;ύ&theta;&omega;&sigmaf; &nu;&alpha; &delta;&iota;&alpha;&mu;&omicron;&rho;&phi;&omega;&theta;&omicron;ύ&nu; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;ά &pi;&rho;&omega;&tau;ό&kappa;&omicron;&lambda;&lambda;&alpha; &alpha;&pi;&omicron;&sigma;&kappa;&omicron;&pi;&omicron;ύ&nu;&tau;&alpha; &sigma;&tau;&alpha; &beta;έ&lambda;&tau;&iota;&sigma;&tau;&alpha; &kappa;&lambda;&iota;&nu;&iota;&kappa;ά &alpha;&pi;&omicron;&tau;&epsilon;&lambda;έ&sigma;&mu;&alpha;&tau;&alpha; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/20624667\">&amp;</a>, <a href=\"http://www.ncbi.nlm.nih.gov/pubmed/19750192\">&amp;</a>,<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/20116759\"> &amp;</a>). &Eta; &tau;&alpha;&upsilon;&tau;&omicron;&pi;&omicron;ί&eta;&sigma;&eta; &kappa;&alpha;&iota; &epsilon;&pi;ί&pi;&tau;&omega;&sigma;&eta; &tau;&omega;&nu; &delta;&iota;&alpha;&phi;ό&rho;&omega;&nu; &phi;&alpha;&iota;&nu;&omicron;&tau;ύ&pi;&omega;&nu; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi; &beta;&alpha;&sigma;ί&sigma;&tau;&eta;&kappa;&epsilon; &sigma;&tau;&eta;&nu; &alpha;&nu;&alpha;&sigma;&kappa;ό&pi;&eta;&sigma;&eta; &pi;&lambda;&eta;&theta;ώ&rho;&alpha;&sigmaf; &mu;&epsilon;&lambda;&epsilon;&tau;ώ&nu;, &sigma;&tau;&iota;&sigmaf; &omicron;&pi;&omicron;ί&epsilon;&sigmaf; &epsilon;ί&chi;&alpha;&nu; &epsilon;&nu;&tau;&alpha;&chi;&theta;&epsilon;ί &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &delta;&iota;&alpha;&phi;ό&rho;&omega;&nu; &pi;&rho;&omicron;&epsilon;&lambda;&epsilon;ύ&sigma;&epsilon;&omega;&nu;, &beta;&alpha;&rho;ύ&tau;&eta;&tau;&alpha;&sigmaf; &kappa;&alpha;&iota; &iota;&delta;&iota;&alpha;&iota;&tau;&epsilon;&rho;&omicron;&tau;ή&tau;&omega;&nu;. &Epsilon;&nu;ό&sigma;&omega; &omicron; &upsilon;&pi;&omicron;&lambda;&omicron;&gamma;&iota;&zeta;ό&mu;&epsilon;&nu;&omicron;&sigmaf; &epsilon;&pi;&iota;&pi;ό&lambda;&alpha;&sigma;&mu;ό&sigmaf; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &pi;&alpha;&gamma;&kappa;&omicron;&sigma;&mu;ί&omega;&sigmaf;, &epsilon;ί&nu;&alpha;&iota; 250 &epsilon;&kappa;&alpha;&tau;&omicron;&mu;&mu;ύ&rho;&iota;&alpha;, &omicron; &pi;&iota;&theta;&alpha;&nu;ό &alpha;&rho;&iota;&theta;&mu;ό&sigmaf; &phi;&alpha;&iota;&nu;&omicron;&tau;ύ&pi;&omega;&nu; &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &epsilon;ί&nu;&alpha;&iota; &alpha;&pi;ό 2-250 &epsilon;&kappa;&alpha;&tau;&omicron;&mu;. &Epsilon;&nu;&tau;&omicron;ύ&tau;&omicron;&iota;&sigmaf;, &pi;&rho;έ&pi;&epsilon;&iota; &nu;&alpha; &upsilon;&pi;ά&rho;&xi;&epsilon;&iota; έ&nu;&alpha;&sigmaf; &sigma;&upsilon;&mu;&beta;&iota;&beta;&alpha;&sigma;&mu;ό&sigmaf; &mu;&epsilon;&tau;&alpha;&xi;ύ &tau;&eta;&sigmaf; &upsilon;&pi;&epsilon;&rho;&alpha;&pi;&lambda;&omicron;&upsilon;&sigma;&tau;&epsilon;ύ&sigma;&epsilon;&omega;&sigmaf; &tau;&omicron;&upsilon; ό&rho;&omicron;&upsilon; -&Chi;&Alpha;&Pi; , &omega;&sigmaf; &omicron;&rho;&iota;&sigma;&mu;&omicron;ύ &pi;&omicron;&upsilon; &epsilon;&nu;&sigma;&omega;&mu;&alpha;&tau;ώ&nu;&epsilon;&iota; έ&nu;&alpha; &epsilon;&upsilon;&rho;ύ &phi;ά&sigma;&mu;&alpha; &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu;, &mu;&epsilon; &kappa;&omicron;&iota;&nu;ό &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ό &tau;&eta; &mu;&epsilon;&rho;&iota;&kappa;ώ&sigmaf; &alpha;&nu;&alpha;&sigma;&tau;&rho;έ&psi;&iota;&mu;&eta; &mu;&epsilon;ί&omega;&sigma;&eta; &tau;&eta;&sigmaf; &epsilon;&kappa;&pi;&nu;&epsilon;&upsilon;&sigma;&tau;&iota;&kappa;ή&sigmaf; &rho;&omicron;ή&sigmaf;, &pi;&omicron;&upsilon;, &gamma;&epsilon;&nu;&iota;&kappa;ά, &omicron;&phi;&epsilon;ί&lambda;&epsilon;&tau;&alpha;&iota; &sigma;&tau;&omicron; &kappa;ά&pi;&nu;&iota;&sigma;&mu;&alpha;, &kappa;&alpha;&iota; &tau;&eta;&sigmaf; &sigma;&upsilon;&gamma;&chi;ύ&sigma;&epsilon;&omega;&sigmaf; &pi;&omicron;&upsilon; &theta;&alpha; &delta;&eta;&mu;&iota;&omicron;&upsilon;&rho;&gamma;&omicron;ύ&tau;&alpha;&nu;, &epsilon;ά&nu; &epsilon;&theta;&epsilon;&omega;&rho;&epsilon;ί&tau;&omicron; &kappa;ά&theta;&epsilon; &alpha;&sigma;&theta;&epsilon;&nu;ή&sigmaf; &omega;&sigmaf; &epsilon;&kappa;&pi;&rho;ό&sigma;&omega;&pi;&omicron;&sigmaf; &mu;&iota;&alpha;&sigmaf; &alpha;&nu;&epsilon;&xi;ά&rho;&tau;&eta;&tau;&eta;&sigmaf; &#39;&omicron;&rho;&phi;&alpha;&nu;ή&sigmaf;&#39; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf;. &Tau;&omicron; &epsilon;&nu;&delta;&iota;ά&mu;&epsilon;&sigma;&omicron; &beta;ή&mu;&alpha; &theta;&alpha; &mu;&pi;&omicron;&rho;&omicron;ύ&sigma;&epsilon; &nu;&alpha; &beta;&alpha;&sigma;&iota;&sigma;&tau;&epsilon;ί &sigma;&tau;&eta;&nu; &tau;&alpha;&upsilon;&tau;&omicron;&pi;&omicron;ί&eta;&sigma;&eta; &kappa;&alpha;&iota; &pi;&epsilon;&rho;&iota;&gamma;&rho;&alpha;&phi;ή &mu;&epsilon;&rho;&iota;&kappa;ώ&nu; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omega;&nu; ό&chi;&iota; &mu;ό&nu;&omicron; &mu;&epsilon; &beta;ά&sigma;&eta; &beta;&iota;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;ά &kappa;&alpha;&iota; &epsilon;&pi;&iota;&delta;&eta;&mu;&iota;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;ά &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ά, &alpha;&lambda;&lambda;ά, &epsilon;&pi;ί&sigma;&eta;&sigmaf;, &alpha;&pi;ό &pi;&rho;&omicron;&gamma;&nu;&omega;&sigma;&tau;&iota;&kappa;ή&sigmaf; &kappa;&alpha;&iota; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;ή&sigmaf; &alpha;&pi;ό&psi;&epsilon;&omega;&sigmaf;, &iota;&delta;ί&omega;&sigmaf; &sigma;&tau;&omicron; &epsilon;&pi;ί&pi;&epsilon;&delta;&omicron; &tau;&eta;&sigmaf; &epsilon;&xi;&alpha;&tau;&omicron;&mu;&iota;&kappa;&epsilon;&upsilon;&mu;έ&nu;&eta;&sigmaf; &iota;&alpha;&tau;&rho;&iota;&kappa;ή&sigmaf;. &Mu;&epsilon;&tau;ά &alpha;&pi;ό &pi;&alpha;&rho;&alpha;&tau;&epsilon;&tau;&alpha;&mu;έ&nu;&epsilon;&sigmaf;, &alpha;&lambda;&lambda;ά &alpha;&pi;&omicron;&delta;&omicron;&tau;&iota;&kappa;έ&sigmaf; &sigma;&upsilon;&zeta;&eta;&tau;ή&sigma;&epsilon;&iota;&sigmaf; &phi;&omicron;&rho;έ&omega;&nu;, &Pi;&rho;&omicron;&tau;ά&theta;&eta;&kappa;&alpha;&nu; &tau;έ&sigma;&sigma;&epsilon;&rho;&iota;&sigmaf; &delta;&iota;&alpha;&phi;&omicron;&rho;&epsilon;&tau;&iota;&kappa;&omicron;ί &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&iota; &pi;&rho;&omicron;&gamma;&nu;&omega;&sigma;&tau;&iota;&kappa;ή&sigmaf; &kappa;&alpha;&iota; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;ή&sigmaf; &sigma;&eta;&mu;&alpha;&sigma;ί&alpha;&sigmaf;, &beta;&alpha;&sigma;&iota;&sigma;&mu;έ&nu;&epsilon;&sigmaf; &sigma;&tau;&alpha; &kappa;&rho;&iota;&tau;ή&rho;&iota;&alpha; &tau;&omicron;&upsilon; <a href=\"#πιν1\">&pi;&iota;&nu;&alpha;&kappa;&alpha; 1</a>, &sigma;&tau;&iota;&sigmaf; &kappa;&lambda;&alpha;&sigma;&iota;&kappa;ά &quot;&kappa;&alpha;&tau;΄&epsilon;&pi;&iota;&kappa;&rho;ά&tau;&eta;&sigma;&eta; &chi;&rho;ό&nu;&iota;&alpha; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha;&quot;, &kappa;&alpha;&tau;΄&epsilon;&pi;&iota;&kappa;&rho;ά&tau;&eta;&sigma;&eta; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ό &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha;&quot; &kappa;&alpha;&iota; &tau;&iota;&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; &tau;&omicron;&upsilon;&sigmaf; &kappa;&alpha;&iota;, &tau;έ&lambda;&omicron;&sigmaf;, &tau;&iota;&sigmaf; &epsilon;&iota;&kappa;ό&nu;&epsilon;&sigmaf; &epsilon;&pi;&iota;&kappa;&alpha;&lambda;ύ&psi;&epsilon;&omega;&nu; &Chi;&Alpha;&Pi;-ά&sigma;&theta;&mu;&alpha;&tau;&omicron;&sigmaf;.&nbsp; &Omicron;&iota; &sigma;&chi;&epsilon;&tau;&iota;&kappa;έ&sigmaf; &delta;&iota;&alpha;&kappa;&rho;ί&sigma;&epsilon;&iota;&sigmaf; &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &alpha;&pi;&epsilon;&iota;&kappa;&omicron;&nu;&iota;&sigma;&tau;&omicron;ύ&nu; ό&pi;&omega;&sigmaf; &sigma;&tau;&omicron; <a href=\"#σχ3\">&sigma;&chi;ή&mu;&alpha; 3</a>.</font></font>&nbsp;<br />\n<font color=\"#0000ff\"><font color=\"#100000\">&Eta; &epsilon;&kappa;&lambda;&omicron;&gamma;ή &tau;&eta;&sigmaf; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha;&sigmaf; &beta;&alpha;&sigma;ί&zeta;&epsilon;&tau;&alpha;&iota; &sigma;&tau;&omicron;&nu; &kappa;&lambda;&iota;&nu;&iota;&kappa;ό &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;, &kappa;&alpha;&iota; &eta; έ&nu;&tau;&alpha;&sigma;ή &tau;&eta;&sigmaf; &beta;&alpha;&sigma;ί&zeta;&epsilon;&tau;&alpha;&iota; &sigma;΄έ&nu;&alpha; &sigma;ύ&sigma;&tau;&eta;&mu;&alpha; &alpha;&nu;&alpha;&gamma;&nu;&omega;&rho;ί&sigma;&epsilon;&omega;&sigmaf; &tau;&eta;&sigmaf; &beta;&alpha;&rho;ύ&tau;&eta;&tau;&alpha;&sigmaf; &pi;&omicron;&lambda;&lambda;ώ&nu; &delta;&iota;&alpha;&sigma;&tau;ά&sigma;&epsilon;&omega;&nu;, &sigma;ύ&mu;&phi;&omega;&nu;&alpha; &mu;&epsilon; &tau;&alpha; &kappa;&rho;&iota;&tau;ή&rho;&iota;&alpha;, ό&pi;&omega;&sigmaf; &omicron;&delta;&epsilon;ί&kappa;&tau;&eta;&sigmaf; BODE ή bODEx, &tau;&omicron;&nu; &alpha;&rho;&iota;&theta;&mu;ό &tau;&omega;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&sigma;&epsilon;&omega;&nu; &epsilon;&tau;&eta;&sigma;ί&omega;&sigmaf;, &tau;&omicron; &kappa;&alpha;&tau;ά GOLD &sigma;&tau;ά&delta;&iota;&omicron;, &beta;&alpha;&rho;ύ&tau;&eta;&tau;&alpha;&sigmaf;, &tau;&omicron; &alpha;&pi;&omicron;&tau;έ&lambda;&epsilon;&sigma;&mu;&alpha; &alpha;&pi;ό &tau;&omicron; &epsilon;&rho;&omega;&tau;&eta;&mu;&alpha;&tau;&omicron;&lambda;ό&gamma;&iota;&omicron; CAT.&nbsp; &Epsilon;&nu;&tau;ό&sigmaf; &tau;&omicron;&upsilon; &alpha;&upsilon;&tau;&omicron;ύ &epsilon;&pi;&iota;&pi;έ&delta;&omicron;&upsilon; &beta;&alpha;&rho;ύ&tau;&eta;&tau;&alpha;&sigmaf;, &upsilon;&pi;ά&rho;&chi;&omicron;&upsilon;&nu; ά&lambda;&lambda;&epsilon;&sigmaf; &pi;&alpha;&rho;ά&mu;&epsilon;&tau;&rho;&omicron;&iota;, &mu;&epsilon; &tau;&iota;&sigmaf; &omicron;&pi;&omicron;ί&epsilon;&sigmaf; &kappa;&alpha;&theta;&omicron;&rho;ί&zeta;&epsilon;&tau;&alpha;&iota; &eta; έ&nu;&tau;&alpha;&sigma;&eta; &tau;&eta;&sigmaf; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha;&sigmaf;. &Mu;&epsilon;&tau;&alpha;&xi;ύ &alpha;&upsilon;&tau;ώ&nu;, &eta; έ&nu;&tau;&alpha;&sigma;&eta; &tau;&omega;&nu; &sigma;&upsilon;&mu;&pi;&tau;&omega;&mu;ά&tau;&omega;&nu; &eta; &sigma;&upsilon;&chi;&nu;ό&tau;&eta;&tau;&alpha; &kappa;&alpha;&iota; &eta; έ&nu;&tau;&alpha;&sigma;&eta; &tau;&omega;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&omega;&nu;, ή &eta; &epsilon;&pi;&iota;&delta;&epsilon;ί&nu;&omega;&sigma;&eta; &tau;&omega;&nu; &sigma;&chi;&epsilon;&tau;&iota;&kappa;ώ&nu; &mu;&epsilon; &eta;&nu; &upsilon;&gamma;&epsilon;ί&alpha; &delta;&epsilon;&iota;&kappa;&tau;ώ&nu; &tau;&eta;&sigmaf; &pi;&omicron;&iota;ό&tau;&eta;&tau;&alpha;&sigmaf; &tau;&eta;&sigmaf; &zeta;&omega;ή&sigmaf;, &mu;&epsilon; &chi;&rho;ή&sigma;&eta; &tau;&omicron;&upsilon; <a href=\"http://respi-gam.net/node/3838\">&epsilon;&rho;&omega;&tau;&eta;&mu;&alpha;&tau;&omicron;&lambda;&omicron;&gamma;ί&omicron;&upsilon; CAT</a>. &Tau;&omicron; &epsilon;&rho;&omega;&tau;&eta;&mu;&alpha;&tau;&omicron;&lambda;ό&gamma;&iota;&omicron; CAT (: <span class=\"texto\">COPD Assessment Test)</span> &epsilon;ί&nu;&alpha;&iota; έ&nu;&alpha; &pi;&rho;&omicron;&tau;&upsilon;&pi;&omicron;&pi;&omicron;&iota;&eta;&mu;έ&nu;&omicron; &epsilon;&rho;&omega;&tau;&eta;&mu;&alpha;&tau;&omicron;&lambda;ό&gamma;&iota;&omicron;, &sigma;ύ&nu;&tau;&omicron;&mu;&omicron; &kappa;&alpha;&iota; &alpha;&pi;&lambda;ό, &pi;&omicron;&upsilon; έ&chi;&epsilon;&iota; &sigma;&chi;&epsilon;&tau;&iota;&kappa;ά &pi;&rho;ό&sigma;&phi;&alpha;&tau;&alpha; &alpha;&nu;&alpha;&pi;&tau;&upsilon;&chi;&theta;&epsilon;ί, &gamma;&iota;&alpha; &kappa;&lambda;&iota;&nu;&iota;&kappa;ή &chi;&rho;ή&sigma;&eta; (<a href=\"http://erj.ersjournals.com/content/34/3/648.long\">&amp;</a>, <u><strike><a href=\"http://www.ncbi.nlm.nih.gov/pubmed/21565915\">&amp;</a></strike></u>). &Eta; &tau;&alpha;&upsilon;&tau;&omicron;&pi;&omicron;ί&eta;&sigma;&eta; &kappa;&alpha;&iota; &eta; &sigma;&tau;&omicron;&chi;&epsilon;&upsilon;&mu;έ&nu;&eta; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &tau;&omega;&nu; &kappa;&lambda;&iota;&nu;&iota;&kappa;ώ&nu; &kappa;&alpha;&iota; &pi;&alpha;&theta;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;ώ&nu; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omega;&nu; &epsilon;&nu;&tau;ό&sigmaf; &tau;&omicron;&upsilon; &epsilon;&upsilon;&rho;&upsilon;&tau;ά&tau;&omicron;&upsilon; &phi;ά&sigma;&mu;&alpha;&tau;&omicron;&sigmaf; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &theta;&alpha; &mu;&pi;&omicron;&rho;&omicron;ύ&sigma;&epsilon;, &epsilon;&nu;&delta;&epsilon;&chi;&omicron;&mu;έ&nu;&omega;&sigmaf;, &nu;&alpha; &beta;&epsilon;&lambda;&tau;&iota;ώ&sigma;&epsilon;&iota; &tau;&eta; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &tau;&omicron;&upsilon;&sigmaf; (<a href=\"http://www.ncbi.nlm.nih.gov/pmc/articles/PMC2740954/\">&amp;-&amp;</a>). &Epsilon;&pi;&omicron;&mu;έ&nu;&omega;&sigmaf;, &omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &theta;&alpha; &pi;&rho;έ&pi;&epsilon;&iota; &nu;&alpha; &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &tau;&alpha;&upsilon;&tau;&omicron;&pi;&omicron;ί&eta;&sigma;&epsilon;&iota; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; &Chi;&Alpha;&Pi;, &sigma;&epsilon; &upsilon;&pi;&omicron;&omicron;&mu;ά&delta;&epsilon;&sigmaf; &mu;&epsilon; &pi;&rho;&omicron;&gamma;&nu;&omega;&sigma;&tau;&iota;&kappa;ή &sigma;&eta;&mu;&alpha;&sigma;ί&alpha;, &pi;&omicron;&upsilon; &theta;&alpha; &mu;&pi;&omicron;&rho;&omicron;ύ&nu;, &mu;&epsilon; &tau;&eta; &sigma;&epsilon;&iota;&rho;ά &tau;&omicron;&upsilon;&sigmaf;, &nu;&alpha; &upsilon;&pi;&omicron;&delta;&epsilon;ί&xi;&omicron;&upsilon;&nu; &tau;&eta; &beta;έ&lambda;&tau;&iota;&sigma;&tau;&eta; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &pi;&rho;&omicron;&sigmaf; &epsilon;&xi;&alpha;&sigma;&phi;ά&lambda;&iota;&sigma;&eta; &tau;&omega;&nu; &kappa;&alpha;&lambda;ύ&tau;&epsilon;&rho;&omega;&nu; &delta;&upsilon;&nu;&alpha;&tau;ώ&nu; &kappa;&lambda;&iota;&nu;&iota;&kappa;ώ&nu; &alpha;&pi;&omicron;&tau;&epsilon;&lambda;&epsilon;&sigma;&mu;ά&tau;&omega;&nu; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/20624667\">&amp;</a>, <u><a href=\"http://www.ncbi.nlm.nih.gov/pubmed/19750192\">&amp;</a></u>, &amp;).&nbsp;<br />\n<em>&sigma;&chi;ή&mu;&alpha; 3. , </em><img alt=\"\" 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\" style=\"width: 262px; height: 119px; margin: 1px; float: left;\" /></font></font></p>\n<p><font color=\"#0000ff\"><font color=\"#100000\"><a name=\"κλινφαιν\">&kappa;&lambda;&iota;&nu;&iota;&kappa;&omicron;ί &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&iota;</a></font></font></p>\n<p><font color=\"#0000ff\"><font color=\"#100000\">&Eta; &pi;&lambda;έ&omicron;&nu; &sigma;ύ&gamma;&chi;&rho;&omicron;&nu;&eta; &alpha;&nu;&tau;ί&lambda;&eta;&psi;&eta; &tau;&eta;&sigmaf; &delta;&iota;&alpha;&chi;&epsilon;&iota;&rho;ί&sigma;&epsilon;&omega;&sigmaf; &tau;&eta;&sigmaf; &sigma;&tau;&alpha;&theta;&epsilon;&rho;&omicron;&pi;&omicron;&iota;&eta;&mu;έ&nu;&eta;&sigmaf; &Chi;&Alpha;&Pi; &epsilon;ί&nu;&alpha;&iota; &eta; &beta;&alpha;&sigma;&iota;&sigma;&mu;έ&nu;&eta; &sigma;&tau;&omicron;&upsilon;&sigmaf; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&upsilon;&sigmaf;/&beta;&iota;&omicron;&delta;&epsilon;ί&kappa;&tau;&epsilon;&sigmaf; &tau;&eta;&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;ή &sigma;&tau;&rho;&alpha;&tau;&eta;&gamma;&iota;&kappa;ή. &Omicron; ό&rho;&omicron;&sigmaf; &quot;<a href=\"#φαιν\">&phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf;</a>&quot; &chi;&rho;&eta;&sigma;&iota;&mu;&omicron;&pi;&omicron;&iota;&epsilon;ί&tau;&alpha;&iota; &mu;&epsilon; &alpha;&upsilon;&xi;&alpha;&nu;ό&mu;&epsilon;&nu;&eta; &sigma;&upsilon;&chi;&nu;ό&tau;&eta;&tau;&alpha; &tau;&alpha; &tau;&epsilon;&lambda;&epsilon;&upsilon;&tau;&alpha;ί&alpha; &chi;&rho;ό&nu;&iota;&alpha; &kappa;&alpha;&iota; &alpha;&nu;&alpha;&phi;έ&rho;&epsilon;&tau;&alpha;&iota; &sigma;&tau;&iota;&sigmaf; &delta;&iota;&alpha;&phi;&omicron;&rho;&epsilon;&tau;&iota;&kappa;έ&sigmaf; &kappa;&lambda;&iota;&nu;&iota;&kappa;έ&sigmaf; &mu;&omicron;&rho;&phi;έ&sigmaf; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &kappa;ά&theta;&epsilon; &mu;&iota;&alpha; &alpha;&pi;ό &tau;&iota;&sigmaf; &omicron;&pi;&omicron;ί&epsilon;&sigmaf; &sigma;&upsilon;&nu;&omicron;&delta;&epsilon;ύ&epsilon;&tau;&alpha;&iota; &alpha;&pi;ό &delta;&iota;&alpha;&phi;&omicron;&rho;&epsilon;&tau;&iota;&kappa;ή &pi;&rho;ό&gamma;&nu;&omega;&sigma;&eta;. &Pi;&rho;&omicron;&tau;&epsilon;ί&nu;&omicron;&nu;&tau;&alpha;&iota; &tau;&omicron;&iota; &epsilon;&pi;ό&mu;&epsilon;&nu;&omicron;&iota; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&iota; &gamma;&iota;&alpha; &tau;&eta;&nu; &Chi;&Alpha;&Pi;:</font></font></p>\n<table border=\"1\" cellpadding=\"1\" cellspacing=\"1\" style=\"width: 100%;\">\n<caption><font color=\"#0000ff\"><font color=\"#100000\"><strong><a id=\"πιν1\" name=\"πιν1\">&pi;ί&nu;&alpha;&kappa;&alpha;&sigmaf; 1.</a>&nbsp; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&iota; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;</strong></font></font></caption>\n<tbody>\n<tr>\n<td><font color=\"#0000ff\"><font color=\"#100000\">A. &sigma;&pi;&omicron;&rho;&alpha;&delta;&iota;&kappa;έ&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; &epsilon;&pi;ί &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu; &mu;&epsilon;: &chi;&rho;&omicron;&nu;ί&alpha; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha; ή &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ό &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha;</font></font></td>\n</tr>\n<tr>\n<td><font color=\"#0000ff\"><font color=\"#100000\">&Beta;. &epsilon;&pi;&iota;&kappa;ά&lambda;&upsilon;&psi;&eta; &Chi;&Alpha;&Pi;-ά&sigma;&theta;&mu;&alpha;&tau;&omicron;&sigmaf; |<a href=\"http://respi-gam.net/node/5689#ασθμαΧΑΠ\">&upsilon;&pi;&nu;&iota;&kappa;ή ά&pi;&nu;&omicron;&iota;&alpha;</a>|</font></font></td>\n</tr>\n<tr>\n<td><font color=\"#0000ff\"><font color=\"#100000\">C. &Sigma;&upsilon;&chi;&nu;έ&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; &epsilon;&pi;ί &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu; &mu;&epsilon; &kappa;&alpha;&tau;΄&epsilon;&pi;&iota;&kappa;&rho;ά&tau;&eta;&sigma;&eta; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ό &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha;</font></font></td>\n</tr>\n<tr>\n<td><font color=\"#0000ff\"><font color=\"#100000\">D. &Sigma;&upsilon;&chi;&nu;έ&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; &epsilon;&pi;ί &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu; &mu;&epsilon; &kappa;&alpha;&tau;΄&epsilon;&pi;&iota;&kappa;&rho;ά&tau;&eta;&sigma;&eta; &chi;&rho;&omicron;&nu;ί&alpha; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha;</font></font></td>\n</tr>\n</tbody>\n</table>\n<p><font color=\"#0000ff\"><font color=\"#100000\">&Eta;<a id=\"βαρυτητα\" name=\"βαρυτητα\"> &epsilon;&kappa;&tau;ί&mu;&eta;&sigma;&eta; &tau;&eta;&sigmaf; &beta;&alpha;&rho;ύ&tau;&eta;&tau;&alpha;&sigmaf; </a>έ&chi;&epsilon;&iota;, &epsilon;&pi;ί&sigma;&eta;&sigmaf;, &alpha;&nu;&alpha;&theta;&epsilon;&omega;&rho;&eta;&theta;&epsilon;ί &mu;&epsilon; &tau;&eta;&nu; &epsilon;&nu;&sigma;&omega;&mu;ά&tau;&omega;&sigma;&eta; &pi;&omicron;&lambda;&upsilon;&delta;&iota;ά&sigma;&tau;&alpha;&tau;&omega;&nu; &delta;&epsilon;&iota;&kappa;&tau;ώ&nu;. &Eta; &epsilon;&kappa;&tau;ί&mu;&eta;&sigma;&eta; &tau;&eta;&sigmaf; &alpha;&pi;&omicron;&phi;&rho;ά&xi;&epsilon;&omega;&sigmaf;, ό&pi;&omega;&sigmaf; &mu;&epsilon;&tau;&rho;ή&theta;&eta;&kappa;&epsilon; &mu;&epsilon; &tau;&iota;&sigmaf; &delta;&iota;&alpha;&kappa;&upsilon;&mu;ά&nu;&sigma;&epsilon;&iota;&sigmaf; &tau;&omicron;&upsilon; FEV1 &epsilon;ί&nu;&alpha;&iota; &omicron;&upsilon;&sigma;&iota;ώ&delta;&eta;&sigmaf;, &alpha;&lambda;&lambda;ά ό&chi;&iota; &epsilon;&pi;&alpha;&rho;&kappa;ή&sigmaf;, &epsilon;&nu;ώ &pi;&epsilon;&rho;&iota;&sigma;&sigma;ό&tau;&epsilon;&rho;&omega;&nu; &delta;&iota;&alpha;&sigma;&tau;ά&sigma;&epsilon;&omega;&nu; &delta;&epsilon;ί&kappa;&tau;&epsilon;&sigmaf;, ό&pi;&omega;&sigmaf; &omicron; &delta;&epsilon;ί&kappa;&tau;&eta;&sigmaf; BODE έ&chi;&omicron;&upsilon;&nu; &epsilon;&pi;&iota;&delta;&epsilon;ί&xi;&epsilon;&iota; &epsilon;&xi;&alpha;&iota;&rho;&epsilon;&tau;&iota;&kappa;ή &pi;&rho;&omicron;&gamma;&nu;&omega;&sigma;&tau;&iota;&kappa;ή &alpha;&xi;ί&alpha;. &Epsilon;ά&nu; &eta; &delta;&omicron;&kappa;&iota;&mu;&alpha;&sigma;ί&alpha; 6&lambda;έ&pi;&tau;&eta;&sigmaf; &beta;&alpha;&delta;ί&sigma;&epsilon;&omega;&sigmaf; &delta;&epsilon;&nu; &delta;&iota;&epsilon;&nu;&epsilon;&rho;&gamma;&epsilon;ί&tau;&alpha;&iota; &alpha;&pi;&alpha;&rho;έ&gamma;&kappa;&lambda;&iota;&tau;&alpha;, &eta; &alpha;&nu;&tau;&iota;&kappa;&alpha;&tau;ά&sigma;&tau;&alpha;&sigma;ή &tau;&eta;&sigmaf; &mu;&epsilon; &tau;&omicron;&nu; &alpha;&rho;&iota;&theta;&mu;ό &tau;&omega;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&sigma;&nu;&epsilon;&omega;&nu; (&delta;&epsilon;ί&kappa;&tau;&eta;&sigmaf; BODEx) &delta;&iota;&alpha;&theta;έ&tau;&epsilon;&iota; &sigma;&upsilon;&gamma;&kappa;&rho;ί&sigma;&iota;&mu;&epsilon;&sigmaf; &pi;&rho;&omicron;&gamma;&nu;&omega;&sigma;&tau;&iota;&kappa;έ&sigmaf; &iota;&delta;&iota;ό&tau;&eta;&tau;&epsilon;&sigmaf;. &Omicron;&iota; &pi;&rho;&omicron;&tau;ά&sigma;&epsilon;&iota;&sigmaf; &alpha;&upsilon;&tau;έ&sigmaf; &kappa;&alpha;&tau;&alpha;&tau;&epsilon;ί&nu;&omicron;&upsilon;&nu; &sigma;&tau;&eta; &delta;&iota;&alpha;&mu;ό&rho;&phi;&omega;&sigma;&eta; &pi;&epsilon;&rho;&iota;&sigma;&sigma;ό&tau;&epsilon;&rho;&omicron; &epsilon;&xi;&alpha;&tau;&omicron;&mu;&iota;&kappa;&epsilon;&upsilon;&mu;έ&nu;&eta;&sigmaf; &delta;&iota;&alpha;&chi;&epsilon;&iota;&rho;ί&sigma;&epsilon;&omega;&sigmaf; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &sigma;ύ&mu;&phi;&omega;&nu;&alpha; &mu;&epsilon; &tau;&alpha; &kappa;&lambda;&iota;&nu;&iota;&kappa;ά &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ά &kappa;&alpha;&iota; &tau;&eta; &beta;&alpha;&sigma;&iota;&sigma;&mu;έ&nu;&eta; &sigma;&epsilon; &pi;&omicron;&lambda;&upsilon;&delta;&iota;ά&sigma;&tau;&alpha;&tau;&omicron;&upsilon;&sigmaf; &delta;&epsilon;ί&kappa;&tau;&epsilon;&sigmaf; &epsilon;&kappa;&tau;ί&mu;&eta;&sigma;&eta; &tau;&eta;&sigmaf; &beta;&alpha;&rho;ύ&tau;&eta;&tau;&alpha;&sigmaf;.&nbsp; &Pi;&omicron;&lambda;&lambda;έ&sigmaf; &alpha;&pi;ό &tau;&iota;&sigmaf; &kappa;&alpha;&tau;&epsilon;&upsilon;&theta;&upsilon;&nu;&tau;ή&rho;&iota;&epsilon;&sigmaf; &omicron;&delta;&eta;&gamma;ί&epsilon;&sigmaf; &alpha;&nu;&alpha;&nu;&epsilon;ώ&nu;&omicron;&nu;&tau;&alpha;&iota; &pi;&epsilon;&rho;&iota;&omicron;&delta;&iota;&kappa;ά, &kappa;&alpha;&iota; &mu;&epsilon;&rho;&iota;&kappa;&omicron;ί, &epsilon;&pi;ί&sigma;&eta;&sigmaf; &epsilon;&nu;&sigma;&omega;&mu;&alpha;&sigma;&tau;ώ&nu;&omicron;&upsilon;&nu; &sigma;ύ&sigma;&tau;&eta;&mu;&alpha; &alpha;&xi;&iota;&omicron;&lambda;&omicron;&gamma;ή&sigma;&epsilon;&omega;&sigmaf; &tau;&omega;&nu; &upsilon;&pi;&omicron;&delta;&epsilon;ί&xi;&epsilon;ώ&nu; &tau;&omicron;&upsilon;&sigmaf;.<br />\n<strong>&omicron;&rho;&iota;&sigma;&mu;ό&sigmaf; &phi;&alpha;&iota;&nu;&omicron;&tau;ύ&pi;&omega;&nu; </strong><br />\n<a id=\"επιρπαροξ\" name=\"επιρπαροξ\">[&alpha;] &Alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; &kappa;&alpha;&theta; έ&xi;&iota;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; </a><br />\n&Omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &tau;&eta;&sigmaf; &epsilon;&pi;&eta;&rho;&rho;έ&pi;&epsilon;&iota;&alpha;&sigmaf; &sigma;&tau;&iota;&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; &alpha;&nu;&alpha;&phi;έ&rho;&epsilon;&tau;&alpha;&iota; &alpha;&sigma;&epsilon;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; &chi;&rho;&omicron;&nu;ί&alpha; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha; ή &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ό &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha;, &omicron;&iota; &omicron;&pi;&omicron;ί&omicron;&iota; &epsilon;&mu;&phi;&alpha;&nu;ί&zeta;&omicron;&nu;&tau;&alpha;&iota; &mu;&epsilon; 2 ή &pi;&epsilon;&rho;&iota;&sigma;&sigma;ό&tau;&epsilon;&rho;&epsilon;&sigmaf; &sigma;&omicron;&beta;&alpha;&rho;έ&sigmaf; ή &beta;&alpha;&rho;&iota;έ&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; &tau;&omicron; &chi;&rho;ό&nu;&omicron;, &gamma;&iota;&alpha; &tau;&iota;&sigmaf; &omicron;&pi;&omicron;ί&epsilon;&sigmaf; &alpha;&pi;&alpha;&iota;&tau;&epsilon;ί&tau;&alpha;&iota; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &mu;&epsilon; &sigma;&upsilon;&sigma;&tau;&eta;&mu;&alpha;&tau;&iota;&kappa;ή &chi;&omicron;&rho;ή&gamma;&eta;&sigma;&eta; &kappa;&omicron;&rho;&tau;&iota;&kappa;&omicron;&epsilon;&iota;&delta;ώ&nu; ή/&kappa;&alpha;&iota; &alpha;&nu;&tau;&iota;&beta;&iota;&omicron;&tau;&iota;&kappa;ώ&nu; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/20843247\">&amp;</a>). &Pi;&rho;&omicron;&kappa;&epsilon;&iota;&mu;έ&nu;&omicron;&upsilon; &nu;&alpha; &delta;&iota;&alpha;&phi;&omicron;&rho;&iota;&sigma;&tau;&epsilon;ί έ&nu;&alpha; &nu;έ&omicron; &epsilon;&pi;&epsilon;&iota;&sigma;ό&delta;&iota;&omicron;, &alpha;&pi;ό &tau;&omicron; &pi;&rho;&omicron;&eta;&gamma;&omicron;ύ&mu;&epsilon;&nu;&omicron;, &alpha;&tau;&epsilon;&lambda;ώ&sigmaf;, &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&theta;έ&nu;, &omicron;&iota; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; &pi;&rho;έ&pi;&epsilon;&iota; &nu;&alpha; &alpha;&pi;έ&chi;&omicron;&upsilon;&nu; 4 &pi;&epsilon;&rho;ί&pi;&omicron;&upsilon; &epsilon;&beta;&delta;&omicron;&mu;ά&delta;&epsilon;&sigmaf; &alpha;&pi;ό &tau;&eta; &lambda;ύ&sigma;&eta; &tau;&omicron;&upsilon; &pi;&rho;&omicron;&eta;&gamma;&omicron;ύ&mu;&epsilon;&nu;&omicron;&upsilon; &epsilon;&pi;&epsilon;&iota;&sigma;&omicron;&delta;ί&omicron;&upsilon;, ή 6 &epsilon;&beta;&delta;&omicron;&mu;ά&delta;&epsilon;&sigmaf; &alpha;&pi;ό &tau;&eta;&nu; &alpha;&rho;&chi;ή &tau;&eta;&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&omega;&sigmaf; &gamma;&iota;&alpha; &pi;&epsilon;&rho;&iota;&pi;&tau;ώ&sigma;&epsilon;&iota;&sigmaf; &pi;&omicron;&upsilon; &delta;&epsilon;&nu; έ&lambda;&alpha;&beta;&alpha;&nu; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; (<a href=\"#1\">&amp;</a>). &Eta; &tau;&alpha;&upsilon;&tau;&omicron;&pi;&omicron;ί&eta;&sigma;&eta; &tau;&omicron;&upsilon; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&upsilon; &tau;&omicron;&upsilon; &quot;&mu;&epsilon; &kappa;&alpha;&theta;΄έ&xi;&iota;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&sigma;&nu;&epsilon;&iota;&sigmaf;&quot; &beta;&alpha;&sigma;ί&zeta;&epsilon;&tau;&alpha;&iota; &sigma;&tau;&omicron; &iota;&alpha;&tau;&rho;&iota;&kappa;ό &iota;&sigma;&tau;&omicron;&rho;&iota;&kappa;ό &tau;&omicron;&upsilon; &alpha;&sigma;&theta;&epsilon;&nu;&omicron;ύ&sigmaf; &kappa;&alpha;&iota; &tau;&iota;&sigmaf; &alpha;&nu;&alpha;&phi;&omicron;&rho;έ&sigmaf; &tau;&omicron;&upsilon; &alpha;&sigma;&theta;&epsilon;&nu;&omicron;ύ&sigmaf;, &kappa;&alpha;&theta;ώ&sigmaf; έ&chi;&epsilon;&iota; &pi;&rho;ό&sigma;&phi;&alpha;&tau;&alpha; &delta;&epsilon;&iota;&chi;&theta;&epsilon;ί ό&tau;&iota; &omicron;&iota; &pi;&rho;&omicron;&sigma;&omega;&pi;&iota;&kappa;έ&sigmaf; &mu;&alpha;&rho;&tau;&upsilon;&rho;ί&epsilon;&sigmaf; &tau;&omicron;&upsilon; &alpha;&sigma;&theta;&epsilon;&nu;&omicron;ύ&sigmaf; &epsilon;ί&nu;&alpha;&iota; &alpha;&xi;&iota;ό&pi;&iota;&sigma;&tau;&epsilon;&sigmaf; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/20650988\">&amp;</a>). &Omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &tau;&omicron;&upsilon; &epsilon;&pi;&iota;&rho;&rho;&epsilon;&pi;&omicron;ύ&sigmaf; &sigma;&tau;&eta;&nu; &pi;&alpha;&rho;ό&xi;&upsilon;&nu;&sigma;&eta; &alpha;&sigma;&theta;&epsilon;&nu;&omicron;ύ&sigmaf; &upsilon;&pi;&omicron;&gamma;&rho;&alpha;&mu;&mu;ί&zeta;&epsilon;&iota; &tau;&eta;&nu; &alpha;&nu;ά&gamma;&kappa;&eta; &upsilon;&pi;&omicron;&beta;&omicron;&lambda;ή&sigmaf; &epsilon;&rho;&omega;&tau;ή&sigma;&epsilon;&omega;&nu; &alpha;&nu;&alpha;&phi;&omicron;&rho;&iota;&kappa;ά &mu;&epsilon; &tau;&omicron; &iota;&sigma;&tau;&omicron;&rho;&iota;&kappa;ό &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&omega;&nu; &kappa;&alpha;&tau;ά &tau;&eta; &delta;&iota;ά&rho;&kappa;&epsilon;&iota;&alpha; &tau;&eta;&sigmaf; &iota;&alpha;&tau;&rho;&iota;&kappa;ή&sigmaf; &epsilon;&xi;&epsilon;&tau;ά&sigma;&epsilon;&omega;&sigmaf;, &pi;&rho;&omicron;&kappa;&epsilon;&iota;&mu;έ&nu;&omicron;&upsilon; &nu;&alpha; &tau;&alpha;&upsilon;&tau;&omicron;&pi;&omicron;&iota;&eta;&theta;&omicron;ύ&nu; &epsilon;&kappa;&epsilon;ί&nu;&omicron;&iota; &omicron;&iota; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; &epsilon;&nu;&delta;&epsilon;ί&xi;&epsilon;&iota;&sigmaf; &gamma;&iota;&alpha; &alpha;&nu;&tau;&iota;&phi;&lambda;&epsilon;&gamma;&mu;&omicron;&nu;ώ&delta;&eta; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha;, &sigma;&upsilon;&mu;&pi;&lambda;&eta;&rho;&omega;&mu;&alpha;&tau;&iota;&kappa;ή&sigmaf; &tau;&omega;&nu; &beta;&rho;&omicron;&gamma;&chi;&omicron;&delta;&iota;&alpha;&sigma;&tau;&alpha;&lambda;&tau;&iota;&kappa;ώ&nu;. &Sigma;&upsilon;&chi;&nu;έ&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &kappa;&alpha;&tau;&alpha;&gamma;&rho;ά&phi;&omicron;&nu;&tau;&alpha;&iota; &sigma;&epsilon; &omicron;&pi;&omicron;&iota;&omicron;&delta;ή&pi;&omicron;&tau;&epsilon; &alpha;&pi;ό &tau;&omicron;&upsilon;&sigmaf; 3 &epsilon;&pi;ό&mu;&epsilon;&nu;&omicron;&upsilon;&sigmaf; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&upsilon;&sigmaf;, &chi;&rho;&omicron;&nu;ί&alpha; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha;, &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ό &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha; &kappa;&alpha;&iota; &mu;&iota;&kappa;&tau;ό ά&sigma;&theta;&mu;&alpha;-&Chi;&Alpha;&Pi;.<br />\n<a name=\"ασθμαΧΑΠ\">[&beta;] &omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &tau;&omicron;&upsilon; &sigma;&upsilon;&nu;&delta;&rho;ό&mu;&omicron;&upsilon; &epsilon;&pi;&iota;&kappa;&alpha;&lambda;ύ&psi;&epsilon;&omega;&sigmaf;&nbsp; &quot;ά&sigma;&theta;&mu;&alpha;-&Chi;&Alpha;&Pi;&quot;</a><br />\n&Tau;&omicron; &sigma;ύ&nu;&delta;&rho;&omicron;&mu;&omicron; &#39;ά&sigma;&theta;&mu;&alpha;-&Chi;&Alpha;&Pi;&#39; &alpha;&phi;&omicron;&rho;ά έ&nu;&alpha; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;, &sigma;&tau;&omicron;&nu; &omicron;&pi;&omicron;ί&omicron; &eta; &alpha;&pi;ό&phi;&rho;&alpha;&xi;&eta; &tau;&omega;&nu; &alpha;&epsilon;&rho;&alpha;&gamma;&omega;&gamma;ώ&nu; &delta;&epsilon;&nu; &epsilon;ί&nu;&alpha;&iota;, &mu;&epsilon;&nu;, &pi;&lambda;ή&rho;&omega;&sigmaf; &alpha;&nu;&alpha;&sigma;&tau;&rho;έ&psi;&iota;&mu;&eta;, ό&pi;&omega;&sigmaf; &epsilon;&pi;ί &alpha;&mu;&iota;&gamma;&omicron;ύ&sigmaf; ά&sigma;&theta;&mu;&alpha;&tau;&omicron;&sigmaf; &pi;&omicron;&upsilon; &sigma;&upsilon;&nu;&omicron;&delta;&epsilon;ύ&epsilon;&tau;&alpha;&iota; &alpha;&pi;ό &alpha;&upsilon;&xi;&eta;&mu;έ&nu;&eta; &alpha;&nu;&alpha;&sigma;&tau;&rho;&epsilon;&psi;&iota;&mu;ό&tau;&eta;&tau;&alpha; &tau;&eta;&sigmaf; &alpha;&pi;&omicron;&phi;&rho;ά&xi;&epsilon;&omega;&sigmaf; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/19638566\">&amp;</a>) (&beta;&lambda;έ&pi;&epsilon; <a href=\"http://respi-gam.net/node/4119#σχ2\">&sigma;&chi;ή&mu;&alpha; 2</a>).<br />\n<a href=\"http://thorax.bmj.com/content/64/8/728.long\">&Omicron;&iota; Gibson PG, Simpson JL 2009</a>., &sigma;&tau;&eta;&nu; &pi;&rho;&alpha;&nu;&alpha;&phi;&epsilon;&rho;ό&mu;&epsilon;&nu;&eta; &mu;&epsilon;&lambda;έ&tau;&eta; &tau;&omicron;&upsilon;&sigmaf; (<a href=\"http://thorax.bmj.com/content/64/8/728.long\">&amp;</a>), &alpha;&nu;&alpha;&gamma;&nu;&omega;&rho;ί&zeta;&omicron;&upsilon;&nu; &tau;&eta;&nu; &alpha;&nu;ά&gamma;&kappa;&eta; &tau;&eta;&sigmaf; &epsilon;&pi;&alpha;&nu;&alpha;&delta;&iota;&alpha;&tau;&upsilon;&pi;ώ&sigma;&epsilon;&omega;&sigmaf; &tau;&omega;&nu; &omicron;&rho;&iota;&sigma;&mu;ώ&nu; &tau;&omicron;&upsilon; ά&sigma;&theta;&mu;&alpha;&tau;&omicron;&sigmaf; &kappa;&alpha;&iota; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi; &omega;&sigmaf; &delta;&iota;&alpha;&kappa;&rho;&iota;&tau;ώ&nu; &pi;&alpha;&theta;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;ώ&nu; &kappa;&alpha;&tau;&alpha;&sigma;&tau;ά&sigma;&epsilon;&omega;&nu;, &kappa;&alpha;&iota; &tau;&eta;&sigmaf; &theta;&epsilon;&omega;&rho;ή&sigma;&epsilon;&omega;&sigmaf; &pi;&epsilon;&rho;&iota;&pi;&tau;ώ&sigma;&epsilon;&omega;&nu;, ό&pi;&omicron;&upsilon; &omicron;&iota; &delta;ύ&omicron; &pi;&alpha;&theta;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;έ&sigmaf; &omicron;&nu;&tau;ό&tau;&eta;&tau;&epsilon;&sigmaf;, &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &sigma;&upsilon;&nu;&upsilon;&pi;ά&rho;&chi;&omicron;&upsilon;&nu;, ή &pi;&epsilon;&rho;&iota;&pi;&tau;ώ&sigma;&epsilon;&omega;&nu; &sigma;&tau;&iota;&sigmaf; &omicron;&pi;&omicron;ί&epsilon;&sigmaf; &eta; &mu;&iota;&alpha; &pi;&alpha;&theta;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;ή &omicron;&nu;&tau;ό&tau;&eta;&tau;&alpha; &epsilon;&mu;&pi;&lambda;έ&kappa;&epsilon;&tau;&alpha;&iota;, &sigma;&upsilon;&sigma;&kappa;&omicron;&tau;ί&zeta;&omicron;&nu;&tau;&alpha;&sigmaf; &tau;&eta;&nu; &alpha;&mu;&iota;&gamma;ή &epsilon;&iota;&kappa;ό&nu;&alpha; &tau;&eta;&sigmaf; ά&lambda;&lambda;&eta;&sigmaf;. &Epsilon;&pi;&iota;&sigma;&eta;&mu;&iota;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;έ&sigmaf; &mu;&epsilon;&lambda;έ&tau;&epsilon;&sigmaf; &upsilon;&pi;&omicron;&sigma;&tau;&eta;&rho;ί&zeta;&omicron;&upsilon;&nu; ό&tau;&iota; &iota;&delta;ί&omega;&sigmaf; &sigma;&epsilon; &eta;&lambda;&iota;&kappa;&iota;&omega;&mu;έ&nu;&alpha; ά&tau;&omicron;&mu;&alpha;, &mu;&epsilon; &alpha;&pi;&omicron;&phi;&rho;&alpha;&kappa;&tau;&iota;&kappa;έ&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&iota;&sigmaf;, &pi;&omicron;&sigma;&omicron;&sigma;&tau;ό &pi;&omicron;&upsilon; &pi;&rho;&omicron;&sigma;&epsilon;&gamma;&gamma;ί&zeta;&epsilon;&iota; &tau;&omicron; 50% &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &epsilon;&nu;&tau;&omicron;&pi;&iota;&sigma;&tau;&epsilon;ί &tau;&omicron; &lambda;&epsilon;&gamma;ό&mu;&epsilon;&nu;&omicron; &sigma;ύ&nu;&delta;&rho;&omicron;&mu;&omicron; &quot;ά&sigma;&theta;&mu;&alpha;&tau;&omicron;&sigmaf;-&Chi;&Alpha;&Pi;&quot; ή &quot;&sigma;ύ&nu;&delta;&rho;&omicron;&mu;&omicron; &epsilon;&pi;&iota;&kappa;&alpha;&lambda;ύ&psi;&epsilon;&omega;&sigmaf;- overlap syndrome)&quot;. &Tau;&alpha; ά&tau;&omicron;&mu;&alpha; &alpha;&upsilon;&tau;ά &epsilon;&xi;&alpha;&iota;&rho;&omicron;ύ&nu;&tau;&alpha;&iota; &alpha;&pi;ό &tau;&iota;&sigmaf; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;έ&sigmaf; &delta;&omicron;&kappa;&iota;&mu;έ&sigmaf;, &mu;&epsilon; &delta;&upsilon;&sigma;&mu;&epsilon;&nu;&epsilon;ί&sigmaf; &sigma;&upsilon;&nu;έ&pi;&epsilon;&iota;&epsilon;&sigmaf; &sigma;&tau;&eta;&nu; &kappa;&alpha;&tau;&alpha;&nu;ό&eta;&sigma;&eta; &tau;&eta;&sigmaf; &pi;&alpha;&theta;&omicron;&gamma;έ&nu;&epsilon;&iota;&alpha;&sigmaf; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;. <em>&Tau;&omicron; &sigma;ύ&nu;&delta;&rho;&omicron;&mu;&omicron; &epsilon;&pi;&iota;&kappa;&alpha;&lambda;ύ&psi;&epsilon;&omega;&sigmaf; &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;ί&zeta;&epsilon;&tau;&alpha;&iota; &alpha;&pi;ό &tau;&eta; &alpha;&nu;&alpha;&gamma;&nu;ώ&rho;&iota;&sigma;&eta; &epsilon;&upsilon;&rho;&epsilon;ί&alpha;&sigmaf; &delta;&iota;&alpha;&kappa;&upsilon;&mu;ά&nu;&sigma;&epsilon;&omega;&sigmaf; &tau;&eta;&sigmaf; &alpha;&pi;&omicron;&phi;&rho;ά&xi;&epsilon;&omega;&sigmaf;, &sigma;&epsilon; &sigma;&upsilon;&nu;&theta;ή&kappa;&epsilon;&sigmaf; &mu;&eta; &pi;&lambda;ή&rho;&omicron;&upsilon;&sigmaf; &alpha;&nu;&alpha;&sigma;&tau;&rho;&epsilon;&psi;&iota;&mu;ό&tau;&eta;&tau;&alpha;&sigmaf;</em>.&nbsp; &Omicron;&iota; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &epsilon;&mu;&phi;&alpha;&nu;ί&zeta;&omicron;&upsilon;&nu; &epsilon;&upsilon;&rho;ή&mu;&alpha;&tau;&alpha; &chi;&rho;ό&nu;&iota;&alpha;&sigmaf; &phi;&lambda;&epsilon;&gamma;&mu;&omicron;&nu;ή&sigmaf;, &sigma;&upsilon;&mu;&beta;&alpha;&tau;ά &mu;&epsilon; &Chi;&Alpha;&Pi;, &mu;&epsilon; &alpha;ύ&xi;&eta;&sigma;&eta; &tau;&omega;&nu; &omicron;&upsilon;&delta;&epsilon;&rho;&tau;&epsilon;&rho;&omicron;&phi;ί&lambda;&omega;&nu; &tau;&omega;&nu; &alpha;&epsilon;&rho;&alpha;&gamma;&omega;&gamma;ώ&nu;, &kappa;&alpha;&iota; &epsilon;&upsilon;&rho;ή&mu;&alpha;&tau;&alpha; &iota;&sigma;&tau;&iota;&kappa;ή&sigmaf; &alpha;&nu;&alpha;&delta;&iota;&alpha;&mu;&omicron;&rho;&phi;ώ&sigma;&epsilon;&omega;&sigmaf; &tau;&omega;&nu; &tau;&omicron;&iota;&chi;&omega;&mu;ά&tau;&omega;&nu; &tau;&omega;&nu; &alpha;&epsilon;&rho;&alpha;&gamma;&omega;&gamma;ώ&nu;. &Tau;&omicron; &sigma;ύ&nu;&delta;&rho;&omicron;&mu;&omicron; &epsilon;&pi;&iota;&kappa;&alpha;&lambda;ύ&psi;&epsilon;&omega;&sigmaf; &alpha;&nu;&alpha;&pi;&tau;ύ&sigma;&sigma;&epsilon;&tau;&alpha;&iota; &sigma;&epsilon; &pi;&epsilon;&rho;&iota;&pi;&tau;ώ&sigma;&epsilon;&iota;&sigmaf; &mu;&epsilon; &tau;&alpha;&chi;&epsilon;ί&alpha; &epsilon;&tau;ή&sigma;&iota;&alpha; &mu;&epsilon;ί&omega;&sigma;&eta; &tau;&eta;&sigmaf; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ή&sigmaf; &lambda;&epsilon;&iota;&tau;&omicron;&upsilon;&rho;&gamma;ί&alpha;&sigmaf;, &alpha;&tau;&epsilon;&lambda;&omicron;ύ&sigmaf; &alpha;&nu;&alpha;&pi;&tau;ύ&xi;&epsilon;&omega;&sigmaf; &tau;&omicron;&upsilon; &pi;&nu;&epsilon;ύ&eta;&mu;&omicron;&nu;&omicron;&sigmaf; ή &kappa;&alpha;&iota; &tau;&omega;&nu; &delta;ύ&omicron;. &Omicron;&iota; &sigma;&upsilon;&nu;&delta;&epsilon;ό&mu;&epsilon;&nu;&epsilon;&sigmaf; &omicron;&nu;&tau;ό&tau;&eta;&tau;&epsilon;&sigmaf; &mu;&omicron;&iota;&rho;ά&zeta;&omicron;&nu;&tau;&alpha;&iota; &alpha;&pi;ό &kappa;&omicron;&iota;&nu;&omicron;ύ &tau;&omicron;&upsilon;&sigmaf; &alpha;&nu;&tau;ί&sigma;&tau;&omicron;&iota;&chi;&omicron;&upsilon;&sigmaf; &gamma;&iota;&alpha; &tau;&eta;&nu; &kappa;ά&theta;&epsilon; &mu;&iota;&alpha; &pi;&alpha;&rho;ά&gamma;&omicron;&nu;&tau;&epsilon;&sigmaf; &kappa;&iota;&nu;&delta;ύ&nu;&omicron;&upsilon;, έ&tau;&sigma;&iota;, ώ&sigma;&tau;&epsilon;, &eta; &eta;&lambda;&iota;&kappa;ί&omega;&sigma;&eta;, &eta; &beta;&rho;&omicron;&gamma;&chi;&iota;&kappa;ή &alpha;&nu;&tau;&iota;&delta;&rho;&alpha;&sigma;&tau;&iota;&kappa;ό&tau;&eta;&tau;&alpha;, &eta; έ&kappa;&theta;&epsilon;&sigma;&eta; &sigma;&tau;&omicron; &kappa;ά&pi;&nu;&iota;&sigma;&mu;&alpha;, &tau;&omicron; ά&sigma;&theta;&mu;&alpha;, &kappa;&alpha;&iota; &omicron;&iota; &lambda;&omicron;&iota;&mu;ώ&xi;&epsilon;&iota;&sigmaf;/&pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; &tau;&omicron;&upsilon; &kappa;&alpha;&tau;ώ&tau;&epsilon;&rho;&omicron;&upsilon; &alpha;&nu;&alpha;&pi;&nu;&epsilon;&upsilon;&sigma;&tau;&iota;&kappa;&omicron;ύ &sigma;&upsilon;&sigma;&tau;ή&mu;&alpha;&tau;&omicron;&sigmaf;, &alpha;&pi;&omicron;&tau;&epsilon;&lambda;&omicron;ύ&nu; &sigma;&eta;&mu;&alpha;&nu;&tau;&iota;&kappa;&omicron;ύ&sigmaf; &pi;&alpha;&rho;ά&gamma;&omicron;&nu;&tau;&epsilon;&sigmaf; &kappa;&iota;&nu;&delta;ύ&nu;&omicron;&upsilon; &tau;ό&sigma;&omicron; &gamma;&iota;&alpha; &tau;&iota;&sigmaf; &pi;&epsilon;&rho;&iota;&pi;&tau;ώ&sigma;&epsilon;&iota;&sigmaf; &mu;&epsilon; &alpha;&tau;&epsilon;&lambda;ή &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ή &alpha;&nu;ά&pi;&tau;&upsilon;&xi;&eta;, ό&sigma;&omicron; &kappa;&alpha;&iota; &gamma;&iota;&alpha; &epsilon;&kappa;&epsilon;ί&nu;&epsilon;&sigmaf; &mu;&epsilon; &epsilon;&pi;&iota;&tau;ά&chi;&upsilon;&nu;&sigma;&eta; &tau;&eta;&sigmaf; &epsilon;&tau;ή&sigma;&iota;&alpha;&sigmaf; &epsilon;&kappa;&pi;&tau;ώ&sigma;&epsilon;&omega;&sigmaf; &tau;&eta;&sigmaf; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ή&sigmaf; &lambda;&epsilon;&iota;&tau;&omicron;&upsilon;&rho;&gamma;ί&alpha;&sigmaf; (<a href=\"#2\">&amp;</a>). &Sigma;&epsilon; ά&lambda;&lambda;&epsilon;&sigmaf; &kappa;&epsilon;&tau;&epsilon;&upsilon;&theta;&upsilon;&nu;&tau;ή&rho;&iota;&epsilon;&sigmaf; &omicron;&delta;&eta;&gamma;ί&epsilon;&sigmaf;, &omicron;&iota; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &alpha;&upsilon;&tau;&omicron;ί, &pi;&epsilon;&rho;&iota;&gamma;&rho;ά&phi;&omicron;&nu;&tau;&alpha;&iota; &omega;&sigmaf; &quot;&pi;ά&sigma;&chi;&omicron;&nu;&tau;&epsilon;&sigmaf; &mu;&epsilon; &Chi;&Alpha;&Pi; &kappa;&alpha;&iota; έ&kappa;&delta;&eta;&lambda;&omicron; &alpha;&sigma;&theta;&mu;&alpha;&tau;&iota;&kappa;ό &sigma;&tau;&omicron;&iota;&chi;&epsilon;ί&omicron;&quot; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/17885691\">&amp;</a>) ή &omega;&sigmaf; ά&sigma;&theta;&mu;&alpha; &pi;&omicron;&upsilon; &epsilon;&pi;&iota;&pi;&lambda;έ&kappa;&epsilon;&iota; &tau;&eta; &Chi;&Alpha;&Pi; (<a href=\"#3\">&amp;</a>). <strong>|</strong><a href=\"http://respi-gam.net/node/5689#ασθμαΧΑΠ\">ά&sigma;&theta;&mu;&alpha;-&Chi;&Alpha;&Pi; &kappa;&alpha;&iota; &epsilon;&pi;&eta;&rho;&rho;έ&pi;&epsilon;&iota;&alpha; &sigma;&epsilon; &mu;&omicron;&rho;&phi;έ&sigmaf; &upsilon;&pi;&nu;&iota;&kappa;ή&sigmaf; ά&pi;&nu;&omicron;&iota;&alpha;&sigmaf;</a><strong>| </strong>&Gamma;&iota;&alpha; &tau;&eta; &delta;&iota;ά&gamma;&nu;&omega;&sigma;&eta; &tau;&omicron;&upsilon; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&upsilon; &tau;&omicron;&upsilon; &sigma;&upsilon;&nu;&delta;&rho;ό&mu;&omicron;&upsilon; &epsilon;&pi;&iota;&kappa;&alpha;&lambda;ύ&psi;&epsilon;&omega;&sigmaf;, έ&chi;&epsilon;&iota; &sigma;&upsilon;&mu;&phi;&omega;&nu;&eta;&theta;&epsilon;ί &eta; &alpha;&pi;&omicron;&delta;&omicron;&chi;ή &kappa;&rho;&iota;&tau;&eta;&rho;ί&omega;&nu; &pi;&omicron;&upsilon; &sigma;&upsilon;&gamma;&kappa;&epsilon;&phi;&alpha;&lambda;&alpha;&iota;ώ&nu;&omicron;&nu;&tau;&alpha;&iota; &sigma;&tau;&omicron;&nu; &pi;ί&nu;&alpha;&kappa;&alpha;:</font></font></p>\n<table border=\"1\" cellpadding=\"1\" cellspacing=\"1\" style=\"width: 100%;\">\n<tbody>\n<tr>\n<td colspan=\"2\">\n<p class=\"rteindent1\"><font color=\"#0000ff\"><font color=\"#100000\"><strong>&pi;ί&nu;&alpha;&kappa;&alpha;&sigmaf; 2</strong> &mu;&epsilon;ί&zeta;&omicron;&nu;&alpha; &kappa;&alpha;&iota; &epsilon;&lambda;ά&sigma;&sigma;&omicron;&nu;&alpha; &kappa;&rho;&iota;&tau;ή&rho;&iota;&alpha; &gamma;&iota;&alpha; &tau;&eta; &delta;&iota;ά&gamma;&nu;&omega;&sigma;&eta; &tau;&omicron;&upsilon; &mu;&iota;&kappa;&tau;&omicron;ύ &sigma;&upsilon;&nu;&delta;&rho;ό&mu;&omicron;&upsilon; &Chi;&Alpha;&Pi;-ά&sigma;&theta;&mu;&alpha;</font></font></p>\n</td>\n</tr>\n<tr>\n<td><font color=\"#0000ff\"><font color=\"#100000\">&mu;&epsilon;ί&zeta;&omicron;&nu;&alpha;</font></font></td>\n<td><font color=\"#0000ff\"><font color=\"#100000\">&epsilon;&lambda;ά&sigma;&sigma;&omicron;&nu;&alpha;</font></font></td>\n</tr>\n<tr>\n<td>\n<h6><font color=\"#0000ff\"><font color=\"#100000\">[&alpha;] &pi;&omicron;&lambda;ύ &theta;&epsilon;&tau;&iota;&kappa;έ&sigmaf; &delta;&omicron;&kappa;&iota;&mu;&alpha;&sigma;ί&epsilon;&sigmaf; &alpha;&nu;&alpha;&sigma;&tau;&rho;&epsilon;&psi;&iota;&mu;ό&tau;&eta;&tau;&alpha;&sigmaf; (&uarr; &tau;&omicron;&upsilon; FEV1 &gt;15% &kappa;&alpha;&iota; &gt; 400 ml</font></font></h6>\n<h6><font color=\"#0000ff\"><font color=\"#100000\">[&beta;] &eta;&omega;&sigma;&iota;&nu;ό&phi;&iota;&lambda;&alpha; &pi;&tau;&upsilon;έ&lambda;&omega;&nu;</font></font></h6>\n<h6><font color=\"#0000ff\"><font color=\"#100000\">[&gamma;] &alpha;&tau;&omicron;&mu;&iota;&kappa;ό &iota;&sigma;&tau;&omicron;&rho;&iota;&kappa;ό ά&sigma;&theta;&mu;&alpha;&tau;&omicron;&sigmaf;</font></font></h6>\n</td>\n<td>\n<p><font color=\"#0000ff\"><font color=\"#100000\">[&alpha;] &upsilon;&psi;&eta;&lambda;ά &epsilon;&pi;ί&pi;&epsilon;&delta;&alpha; IgE</font></font></p>\n<p><font color=\"#0000ff\"><font color=\"#100000\">[&beta;] &alpha;&tau;&omicron;&mu;&iota;&kappa;ό &iota;&sigma;&tau;&omicron;&rho;&iota;&kappa;ό &alpha;&tau;&omicron;&pi;ί&alpha;&sigmaf;</font></font></p>\n<p><font color=\"#0000ff\"><font color=\"#100000\">&theta;&epsilon;&tau;&iota;&kappa;ή &delta;&omicron;&kappa;&iota;&mu;&alpha;&sigma;ί&alpha; &beta;&rho;&omicron;&gamma;&chi;&omicron;&delta;&iota;&alpha;&sigma;&tau;&omicron;&lambda;ή&sigmaf; (&uarr;&tau;&omicron;&upsilon; FEV1 &gt;12% &kappa;&alpha;&iota; &gt;200 ml) &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</font></font></p>\n</td>\n</tr>\n</tbody>\n</table>\n<p><font color=\"#0000ff\"><font color=\"#100000\">&beta;&lambda;έ&pi;&epsilon;:<a href=\"http://respi-gam.net/node/4779\"> ά&sigma;&theta;&mu;&alpha;-&Chi;&Alpha;&Pi;: &omicron;&mu;&omicron;&iota;ό&tau;&eta;&tau;&epsilon;&sigmaf; &kappa;&alpha;&iota; &delta;&iota;&alpha;&phi;&omicron;&rho;έ&sigmaf; </a><br />\n<img src=\"http://www.scielo.cl/fbpe/img/rmc/v140n7/art16-fig1.jpg\" style=\"width: 191px; height: 155px; margin: 1px 11px; float: left;\" />&epsilon;&iota;&kappa;. 2. &Delta;ύ&omicron; &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;&omicron;ί &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&iota;, &alpha;&rho;&iota;&sigma;&tau;&epsilon;&rho;ά &omicron; blue bloater, &delta;&epsilon;&xi;&iota;ά, &omicron; pink puffer, ό&pi;&omega;&sigmaf; &tau;&omicron;&upsilon;&sigmaf; &pi;&epsilon;&rho;&iota;έ&gamma;&rho;&alpha;&psi;&epsilon;&epsilon; &omicron; Dornholst.<br />\n<a id=\"πνεμφ\" name=\"πνεμφ\">[&gamma;]</a> &omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &tau;&omicron;&upsilon; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;&omicron;ύ &epsilon;&mu;&phi;&upsilon;&sigma;ή&mu;&alpha;&tau;&omicron;&sigmaf;<br />\n&Omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &tau;&omicron;&upsilon; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;&omicron;ύ &epsilon;&mu;&phi;&upsilon;&sigma;ή&mu;&alpha;&tau;&omicron;&sigmaf; &sigma;&upsilon;&mu;&pi;&epsilon;&rho;&iota;&lambda;&alpha;&mu;&beta;ά&nu;&epsilon;&iota; &epsilon;&kappa;&epsilon;ί&nu;&omicron;&pi;&upsilon;&sigmaf; &tau;&omicron;&upsilon;&sigmaf; &alpha;&pi;&omicron;&phi;&rho;&alpha;&kappa;&tau;&iota;&kappa;&omicron;ύ&sigmaf; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; &kappa;&lambda;&iota;&nu;&iota;&kappa;&omicron;&epsilon;&rho;&gamma;&alpha;&sigma;&tau;&eta;&rho;&iota;&alpha;&lambda;ή &delta;&iota;ά&gamma;&nu;&omega;&sigma;&eta; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;&omicron;ύ &epsilon;&mu;&phi;&upsilon;&sigma;ή&mu;&alpha;&tau;&omicron;&sigmaf;, &pi;&omicron;&upsilon; &pi;&rho;&omicron;&sigma;έ&rho;&chi;&omicron;&nu;&tau;&alpha;&iota; &mu;&epsilon; &delta;ύ&sigma;&pi;&nu;&omicron;&iota;&alpha; &kappa;&alpha;&iota; &delta;&upsilon;&sigma;&alpha;&nu;&omicron;&chi;ή &sigma;&tau;&eta;&nu; ά&sigma;&kappa;&eta;&sigma;&eta;. &Tau;&epsilon;ί&nu;&omicron;&upsilon;&nu; &nu;&alpha; έ&chi;&omicron;&upsilon;&nu; &chi;&alpha;&mu;&eta;&lambda;ό&tau;&epsilon;&rho;&omicron; BMI (&beta;&lambda;έ&pi;&epsilon; <a href=\"http://respi-gam.net/node/4724#εικ1\">&epsilon;&iota;&kappa;ό&nu;&alpha;</a>).<br />\n<img alt=\"\" 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k5NLS0u7uroyMzMTEhKgZoXcFYmCUAucPn06NjY2OzsbfWtTUxOFQlEoFC0tLQ8//DCey18iwArlN/H0jx07VlRU5PF4HA6HUqlEMy4QCNRqNZ/P7+rqam5ubm5u7uzsRItKoVBAsDKZTAqF0tnZ2dHR0dbW1tra2tLS0tnZSaFQxGKx2Ww2Go18Pr+zs5PBYMhkMpVKpVarNRqNxWIJBoPBYHBqamp1dfWFF164ePEii8U6ffr07t27P+4phAH3M68tV+KHHnqooaEhjK3h+itqC+iEyldD3147d+6MjIzk8/lXrly5evXq+fPnMeAGD6BSqTQaDdiA4eFhTHikUimwVSwW42upVKrT6Uwmk16vHxkZGRkZGR0dhXQJPZ1arbbZbDqdjsPhDA8P8/l8KpUKX1N8fHxUVFRiYmJ2dnZqampERERERERkZOSZM2egck1OTq6srESrCL61u7v7m9/8JulPR3BbRnOf8FI89dRTPT09gUAAwDo0NCQQCAYHB+Vy+cDAQHd3d2NjY0NDQ1tbW29vb3d3d3V1dXFxcWlpKZlMJtpVdLUdHR0dHR0UCgXEyNDQkMlkMplMYrEYfS7BzCqVSrvdPjk5OT09PTk5OTMz89xzz92+ffvChQsqlSonJ+fQoUOfPMsinuOWf4krx9/8lvk61t69e8PYGq5PWaGDadKfAs3OnTuzsrImJiauXbu2vr4+NTXl9XrHx8eNRuPo6Ojw8LBcLgf64AuiJBIJn88HakCWBLpAIBAIhUK1Wm0ymYxGI2C0r6+vr69PKBQ6nU69Xo+Zu0ajYTAY+fn5sbGxUVFRaWlpycnJmGhF3i/EDMbExJSUlDQ0NDQ0NHR2dmq12t7eXpym/5JxFm4kpkYREREajWZ+ft7pdEJupVarxWKxUCgcHBykUqltbW11dXU1NTXV1dV1dXUNDQ1FRUUpKSlpaWl5eXnFxcVVVVWNjY1dXV0UCqW3txe9LZvNBk9it9vn5ubGxsaYTGZ7e3tXVxeoBqFQqFAoxsbG7Ha7Xq83GAwej2dlZeXOnTvvvPPOG2+8MTMz09PTk5yc/Mgjj+zbt29LM7vlohiqkyN+4M/KeMP1yRXG1nB9mgrlIkM19uiPDh48yGQyr169evPmzdXVVZfLZTabLRaLwWAYGRnRaDTDw8PDw8NAUmithEKhRCKRSqVCoZDH47FYrP7+fox66HR6X18fJj9QESgUCp1OhxmRWCzWarVOpzMYDI6MjCgUipmZGZvN1tjYGBkZeezYsZiYmJycnPT09Pj4+MTExMTExNjY2LNnz549ezY+Pr68vLy1tbW1tZVCoej1+p6enoMHD5L+FGI+bhwUCr5ZWVlOp3NqagossMFgMBqNCoVicHCQ4FKbm5vLy8tLSkrKysqqqqrq6+srKysLCgpKS0srKyvLy8srKipqamoAr729vQwGA0ICCLDQukqlUg6Hw2KxoDeAqGt0dNRut4+Pj1ssFhDTGo3G4XCsrKzcvHnzhRdeuHv37ltvvfXKK6+sra1JpdLS0tITJ07s27cvtJ+FkWznzp1bJpC4ePz93ktf1Qpja7j+6tp2XxtPCiFYiW7o6aefVqvVN2/evHbt2tTUlMPhcDgcoAKgnB8dHVWpVOAE5HI5n89Hi9rf3w9FJ5fL7e/vB5gCZOl0OiOkOBwOgMbj8UxNTfl8PrvdvrCwsL6+vry8fOfOnRdeeGF2dtZsNvf19RUUFCQnJyN1MCkpKT4+PiYmhlhJUFdX19HR0d7eTqfTNRoNjUZD3xo6kfsE4hW3nz17VqVSBYNBnU6HuRzoC6FQ2N/f393d3d3d3dvbSyaTy8rKSktLy8vLq6qq6urqqqqqSktLKyoqamtrq6urKysra2pqMF5rbGwE8Uomk5ubmykUCjQDcrkcUzKn02mxWPR6vdFoNJvNZrN5fHx8YmLCbDaPjIxotVrwJ263+8KFC5cuXbp58+bdu3d/9atfffTRR7/+9a+/+93vrqyssNns+Pj4Q4cOhaJnqLaMqHDf+tdWGFvD9WkKvSph/iHCm6OionQ63Z07dy5evOhyucbHx6enp/1+v91uN5vNY2NjwFbYrtB7ikQiCJL6+vqYTCaPxwPagk4liFexWAzuksfj0Wi0np4eLpc7NjYGDhdKrOXl5evXr7/88stra2tLS0uLi4sXLlxYWVkxmUxdXV0pKSkxMTGIwkI4Vm5ubk1NDYZLdDpdqVTyeDxs0kaF8o+ht4R+/fDDD4tEIp/PB2UVsBUda0tLS0VFRV1dXVdXV3t7e0lJCYC1sLCwsLCwrKysuLg4Ly+vtLS0pqYG31ZWVqKHraysbGpqam9vJ5PJ9fX1VCpVKpXiaTocDovFYrPZrFYrSICxsTGdTqfT6fR6vU6nMxgMdrt9bGxseHh4ZGTEbre7XC6r1Wo0Gt1u9/Ly8re+9a0f//jHv/71r//zP//z5z//+fr6OpPJjIyM3Ldv35a/Mp4jonPC2PpXVRhbw/VpCqYAAOvevXtxfI6Ojj5//vyrr766sbHh8/kmJyddLpfJZNJqtWAA1Go1GjqNRoPhlVwuh6EeUiqZTDY8PAzSQKPR6HQ6NGUwv1osFtC1arVaIBAwmUylUunxeLxer8lkksvlExMTly9fvn379uLiosPhMJlMo6Ojfr//4sWLwWCQy+Wmp6efOnXq7NmzwNbs7OzS0lI0iWw2Gw/m9OnTxNPcgq1/VpJVWFjo8XjUajW6bDabzePxGAwGNLapqalkMplCoZDJ5KKiotLS0qKioszMzIyMjNzc3Ly8vNzc3KKioqqqqrKysqKiIqAqQbzCTQBtrEgkGh0dNZvNEJwh0WZ0dJTAVpVKJZfLVSoVXrexsTG9Xq/VavV6PegXgnVRqVQOh2N+fv7FF198++23f/Ob33z00Uc/+MEPjEZjRkbGwYMHCRoEOuVw4MunqDC2huvTVOjog0Qi7d+/v7Gx8dKlSy+++GIgEBgfH/d6vcgiUSgUw8PDUFBBOa9QKBQKBaxKYAzlcrlCoQBRgDGXQCAYGBiAC0skEmEcBKWnSCQaHh6GWsDhcCwsLCwvL1utVrlcbjabp6enr169urGxgU5NoVDALxsIBGZnZwUCQVJS0vHjx8+ePZuSkpKdnZ2fnw945fF4wHpga+iz+2SdAIfD0Wg0/f39EKt2dnY2NTUVFRVB8lVcXAy+uK6urqKioqKioqioKCcnJysrKycnJzc3F26xoqKiioqK8vLysrKysrKy6upqMpnc2NjI4/G0Wq1KpWIwGBAzgD8BMwARm06nA7aOjo4CfGF1w+EAzC8glc/n49VAVgNweWJiYmNj486dO+++++4HH3zw9ttvX7t2jUajPfnkkwSf/n/qfMP1YIWxNVyfvvbs2XP48OH09HSbzfbmm2/eunXLZrM5nU4cSPV6vUwm02g0oFYxNMcxXyaTQawqFosJ0ASeIrWku7u7tbW1o6Ojs7MTkk/oPdva2tra2mg0GrxJExMT6+vrGxsbY2NjKpXK7XbPzMysrq4uLS2Nj4/jMahUKuj2EdwnEAgQNpienl5YWFhQUFBcXFxXVyeRSIaGhmQy2alTp0h/2rF+Qtf2yCOPSCQSjUbD4/H6+vpgryouLsbig4yMjKamJhqN1tTUBB4A8FpSUlJcXFxdXV1VVYUsxMzMzOLiYmBreXk5mUwmk8l1dXVcLler1Uql0s7Ozrq6uubmZngKBgcHRSIRogYQoCWVSom8BeI1B+WKVlen02m1WhwdwNKOjIzgfGC1WhFpuL6+/k//9E8ffPDBH/7whwsXLlRWVj7yyCOk+xOtMLz+VRXG1nD9/wo9+ZL+dAj+IO24Z8+e6OhoJpO5vLz8zjvvvPnmmzMzMyMjI2azGR4q9ERGoxFdldls1mq1MLYSfejAwADaPdCR3d3dmI/39va2t7c3NTU1NDQ0NjY2Nzc3NDSQyeSGhgZoUWEP7enpEQqFXq93ZWXF6XQODQ05nc6FhYWZmRmQvJj2gJRgs9kcDgfjL6VSmZaWlpKSUlxcXFRUBGYTDbVYLD558uSDr8nH3ZKQkIATN4vFotFoAHEoomw2m9vtdrlcKpWKQqFUVFSAB4Cgtba2FtassrIypB8UFRUVFBSAH8D1g0KhsNns4eFhqVTa3d1NJpOrqqpaW1v7+vrA53Z0dLS0tEBLQKVSJRIJhMB4LqC2NRqN0Wg0GAwAVmArvhgeHpbJZGKxeGhoCOBrMBgcDgcCCn7yk5988MEHa2trhYWF8KptkcF+3EsULlQYW8NFIoVoqrYYAbbErW7fvv3QoUNJSUlKpfLixYuvvPLKG2+8ceXKlYmJCZ1Op9FooAGAxArEH8QA0LESzisul9vX19fT00MYkFpbW4n+tL29HSfrmpqaqqqqqqqq6upqHJObmpow2wHadnZ2qtXqhYUFHP9dLtf09LTVanU4HC6Xa3JycmJiwmg06vV6kANyuVyj0TidTj6fX1FRUVBQUFNT09bWBu0BVE2nTp0KlZcRaBJqOSN+IDc312QySSQSDodjNBrPnz9/4cKFmZmZQCDg9XoDgcDCwsLc3Nz4+PjIyAibza6oqMjMzMzLy6usrOzp6WEwGPX19Tk5OViYCKDv6Ojo7+9ns9k4woNIoVKpEGzV1dVRqVT0+xwOB/qK9vb29vZ2BoOBK1Zvby+TyUSoGLxtIyMjQFi9Xm8ymUDOok8HJ4O/l1qtRp/rdDqnp6efffbZe/fuvfvuuzKZ7PHHHyfeD6T7bEmYh/2ECmNruP5/hSZ+Ynyx5ZNz6NCh7OzsoaGh69ev3759+8aNG5cuXZqamjKbzYQbVSQSCQSCoaEhpVIJXpXgAQhTAJvNptFogNHGxsb6+vrGxsbW1tbm5ub6+vra2tqmpqaenp6Ojo66urrKykock6EJra2trampwTAdCvyBgQGv14uzP3L7R0ZGxsfH3W632Wy22+3gK5GZAhsYLKR0Or2kpIRMJnd0dPT19cF7qlQqiZVZ20JWsYa2bMQCqx07duTn56NDDwQCGxsb09PTTqeTSGjF8ismk9nX10en0wcGBmg0WnNzc1VVFZwCLS0tTU1NAM3i4uKKioqWlhYkfg0MDIAkYbPZEomEy+VWV1fn5+dXVlZ2dnZCEYyWUywW0+n0np6ezs7OlpYWMpmMawakbMh/YbFYEokEpDbGg6HiLZAncNCi2yX67vn5+ddee+3evXvXrl2rrKzEji8CXre4DMIVWmFsDReJFBLoi70p+NggJRofpzNnzojFYpgp19fXEWVts9lgBwCGoidVKBRoYNVqNQZWmEcBWTo6Onp6emg0Wnd3d3NzM7Cgpqamvr6+pqYGU3Loojo6OhobG8FOQhZaWVkJHSjxYzU1Nb29vZBzabVau90+OjqqUCh8Ph+yqNGjYYw2NDQE4ODz+TabTalUNjc34/8FnpTL5Q4PDwNbt4U4PkP1nqE+gl27dmVmZno8nsuXL1+4cCEQCIyOjiJ8lkqlkslkgGZycnJcXFxGRkZhYWFjYyMYD/zXyspKuMLq6upqa2urqqq6uroI6hm4TKFQIKLo6OgoLS0tKSnp6upSq9VQApjNZp1Ox+fzu7u7AdMlJSVpaWnFxcUMBoNCoeDq1dDQ0NXVRaVSGQwGdALgZA0Gg81ms9vtJpMJ+g2tVoux2MjICDB3bGzs2rVrP/vZz1577bXy8nK8K7YsrQnXgxXG1nCRSCGzYBShV92zZ09mZqbBYLh8+fK1a9cQtuJyuWCyAqM6OjqKyBXEAOLgSfgCkJmPHgqGeiyn6u/vh7keyAIzaFVVFdChtLS0sbGxsbERaALPUm1tLZlMrq6urqmpaWhoQNPX1NQklUqh9IQrSa1We71ev9/vdrstFgtEtUNDQxKJRKVSwcLgcDjsdrtAIIBiv6mpiUqlKhQKNpt95MgREomEXdahpDOJRHow5ausrOyFF164c+eOxWIBd9nX19fY2Jifn481B2lpacjhTkxMTE1NzcjIKNDhYcsAACAASURBVCkpAYmM54sULhi3KisrsTFMIBCwWCwWi0WhULq6uiAM4PP5TU1N5eXlfX19drvd7/cHAgFkhDOZzMbGRvAnNTU1JSUllZWV+N2Ghga8Yi0tLe3t7S0tLb29vUgv5HA4SMIFgBJ8DgReY2Nj6F4hSJiamvr2t799+/btysrKUEIgTAt8XIWxNVx/Ahw7d+5EgP/27dvPnDmjUCiuXr36/PPPA1VnZ2eRCWCxWDCewqQF7SoGJhBR4UQMVxWLxWIymRhbIdsJ+iqEldTV1UG91NXVVVtbW1paWlBQkJOTU1dX19raCrQFOtTW1gKLm5qaoBkAWPD5fKfTCVQdGRmxWq0ejweEAJT2DodDp9NhhgbUcDqdc3Nzbreby+WCuuVyuTabraamBiJ5onkP5Vi38AO7du0ym83f/e53p6en0ZtzOJyKiork5GTsOwC8wmibmZlZUFCQkZGRlpYGwUCoyZVOp1MolNbWVjabLZVKaTRaW1sbALezsxMxNBqNhslktra2CgSCQCAQDAYdDodWqxUIBB0dHYh9wYisubm5tra2ubkZ88D6+vrm5maQBs3NzV1dXYh6YbFYAoEAFz9CtiEUCkG/4sUcGxubnp5eWFgYHx+fnJx85513bty4gQTxbdu2PfTQQ2FO4OMqjK3hIpHu04jEt/v27auqqjp//vy3vvWt559//vLlyysrKz6fz+PxIIgER340g0NDQzhjajQaJD8hNp/L5bJYLFCZ4AEAGS0tLUwmUyQS8fn8hoaGmpoaoVBoNptlMllDQ0NxcXFBQUFeXl5dXV17e3t9fT0GWejI0PFhotXU1NTW1kahUGQyGfZHIZwQRCERB2MymbD4D2QrSAOtVgvVkcPhwBF+cHDQZDLFx8eTSCS07QQDsGU+Drv9tm3bMjMzX3311Vu3bqFJ53A4dXV1CC5ITk7Gtq74+Pj4+PjU1FR4BIqKinJzc3Nzc0FrFBUVFRYWVlZWtre302g0pK6wWCzYtHp7e6GyYjKZEokEQgs2m63RaJaXl30+n0KhgNaio6MD91ZbW9vb29vW1oYeFq4wECxYcIAILhiLMdzjcDj4X2AnAuxwEMYh/lGn03m9XojbLl269NZbb/l8PmizCOtzuB6sMLaGi0S6jxo7d+7cu3fv8ePH+Xz+G2+8ce/evbfeeuv27dsrKyuTk5Pj4+MOhwPkplqtDhX8q1Qq7IDCtB3xd+AB+vr6EOmEAD2MsLq6uphMplgs7u3tra+v53K5WH3a3d2Nbq6ysrKxsbG9vR3gixEWOIGmpqb6+vr6+nrAhFgshhIAWwmEQqFOp/N4PAaDASwwITCC3hOLuQYHB5EX5fV6rVYrtEoSiQSEANBzi/iM+BYXoccee8xoNH7nO9/x+Xxgcru6urBIJjMzE6rV2NjYxMTEuLi4hIQELD7Iz88vLCwsLi4GxVxeXl5QUJCfn08mk9lsNjaH9/b2lpaW5ufnd3d39/f302g0vFxQUyFRcG1tzWq1Yt0L1sNAoYV4BDKZDNVBTk5OUVERFisgChZ4DaMXn88fGhrq7+/HIaC3txe5YhwOhxjE0el0Go02ODio1+tdLtfS0tLt27fv3bsnEAgOHDhAIpH27t0bbl3/bIWx9etVW2AidCxz+PDhoqIim8320ksvvfHGGy+99NKlS5cWFhb8fv/k5CQ8rFCMAl6J1hUdKMAUqEqs1cNRF30rkkmBs+g9qVQqj8drb29vbW01GAw+n08sFmO0BRhtbW2FEqu6urq+vh6K+sbGRjKZ3NLS0tPTw2KxRkdHceTHRlioFPBoMbBCMwtZGIZsGG3pdLrx8XFICzwej9vtptPphw8fJuRWobOa0BEWsDUjI+Oll166ffs2gq+Ghobq6upAAmRnZ2dkZCQmJiYnJyPE4Ny5c4iGyc3Nzc/PLyoqKisrw3NEv1lVVQUV19DQEJVKbWlpKS0tra6uhsAAujSxWIx8Ra/X6/P5pFJpS0sLBFt0Or2trQ3OAvx6bW0tRGalpaVQaHV3dyPpBvwMjUaDj7a/v7+rq6utrQ0EQmtrKzCdxWLh/IEfplKpbDZbqVS63e5XX331X//1XxkMBpahhW7bDaVit/CwX7fBVxhbv14FvED0BvGRwEZSuVx+8eLFGzduYJOVw+GYmJhA3go61rGxMfSGUKpCYgkLJut+Me8X9pXiP+GDirF1d3d3Z2cngIBMJvf29kJrJRAIgsHgxMQEi8Vqb2/Hf4WUFYQA4BVuAmi20M2pVKqJiQnINq1WK7AetIDVakU0gVwuB7wS5nqkFNrtdgJbFxcXmUzmgQMHiDnetpCMQbxQxDVp//79XC73W9/61vT0NMhKuVxeWlqKFhV7ZNG0pqWloXVNTk5OSkrKyMjIz88vKSnBuKm5ubm9vR1jOqRcMxiM7u5uFovV09MDLQSdTudwOOj65XK53W73er1Op5PBYEBrhRccbou2tja8+ITEDaIuRDVCLUuMFhF90NvbS6PRMFosKCgoKytrbGykUCjgcNhsNmSwbDZbJBKxWKzh4WGTyYRjDZvNBj29RZr2yeFhX5MKY+vXqwgvAIEaTz/9dF1d3fDwMHo9kUjU0dGBrSFY+YePLhKeuFwuDqHgUokmCMAKBoBGoyFuFTkjgFd0skjUBzPQ2NhYXV3d1NTU1dWFkz4EqkKhENja1NSEFhVtbF1dHagAontF6KpUKkVuqd1ux5kasgHCd0uM17BlC0lRhBkUIdZOp/Py5ctjY2MwvJLuA2voekHi1SORSBERES6X69atWwaDoa+vD/ozZAhERkaePXs2IiLi7NmzSDJMSEhISUnJysoCJ1BaWlpcXJydnY2NMp2dnRg38fn84eFhSCn6+vowyCorK8MKQnSjDAbDbDbDeCYQCAoKCsrLy+l0OjQYUAdjLzcRGcNgMCAxlkgk0HWIRCL8mYRCoVQqhT0Ms8Ty8vLy8vKampru7m4sl+VwONBjCQQCCCFUKhUEsG+++eb777/f09Oze/du4vUhLCehKouvZ4Wx9WtUgIldu3bt27cP7/6srKzBwUGocEZHR8ViMZPJRCPDZDKpVGpjYyMh5geYUqlU4Ck+ezQajX6/YLUidJTgBHCcBJEHRwBaqvr6enSj+LaioqKzsxO9cEdHB1owqF8hEkCMaVNTE1SxsHL19PQIBAKtVmuz2TweD4hglUoFQgDyT8JfT1jF7HY7zLgmkwkjOKvVurKycvHixY6ODuTsbcGFLV1YQ0PDxsbG4uIihksgIshkclRU1Llz56Kjo8+dO3f69GkslEU4N5GKDZEZIlpKS0vb2tp6enqqq6tpNJpKpaLRaBUVFY2Njd3d3Vwut7m5GSoCDoeDYZRGo5mbm1tfXzcajVBKEPo2sLcNDQ1gSKVSKZy+6NONRuPk5KTVagUP097ejixEKpXa0dEBSgfXucrKypaWFtARXC4XiWW4uEqlUiJta3p6+mc/+9n777/PYrGIJWM7duzAxZuwXfwD3+BfrApj69eriHPuE088UVNTAyQaGBjAtEcmk4G+1Ov1UqkUVk4gKZpTIgMfjQ+m2GBUe3t7AZ3t7e09PT24BUEBOM8iKKCjowP5AGjWamtrQQVC3wqyr7u7G61rY2NjXV1ddXV1bW1tY2Mj0BYCrJaWlubmZugEkESF7QbAUL/f73K5cNg3m81YEKtWq4mIfuQMIC8KXZjX63322WdtNltubi4asS3i1tAvxGLxhQsXjEYjLGdoORkMBuQBycnJ4AEiIiJOnDgRGxuL+BWMrSoqKqqqqkpKSvLz88vLy9vb2/v6+mpra7u7u5VKJZvNhqegvb0dQ6rm5ubW1lb8Cbq7u/l8/vj4+MrKSjAYHB4ehvYLlGhNTQ3ctB0dHWw2WygUAvfRvzscDq/XOzIyQqVS8eLTaDTgL4vFgvqKyWTCbYzMLeK8wuFwcBZBYAJkIaOjo8vLy+++++57770XDAajo6MJzcDu3bvD6VlhbP16FU5q27dv7+7uvnTp0vLy8tjYmN/vn5ubg7gKYnulUsnn8+GqIpL/kR6Cf/EFga3AXGJmFQqOTU1NSAzAqBqBLJicIHgfsQBtbW0Ija6pqUH8Vdv9wv2Emrhqa2vBDxD0K4/HAw+AJdtTU1N+v9/r9c7OzlqtVolEAvUVEMFqtWIoB4EBzrwmk2ljY+P8+fODg4NYRwjvb6gAa9euXSQS6eDBgyaTyev1KhQKPp+PeATQDoWFhRBdJSUlgWmNiYnJy8traWmpr6/HaAuiq/Lycky0Wlpa4Fjl8Xg4esNeVVtb29nZSafTe3t7sXUGrwZ2JuJP5nA4IG/AQi0Gg4H0LLAlPB4Phg6r1Wo2mxEcIxaLYY1tb29nsVgg0JEqgJlkf38/Lp8wgyG1AGeOnp4eKOokEgnSeG022/T09N27d+/du/f666/TaDRsxEGFsTWMrV+XIt7oOTk5s7Ozy8vLNpsNqwEmJiacTqfH4zGZTDKZTCQSIfUDOwERrYJ0O2iqAKnoVcEh4OAP5EVCIIAV+h70m1BxstlsDFuQDIB2taurq7q6uqCgoLq6God9nEkBLmiHQ/EaUAuGgUwm9/f3W63W8fFxpJBMT0/Pzc1NT0/Pz89brVYYXsG9gma12WyIjDIYDOhqR0dHsRVmfHw8NjY29BXbMpmJj4/3+XxjY2MQ86JANXR3d2dkZGCilZqaiuxtPLuioqJz585FRkbC/AqNVFlZWVNTE7pLjNoGBgZaW1shqGpsbKRSqQKBoL+/v66urqysrLW1dWBgAO4yp9NpNpuhKUYgi0wmY7FYOC5gRaNGo4FRApyJ1Wrl8/n4e2HxzOTkJFbSIqCAz+eDGedyuUNDQ9DtYt8XcebAa46HoVarJyYmZmZmnn/++R/84AcffPDB9PR0YmLiFjnK17PC2Po1KrzR9+3bp9Pprl69ilPz/Py82+12Op1ut9tgMCDKBNpVIqAaIf8UCoVOpyN5hGhae3p6qFRqKN8KKSt6TzQ7+DF0rNBd8fl8hD1DZQUqACRsXV0dfJnYkYWpNyAbVAOdTgfzi1MqKGA+n2+32z0ej81mGxkZCQaDCKCanp5GGw5xKGIHcEYmbJ1ImdFoNF6vd3Nzc3Fxsaura//+/XjRiJVZxMtYUlLi8/lGR0dlMhmuQIODg0ajcWZmRqVStbS0FBYWYrNAWVlZZ2cng8FobGyMjY09efIkMrkx0cLWrNbWVj6fL5VK8Rg4HA5eE7Alvb29iGrFJaSvrw8hACaTidjaIpFIsLIBlxCxWIxAL7VabbFYvF7v1NSUx+MZHx9H1iIYc6FQODExsbCwAPcEsfmxv78feyHVajVMIhwOB6w6hUJpaWmhUCi4wgkEAqRKzs3Nra2tra+vf+c73/mv//qvN998s6mpae/evaQHaOuvVYWx9atZoS3DFmhoaGi4desWovCuXr26srICxZLNZoPaBh2QWCwmNllBKhC6b5XAO6IQIYrBVEdHB4To+MQCjtFPIZMU6XnQbwF8GQxGb28v2tu2tjaIYWk0GjCUgFEOhwPNE/anEkSwQqEAn+h2u41G4+zs7OLi4vz8/OTkJLy5BoPBYrFgoxRGWNASjY+P4zivVqtdLtfa2tr58+eNRuOJEydIIQECoVPv+vp6+L6Q5I3tsyqVCrwKl8vt6OgoKytDZhVUogUFBU899dSpU6fOnTuXmJiYn5+P6RyZTO7p6ZFKpeAWJBJJX18f0eZD549OHxoMbAjHVGp6ehoPHkoMDK8Qj4tdD0qlUqfTud1un88XDAbtdrtMJgNE4sjvdrsXFhbMZjN4AOQPwPeFNt/r9drtdqlUCrMW5l3ImsF1kc/nYwfiwsLChQsXFhcXr1+//m//9m/37t2Ty+UwFxCRN6HxN8S7kfj6q4fCYWz9ClYosOI9TXgTz5496/f7b968eeXKlRdffPHixYszMzMgBEZGRgBb+GjB9YiwFVh08C/hCwBuAt1wC8EShHa4VCq1634hxw8wTfhikY3d0dEB8RbGXG1tbUjMQiMMKSuXy5VKpYgKhKQB3C6TyRwbG5ucnFxYWMAmbb/fD6ESZlmYVsH1APIR9nm0dYBag8EwOTm5vr7u9XonJiaioqKIFxBfEKlgDAZjcnJSqVRyOByRSATzEo/Hc7lcfr9fJBJBR4Uolv7+fmDrmTNnoqKiYmJiYmJikpOTS0tLsb1VJBKpVCoMxNDLg5WGBA3R18gbBGiCNcbqmkuXLlksFlx7cNSQSCT4MRzz5XI52ACEDwwNDeE1BwVhtVrdbrdSqcQfC9JaHo8HWzAmZlDFIXMA3TGfz6fT6V1dXSB5uFyuyWSamZlZXFycm5uzWCxzc3O//OUvf/GLXwiFQkJ0AQHs1yr1NYytX81Cr7p79+6dO3diaLt3794dO3bI5fLvf//7yF5ZWlqamJgYHx/H1mVM2LFYiVh8j/aHaGMhcYWxFTiLvhJGdZzoCRYVoSqYw0AvCbkrdFoQwILSZbPZ4FXBDCAbu6OjA2CN2/l8PvYYEup3CoUCjcHAwIDP55ubm1tdXQ0Gg3q9fmpqKhAIeDweiAc092tkZMTpdE5MTECVhV0m4+Pjer3ebDZPTk5eunTJ7XYHAoHIyEjS/SQ9QrtGIpEOHDggEAgcDodYLMYqb5FIhJZcqVR6vV6VSgVPFBQO4D1ra2ujo6Ojo6MTExNjY2OjoqKwvru/v99gMGCwhtM3qGSEEGKCR6VSIRAWCoVIGlOr1cFgcHNz8/Lly16vVyKRDAwMYF6nVCqRdQ21P4Ia3G633++3Wq34UyKqXK1Wg1uQSCQMBgN/VgqFIhQKsRtmZmZmeXnZYrHweDz0xUBtlUo1ODhIo9FaW1uR+SASidxu9+Tk5NzcXCAQMJlMFy5ceP/993/5y192dnbiTYiFlfC8fU3WcYex9StYeOPCebVt27bdu3cDHfLy8l577bX33nvv8uXLPp8vdB4ikUiGh4d1Oh1WA4CUNBgMyA2ACwsDLoySIW6FexVKVWSsQGaEDab5+fnwXMLfCZEsWl0cY3E4RYCeTCZD30RoD8AqgHXt6Ojg8XiQAaDthcueQqFwuVwsc/X7/VNTU3a7HQsK5+bmfD7fxMSE1WpFPDaeIM7IRqMRea9+vx8/43Q6IcMKBALnz5/PzMwkkUgwdIbmtx49enRwcNBut4vFYh6PB3oagz42m+10On0+H51OLy0traqqampqolAoAoGgs7MzPj4+KioqMTExISEhJiYmJSWlqqqKxWKZTCZkIZrNZqlUCsDCAhuALLgRJpOJPlSlUmEttsfjQXQO/mr9/f18Ph9NPXYKIC4AdjWLxQI9AKhnyNGQWTMyMgJclsvlAwMDWETmdrtnZ2ddLhcCB7DRAKoDBEgODg4i1QwSMbFY7HQ6z58/HwwGTSaTyWR69tln//CHP/zsZz+rqqrCq4elW1ua1jAnEK4vWREcK2H33rVr18zMzPvvv3/jxg2fz2e32xGKPDo6inmIUqnEF9j/IZfLoXYkLFIN9ws51hUVFQhXRZgTUDUnJycnJwfwiuCSlJSU5ORk7KdKT08vLy9va2uDuYsYZ2HHFA7XfX190MNiStbf348lJVBZSSQScA4QA9HpdCwRMJvNBoMBWwbcbvfS0tLq6urCwoLP54OJAD0aelK32w07lsPhmJycdLvd4+PjHo9namrq+eefDwQCq6urHA4HdOG2+9sHSCTSzp07T58+LRKJPB6PQqHgcrkikQhxqxj4KJXK2dlZh8PR0tJSXFzc3t4OGz6NRsvKykLCQGpqalZWVnFxcVtbGx681WqVyWQymWxgYKCzs5PYFdbc3AxShUqlQuePDAeI+bHcAVQyorzQI4NmHRkZUSqVRqPRarXir0nsMkAgJO5Eq9VOTExgmGm1WgHKWq3W5XJ5PJ7R0dGBgQFwDphAYr8sxBXIVOzs7Kyurm5oaJBKpR6PB+kT2Di7sLDw4Ycfvv7660lJSaT7oVkIbyTeqGFsDdeXr/AOht17+/bt/f399+7de/XVVyH89Pl8aHnwOcSUGcdJpVLJ4/FaWloQkhIa8VdbW4t4/LKyMkBqUVFRcXExDPLFxcU5OTnYuJeTk5OZmQlITUlJQSebnp6O3dH5+fn19fWYZSGBCdOSgYEBPp+PzhTSAkSXEktMBQJBT09Pe3s7MUMTCoXYV4rsFa1W6/P5VlZWlpaWFhcX/X4/riI2m83lcs3MzMzMzOAMbrFYcHWBEM3j8czMzNy8eRNEgcfjAeW6LWRT1rZt206ePMnj8fx+/8jICOAGGIfRFpvN1uv1wWBQKBQiygsLY5hMZnl5OZ57SUkJQrzYbDbm7AaDATMxmC/odDrMFE1NTUSQGJ/PBykMTEf0KjpZrVaLIRiFQoEAgCBAxsfHEbbA4XBw3QLxzWazsTrMbDYvLy9fvnx5fX19bm4O8Iopn81m0+v16FsRcYADDQIZwMULhUKs/Kqvr6dQKBqNxufzTU9PG43GgYEBqVS6ubn5xz/+cXNz84knniCFuLa+ekj6YIWx9StYD3rha2pqfvjDH7711luzs7PBYDAYDAJfcPaHTwlaesydW1tb0YzAWkqoShGcCoF6VVVVeXk50boi0Brao6ysrKysLAJYMzIysrOzc3NzMzMz8QOpqak5OTnNzc0wueLYK5FIID7FQB8+Sx6Pp1KpTCaT3+83GAzYu0esksYMB7uwnE5nIBAYGxubm5tbWlqCuHVqagppLA6Hw+12B4NBkCFoY00m09jYGHYXTk5Ozs7OXr16FTmEwWCwubl5ixKeRCIdOXKkpaUFyYSgBdDy46QMub7X6/V4PAMDA+3t7diz0N/f39DQACMW0qm7urrQdCNZHIutYIVAn4jjNuZ7fX19XC4XeYkCgQAUAZhxLpeL+RUgGJ0+ZBhIsQkEAgaDgdjZhSSH7u5uiURiNBptNtvq6urm5ubGxsb8/DymfIiRtVgsLpfLZDKJRCKEEkAqi6WKSCEAY0Os6RUIBGazORAITE9PwyNnNptfeeWVP/zhD36/H/BKCs+ywvWlLiInf/fu3bm5ubdu3frpT3+6vLwMBPF6vdglBbu9xWLx+XyXLl1aWVlRKBRtbW34kEOuD1cV7E/AVqSpVldXl5WVQQOfn5+fmZkJGM3JycnNzc3Ozga2ZmRk5OXl4XZQByUlJYWFhVlZWSkpKW1tbTha4thrMBimpqYgn8KWQ2zcs1qta2trNpuNRqNB9cnhcHBEtdlsyLtCx2Q2m5eWlmZnZ/1+/+zsLJZ6gXO02+0ulwtpXsS+KTADcMfOz8+vrKyoVCqpVDo5OSmXywEH2+4XiUTav39/Wloa4Fgul2M5CrElDMS0yWRaWloaHx8fHBwEjCLcC84I2KvwChNptlQqtb29HVsYent7IddHQXMKTTGoahCgkHAwmUxMCGHZgC8ArjmFQoEplt1uxxEBJiuoMoRCocvlcrvdMzMziF+wWCww0WJQOTY2FgwGES2GDhfsyuDgYHd3N54FAa/g3+l0ukgkAv09Pz/vcDhMJpPP5/vRj370xz/+0Wq1fvOb39wSfxPmBML1RawtqfihS0mJNS319fVvvPHGT3/6042NjdnZWSwixUEYi630ej3mGGtra8899xxySBEtiog/kADIq0aviuM//kUVFhaiLU1PTyfgFclPubm5xcXFmZmZwFYwsKBl09PTs7OzGQwGEkOwhg9qqmAwuLi4OD09bTAYpFKp3W6/evXq+Pg4YAWz7LGxMYfDEQwGwZ8Gg0G/36/X62EZwA4SnIjRoGHlDGbliKdB94qDM646c3Nz2K6IcMXjx4+T7q8hIEDh6aefViqVExMTKpVKIBBAjgavPZpQsVg8NTU1OztrMBhYLBaNRoNuCaoscNZgWhCY0Hy/EPfV09MDllkulwOw+Hw+aOje3l6og0FHEFtziLaUwWCAWOjt7YVpCvwyFFRqtVqtViOxUCgUgh3CwAoXCSjtOByORCKx2+1TU1OwJzgcDqgpBgYG0LGCgoDFg8vlQpsF1TMeP9htHBeWl5ffeeed//iP/1hcXIyIiMC7d4vc9c8OuL7UFcbWL3ft3bsXW/OIyVVoXkZvb+/3vve9n//85+vr6/ggIUZapVJBCzk4OIiWikwma7XajY0NhUKBkz6xeZTYYo0VTyUlJRhbhaoCAKbAU3ACuDErKys7OxswmpaWRiAvEbiXlpZGJpMVCoVIJIJmnsfjYXEAArnBCy8uLr744ouBQAB6UoVCASgEf+r1ei0WC+wPCoUCHevExAQ0WASGIjcAk32FQjEyMqLX651OJ8Yv6ODW1tYsFotGo5mZmbl161ZHR8fBgwe3b98O0QWxO7qoqGh5edlut0MNhrYRJ3dgt9lsXl9fX11dBdcJtpRKpRJrrKBRQ5otDgdI/yKTyVg+CCYEoY5IS4EcDb6pwcFBWMIgK8ZYj81mw2UAwwLkBBMTE0jvxtPXaDTYVCaRSEANuVwujUYDdhtZkXw+X6vVYp+jw+FAEqNarZZKpXDBsdlszLjA8AoEAmyXwQWmr6+PTCa3t7dLJBLsLpufn19dXf3Rj370P//zP8899xyuWNi1tWPHDsy4iJf3K1NhbP0SF1rUvXv3QkKINhZv0AMHDshksvfee++dd95ZXV31+Xxutxs6VqlUSmxpptFo9fX1paWleXl5vb29c3NzJpMJCwGxqrr0fqFLLSgoIOZUGRkZ+Dc9PT09PR0tal5eHn4gOzs7PT095X4RggE0sNh4Cjiuq6tDr4QlUW1tbYBXKNsDgYDX693Y2HjllVcWFxf1ej1irWdnZ1dWVubm5mZnZz0ej9FoBIsqkUi8Xu/c3BykuxjIoEOH/gHbTEdHRzFh93g8gUAAvbzf79/c3HQ6nTKZzOFwwL2m1+sLCwt3796N69aePXtIJNIjjzwyPj7u9/uxyqw4gwAAIABJREFUwgCNJJvNRjAgGFjY3jY3N6empvAYILFCWweXMAKqCc8bqGTMmpDXBU8UZmVCoRCGC4z7uVwuciCRvYBQXRz84VqGFc3hcCgUCqFQCLmVRqMRi8WQNPj9fgzxlEolFmrhXSGTySBWwypZuL9gQuNwODweDxYyNMv4Fso8BoMB2GUwGKDsIeBdWFiYn5+fn5+/e/fub37zm1dffbWoqIhgBogB1xYJAelL3sCGsfXLXaHHVUJudeTIEbfb/c///M8//OEPNzY2IPMEG4hwACyw6+npIZPJZWVlhYWFmF8bDIaJiYm2tjbciOVOQNW8vDzM/dPS0pA9mpSUBHEVcBNwmZmZidY1NTU1+U8rJSUlKSkpISEhKSkJCfxYcFJZWYmeCyhfXV0NcMHaFShGL1y4cPv27eXlZafTaTQa7XY7ZABTU1Pz8/NoTpHTyufzXS7X/Py8x+OxWCwYMSGiRa/Xox222+16vV6tVuv1erABUMX6/f6rV6+i0fN4PFi7AIYhJycHFy2i26qoqFhaWhobG4OlAo2kSCQCwYJH7vf7b9y48fLLL1+9enVubk6r1cLLPzQ0BPEDAAuHeoAs2AA+nw+Aw/ECmlZ03NB7IeGho6Ojra0NRgxEBWLkJRKJNBrNxMQEwFGv12N9AMwXCGC12WxTU1N47vACiMViNN1YgDY2NoaL08jICJ/PR9QZ6ALCm8BiseRyOX4AuA8qHCQDwiTZbLbf719fX5+YmPD5fG+88cYf//jH733ve2QyGZkDsLeEGreICmNruD632hayi5REIm3fvv2RRx7xeDy///3vv//976+treHchwMd7E84NmLrcmFhYWFhIdrSvLw8Nps9OTnZ399fUlKCpjI/P58Qq6LxhDwzPT0dcAlgBc4SXyNnDz+AXSbx94vIiMJ2k+zs7KKiIgRvYztpeXk5xPMILUUw69ra2vXr1+fn5+12u9ls9ng8GxsbS0tL2NUKDMW5lcPh2O12GHnRp0Mtj3XQMzMzCwsLgUAAsKXX67GuxmKxjI+P+3y+zc3NycnJkZER+Iv4fL5IJJqcnAwEArGxsaF6rAMHDkCTIJVKicwEoVBoMpmQ1e12u+12+/nz51966aWf/OQnd+/eRSwh6AiDwYDNiQhP6e/vHxwchIODiA2EiBVaAtwCegHRAaBNETOGzAHCmSoQCIxGIyJULly4YLFYWCwW1KxardZsNjscDp/P5/V6saGLiPIymUzDw8OEchabZUUi0cDAAAjxvr4+gC9saTKZDBNRxNYgfQK6NELS0NfXp9Vq5+fn5+bmJicn/X7/lStXPvzww9/+9rd6vf7RRx8l3swP+rXC2Bquz61ACxCHqUOHDrnd7g8//PDtt99eX19HQgcSrbDsCA0OlUpFk0gIVAsKCgoLC1taWuAOQjA+DvhAUhzt09LSQAIQ+qrk5OS4uLiYmJi4uDho49GcYpcJlkcR/zUxMRFNK4A4IyMjLS2tsLCws7MTJ8qenp6mpibIaUtKSqqrq+l0ulqtnp6evnbtGkKbxsfHA4HA+vo6sNXn8yHdCrEAXC7X4XBg9u1yuYxGo1qtRkSLxWIJBoNzc3Nerxe7FKExAC4j3nRpaWl5eRn0AlpLNps9ODi4vr7O5/O/8Y1vkO5vgSWRSAkJCTMzMy6XCykKsNiD0EBnffHixdXV1du3b//iF7+4d+/epUuXcAzHnq7R0VH0g5i2C4VCiJYwmgePCVMcgnQRWCOVSnGpwGOj0WjwE+PXYQgeHBw0m83BYHBlZWVjYwOcr0KhQBy4yWQCXYCEMEKlC3Ma3i1SqZSwO+M+0aXS6XSlUom4cblcDu0adFr4AYhesZsStmYEQYDAxejM7XZvbm5++OGH//u//+twOACvWxKFvgIVxtYvd+3ZswfuABKJtG/fPqPR+NFHH8HViiG7UqnE2isMkQGvLS0taFQLCwvLysoKCgrS09PhTwUx19jYCB0VRv+EtwrACgBFJSQkREdHR0ZGwi8fFxdH3E40qtHR0fHx8Why0cOie01MTIyMjExNTe3p6RkeHsaxl81md3Z2NjY2VlRUFBYW1tXVcblcfBpXV1cxp1pcXFxeXl5aWpqZmcEqF/RcIyMjAwMDLpcL6qtAIGC320HdAkYx4MJcy2KxwO0KQ5ff7/d4PD6f7/LlyzMzM9i3CucVlsHYbLbs7GwcFAhJBpfLXVhYGB4eRugXUmUBJfPz81euXLl8+fKdO3d+9atf/e53v3v99devXbu2sbGBdtLn88nlckT2tbW1sVgsGB/QViPuGutpkU+GLVjDw8PEznBIgOFNgDoY+dYikQiLb6GUgP5fIpFAywx5A5RVarUa2gClUglZHuhjRMqiRR0eHgYRAWUCZFX4YYg0hoaGkFgGmMbFu6urC4IwYmEaWA6n04nL3vLy8gcffPDf//3fOp0OOuIwtobri1KE3Grbtm2PPfaY3W7//e9///7771+8eBFCTr1ej5UtSEWBwaaurg7yUkyfcPDPzMyEb6qtrW10dJRCoWDihOE+wajiC5ji0YeiM42Ojo6JiYmNjY2NjY2LiwOqom8lvgBFEB8fjzY2JiYmOjr6zJkzcXFxnZ2der0exv/BwUF4bQnWorOzU6fTLS4uLi0tTU1NLS8vLy8vQ4u6sLDgcrm0Wi3MnQhj9fv9wWCQCH/COhOXy2W1Wq1WK4BVq9XiQw5xK86qcH9i+4DBYIBuFPlSPB7P6/XKZDIsKyS0bqdPn7bZbJOTk0KhUC6XI8eay+VCNQz1wurq6re//e2333775Zdfvnbt2pUrV65du3bnzp3r16+73e6BgQE4zeh0uk6nm5ubg4Yfex/AFANb+Xw+Hg+x/otYuoMmd2hoiMfjwb+A64HJZFKr1VwuFzwvYeLC0lZsaUSkC1IIdDodSADQFEKhkEiZQHqWSqUCh4u1hljABVMy4JjL5RICW2RrEQUO3Wg0BgIBdK8LCwu/+c1v/v3f/72zs/PPil6/1BXG1i9QfdxbKhRDH4y62LFjR0pKytWrVz/66KO7d+/OzMyA6UNSHFQB6Di6urqqqqpw0odAtbCwMC8vr7S0FNRnWlpaSUmJSCSi0+k5OTkARCAsxlNoObERGtMqIGx8fDwIAXwNPMVP4vb4+HjALlKgYmJiiB9ITk5ubGwE1QjpAg6/XC63tbW1qKioublZLpdjoD85Obm8vAzmDt0rdJcYRiFFcGpqCoEJRH6g3W4nthNiiQvEm9PT016vF2Iv4Oz4+Pj169dfeOEFp9OJJDD4PhGzPz09rdFozpw5EwoEAwMDZrNZIBAggg+jM7VajbkTbtdqtXNzc9evX19YWPB4PADca9euzc7ODg0NcTgcHCkMBsP8/HwwGBwbG8MIC5Qx4q4hKsDoDNMzSAWQXIOjN6hYlFKpHB0d5XK5nZ2dkNmyWCwQuEhHBJIiBQZEsE6nQ5otLsa4E/AqyJx0uVywuuGcgfgu8Ph4eAhTh54Xaehw/SJZDW9FpVI5Pj5uNBoNBsOVK1f++7//+8UXX4yJiSFeUkKd/Xf7qP0jKoytX6wKDWEjEu937dpFBAhBGEDIrfft28dkMn/wgx/8y7/8ywsvvDA1NeVyuex2Ow7IwFbsmGtqasL0H9hKqFMJpSoYgLy8PMhxiouLCYIVVAA61sTERKJ7RfsJ0EQnm5ycnJCQEBkZGRkZCWiOjY2NiIjANmkiYS82NpbY1peZmYl8AETBdnZ2SiQSMJ4UCqWysrKvr89isSA2EIYfRKwi7MputyMhHwd/i8UyOzs7Pz8/MTEB4wCyBN1ut8lkAjNrs9l8Ph+cFC6Xy2azQeYJ1dGtW7du376Nxh8WTzSkOKEjYTomJoawbMTHx2N1Y3t7O3pGIAtMqOjgent75XL56uoq9uiga15cXLx48aLP5xsZGUHb63a7IX7AiGloaAiiMaivYM0ijPzwszGZTOyIJPa4ENFlcrlcKBRiFwt8WegcJRIJdAigCDDTR8YVgBU9r1ar1el0Go1Gp9Nhf5pKpULSGKhYvMGQQAhlGIZp8DEj5ww9LOweYBvodDqmlDqdDnsf3nrrrd/97ndut/vQoUPEBwFvcigHvqRtbBhbv1hFfGJJ9zUAoUqAUGvAvn37UlNT19bWfvnLX7777rtXrlzx+XzInYMfH/0OhUJpbGysrq4uLi6GjB/GU6hQUdnZ2Xl5eRD8Z2VllZWVtbe3l5SUEE0reFJMopKTk9PT07FlD8d/yKoQnYdbYmNjQ78GFYsbwcyCJTh37tzZs2dLSkqwmrCvrw/dmU6nm5mZCQaDSL1SKBSzs7PIZkVhNRZA1mAwDA0NYVpls9kmJiYuXrz43HPPBYNBmDgVCgUm4zCh2Ww2qAvQtOI6hHN9IBCYn5+/du3azZs3A4EA2lhiGxWfzwdvKJFI2traHnvsMRKJtH379gMHDqDlRJQtOkRwoEiexYmYyWTieaEnxSI/iOohk7JarUtLS5ubm7Ozs+goAZTDw8No+gCvsNgig5XH46FbxEAMCSxGo1GhUECCiogWOLsAr8BlGNtAXms0GlzYsLMAxgoIY0EpAKz5fL5Op4MRGeBLdNxMJhOeNCzrJmZf2ASDlwILYiGDxX4aFouF9JnNzc3f/va3b7/9dmlpKTEnJN3XvZLuGw4/j4/j31RhbP0CVWicHQGppPvX8Iceegjy1T179jz66KNcLvfdd9/93e9+d/fuXQRdX7x48cKFC9PT0zabDXGoLS0tWC6SnZ0Ni1RBQQFyVQhsRTgTfiA/Px8+1MrKyry8PEJlhR4TzSkGWTjdJyUlAXxTUlKArRhbEVALSAXCnjt37ty5c0jdxw7UyMjIuLi48vLyhoYGMplMo9EQ/2yxWDBWAjkI0FldXcWNk5OTyJNGwCgWu+r1eoyzPB7P888//9prry0sLGi1WsiJxsbGQAiMj48Dps+fPw9pp8ViQdQAjF4rKysrKyvPPvvs2toaFogBLBAAiEg9BoMhkUiKi4uR90wikSorK00mE47SOKfDGUXsaEAyAJ/P9/l8EPNjNYvD4UBcLFxzKysrm5ubwWBQo9Ggy8PpHoQJQloFAgFm9JBhAcexoAH+KJzrZTJZqGwL0Vn4Gvc2OTn53HPPLS8vy2QynFSwkgD8APhiRF4BqQcGBkAfw4gBkQPyHplMJjgT7NdC6CK2IhLxMZhowfWAUAikvkJR973vfe/3v/+9x+PZsgaGWEscxtZw/U1FYCthByD6VkJW/c1vfrOurm5jY+MXv/jFr3/961dffXV9fR1zHp/Pp9FoEFXX2NiIldQATQiqCB4AYAqjKmgBEALZ2dmAzqyQgjCAkE8RgyyCBCCmW+hhMa2KiYkB8RoVFRUREXHmzJmzZ88ieB/ug8zMTHALxcXF9fX1wNbR0VGv14uYD4R2q9Vqr9eLZS3QJ6HQczmdTqzFBtMKwNrc3Hz99ddXV1dxmFWpVLAbuN3uubk5XIGQsgrHARHjMjMz8//Ye8/ouMsz71+QQBJIchJSyJIEEhaDCzbGBWMbF/Xei9UlS5ZsFas3q/c66mU0o+ma0VSNRhr1LhdsbGOwSQIJ2YSEF8vZbM6Gs3tynpf/F5/D/Z91smSf5yEPzkb3Cx/ZGqvMzO/6Xdf3+ha9Xj82NmY0Gh0Oh0wma2hooKhRqhir4QhnZWU9/fTTkN6feOKJoKCgnp6enp4eHs/QTcYfPSNFtqGhAaUTUivCu4aHhzUaDXGB4MLUTZhzuNUgImDvBFsZ/T78BFpjInlYc5WVlXFXYFQ/f/48eEVJSQk+NWNjY8vLy2q1Gu8VsmfAYYEUgGvpW6mtQC74t1ZWVtKBIhYoKChgJgA0p1/GOwYpMHa9PC04E4aGhp47d66urq67u9tut//iF7+4ffv2jh07KKkivfxPPQn/ViCC7dr6YJ2HXQ5/FWqrhx9++B//8R87Ozvfe++9t9566/Lly1arldEV2vy5c+dCQ0P9/Py8vLxc/ard3d3pVU+ePHnikwNDQBTc48ePC33qyy+/jP6KxhYWKv0pLerLL7/MI0XBBRagBL/44os7d+5kW7Vv376dO3c+88wzzzzzzHPPPQcaQN+Kiys50vgVpKSkSCQSk8lktVr7+vrgsdNhyWSy3t5egI66ujo2WtRHelKJRFJXV0ftwOJ6fHy8qakJJVJTU1NfX59KpTKbzVNTU1qtFlYmXw0jV7LENRqNXC43Go3z8/NKpbK+vr6qqopykJ+fTxogHVlRUZG7u7vIg/rGN74RExPT2to6PDysUqlGRkba29vxSYAiirsrebRyuRxeLVJdiovVah0dHe3o6KitraWO4/zCV6BcUihZ5TOPI5RCeguFoKqqivKKgQAlGO0APT42NwMDA2azWSqVkrwNgCtuCYTpCuwVRV9TUxOujPX19cXFxampqTExMYi1SktLW1pampqakHgRHgHxVjh1ZWVlkXQAwgupGdcbhUJx+fLlDz/8MCMjwxUHEK2ruEBcQbMH/GzX1gfouIL3QhTw6KOPurm5ffGLXwwMDJyenr5169bKysrk5CRaT1IDiBUJDg728fEJCgrCmAqtqnCwRsOKRsC1e6WBPXbsGCRWdKuvvvrqyy+/jIAVGhY2Kyy1BCVLMLQorHBXxWoLbtauXbueffbZZ599dseOHS+88ALEgIMHDx47dky4Frz22mu+vr6owmw2m06nwyiE8opoSkSz1NXVjY2NWSwWuVyOTIuuk5JUXFzc3Nys0+k0Gg3ughRfmUxGYbXb7cSGt7a20oK1tra2tLRIJBKZTDY+Pq7T6cxm88rKik6no7ZiYJqdnU2cLcJ/YMRvfetbbp9stB977LHvfe97p0+fvnDhwtDQED8D/tzi56+oqECsJZPJ4PCTZO50Om/durW0tNTX10fmFVBAcXExgld+Ego0FZZFFrxR8sDhlrFoorZCwIIgxfZJxGR1dHSIjADqMjGx0BvIlwXYJWILw2zKa01NDSblUVFRiYmJQLHkcYnI2MTERBpVflpyuWtra4GSL168SH5aQUFBa2vr0NDQwsLCu+++63Q6cXLh/KnDwN/Q2a6tD9YRt2WBDLi5uX31q189f/783NzclStXpqamiIZmruR6EG7Wvr6+/v7+uKtQWLGtoj9F4UqXKkZ+CiiAAIIrPnvo0CHwBKqqKK+Cj4U3K6O9KxkLgJWP9+zZA+Nq7969L7zwwo9//OOdO3ceOHDg2LFjuESHhIT4+fkFBAQkJydXVlbib4K7FdUTpg4lsqGhASqrSqVCHAGntampSSKRNDY2isiTkZERnU6HXQt2JBqNxmazTU5Oms1mgFoQWHCG1tbWnp4e5F5Go1Gv16+urk5OTjY3NwvRJ7FdrONjY2PDwsKKior279/PbCGaKTxzv/Od7xw+fBiUY2BgwGAwmM1mg8Egk8lGRkbUavXExIRUKu3v78dI22w2X7lyZWNjQyaT1dbWMpUDrXZ2dra3t9fX15eVleFThVQMDhYWf0zWEJtoPIWzAf7Z2KryBPIrc8fq7u4mFU0EbQFHoDRhPUXKC8hJY2Mjbo05OTmE7LKSQnCFRTf7K5xfysrKYCwIKW1JSQnOAyIgvaSkpL+/32KxXLt2jdaVtz19xt9ucOF2bX2AjiuDlR7Wzc3tm9/8ZlFR0cbGxsLCArBjd3c3vQPhcSkpKVh/BgUF4Vft/smhUcVZFed/ZnxsAKmY4lMnT56kS+Wv4mEU32PHjglLAYZ6mtbDhw/DuxLAK00rhZUelk/t2rXr6aeffv755w8fPuzr60t4ichiqq6uJube6XQaDAa5XD4zM8OvTBHs6uoimgWWldlsprGlmSXuid6N2FG+CMSJ0dHRiYkJq9Wq0+lEjhbaU9QEra2tfX19o6OjBoNBq9WOj4+vra05nc7m5mYWWSUlJZj2s5lJSEgICwvLzc1NSkr6xje+4ebiRurmoi969NFHv/zlL3//+98/fvx4YGAgnjje3t5paWl9fX3z8/MOhwNCq1qthldrsVhGRkZaW1vBIpqamugu6+vrea0vXLhAAAHALq0rQTIajaa+vh4CP8s0wISqqipYX0RPdnV1SSSSlpYWun52X3BpKc3s4jIyMrAggCBMzk19fX1HRwfSBmjIJSUlvb29KpWqu7sbIFUIsYT0C/SjvLxcWLrQdLPUysrKqq+vHxgYsNvtv/71r9fW1n74wx+6fbLCvQ8E+Bvy0t6urQ/WoaQKgJXU683NTaBVVtstLS0NDQ1FRUVUVbyWg4KCXM2rxOCPIoDt/4kTJ7BSxURV5K+ACWBzBcWKkkpVFRaCYq8FPQBuAISBffv2gQwIhwGory+88AL7K8gGzz777Pe///2XXnopOjqajhulEPOpQqFgiTQ9Pa1UKjUazfLy8sLCwsDAABIglE74PaPtQfWPUp7mjou5p6dnYmIC+qpMJjMYDEajEU9CmUwmk8mGh4d7e3vxEGDUJYsQ0qtOp1tZWZmbm2tpaSksLKQ8UU1w8zt79mx4eHhcXNzFixf37NkjwHFX3xzXwzZSaEAeffTRH/zgBw0NDXfu3FlfXzeZTBaLxel0Tk9PI5M1GAw9PT1VVVWtra0ymQw/moKCAjbyhFZhlggZq6urS6fTqdXq6upqYsmRn4KxNjY2wvBFUiWRSMQSD8/GixcvEvFSX1+PLSzpAyi7CCLjpl5eXk6ITmFhIUM94tqOjg7gYBrqoqIi9oq1tbXYvuCxjXZWMCjS0tLi4uIg7dbU1AwODi4uLv7Lv/xLUVERFlmcv9HWdbu2PkBHvIHEkjQ6Onp2dtZoNJLESe9GqBGeALjWR0RE+Pv7wwo4ceIEloBCzIpzlXBWZZDH3UoUVoGlUm1FqT106BCFFVxV9KrgAEJbBe9KiLVgCAjeFWytgwcP7ty589lnnz1y5EhcXBxNTXNzMwt6rVarUqn0er3FYmF27uvr0+l0s7OzGo2GIsjID7mVIFKmVAZV0gdATgcHBycnJ6HEKpVKFl8DAwMDAwN0skja+RgHE5lMplKppFKpXC43m82bm5ubm5sDAwNlZWW1tbWkRsOmYjMTFRUVEhJSWVl5/Phx7oWc+3YvnwIX7t27VyKRLC4uOp3O1dXV1dVVu90+MTFBqcXwu6urCykEnjsw/ImthRxK6Jkw9ML6j94WCJU0LXBq8he4N4Myo/ui5KH1AmmlOpNmiGkWJNz8/HwkHvh+sZ5iPyZWYSUlJUTSYjZWWFjIC839CRwA1gStKxq88vJy6B/37t2D6wpJwBVv+ds627X1wTquQ9DBgwdnZmamp6dJZ2Iixs8tKSmJdX9cXFxiYmJQUBDWKjBYKbKM9oK4Csx64sQJ6ibtrXC6EnGBkAd4DDM+lCkEr/v37xd2LZAEXF0E6ViFtwDsK1ZY+/btQ/Tl7e0dFRV1/vz5xsZGbhiDg4Mmk8lms6nVarlcrlQqkfZDnIJwSoBgc3Mza32cSWUyGeWVtCsoogqFQq1W63S6hYWFyclJk8lkMBgUCgWSChZfhLiAw1JkR0dHzWbzxMQERjDT09NXr169ffu2RqOB41VRUQG4efbsWZL+4uLioqOja2trjx496lpARX963ysr+llXCnNoaCg3FafTeeXKFafTaTQaLRaL1WrlZ+7q6kKb29bWxvafMtrS0kL9wou2rKwMuy8kBjk5OZCxBD+BUkvSBMa4dPokvoiVFypVqLIItxAEKxSKkZGRiooKqFQoWWEycO9B/Eo1LywspMKykSssLKysrES6RnxvXFwc5AE8wkXYAeQwk8n0hz/8wWq1os64r2ndxgS2z//hEVqUr371qx0dHQsLCxQCkDLiRpKTkz08PI4ePQonNDo62sPDgwaT6im0ALSoQuEK7em1114DVBVsAddwVjH+08nSooptlaC4YssiHFopryhcIWAhx9q5c+fzzz+/a9euQ4cO+fj4xMXF5eXlsU4hhxXVv91un52dNRgM5CPQlrKbIhFkeHgYmhQM0JGRERpMJlxMlykBU1NT+KGsra1NT0/zMcsrFJb4tmDLQjsmk8kYyY1Go0ajgYB15cqVe/fumc1mzKRxnIJzWl5eLubfsrKyXbt2ifXjfbK6+z52vXGSX3Dw4EEaQ4VCsbq6urKyMj09vby8PDc3p9FoaF37+voGBwdbW1uF+yoOKbBuYeACjJLJiOSU6sbenzpbUVEBPpuenl5WVoZTuE6nGx0dbWpqKigoQKJaUFBQU1PDfo/bOe1kf38/zTvPQ1ZWFjUaATG8i0uXLvGA3NxchGHCqJA1F07egAAs6xAsEA+DPePw8PCbb7758ccfBwQEuD6xn8v1+H9ztmvrA3q8vb2dTifVh7rArqagoCAgIGDfvn0eHh6ZmZkJCQleXl6nTp0SvacwuBJGVhRc2AIsrOBa0aJSUkUlpRV1jRQ8cuQIsz8jv5C07t+/H5MBAAEQVUG94jHPP/88tfXgwYP+/v7JyclFRUWk1FEc6cumpqZmZ2etVisBtAiWEFw2NTVBO+XyBhjp7OwkCYp/wV6gq6sLKAAfv6WlpcXFxZmZGbPZjI8txaK7u7u3t5f/Ozw8TKws3Cy1Wg0uMT8/v7W19fbbb09PTzN94/RM08fqvLS0tLOzMycn54knnnD7pI0SwOt9r6YoDfhCuH1C23riiSdycnLYLGm12sXFxdXV1Rs3bqyurur1eplMhtMrN1eek9bWVrx4WEDRqxYXF7e2tkokEvwDiYAVzSCYKS0tk3hRUVFDQ8PQ0JBGo8EwsKKiQthcjY+Pk0aOkyFGtxi/skSF1gbvSiqVSqXS9vb22tpaXGCEzwsu4PBnCbKNjY3NzMyk3IuaC1BADBfIgMVi+fd///ehoSHow3+jNKzt2vpgHbFurqqqslqt9Gi8j9FfxsXF0SrGxsbm5OQEBAS4dqOie6VLpUQKjQCrLQquiA5B5aYEAAAgAElEQVQU7argWok/ARaOHDkCoYrOVOiveMDLL7+M8cqhQ4eop7t376aeQsB68cUXDx8+7O/vT05UYWFhY2MjLlYajYYVuc1mm56etlqtvb29GCzB+KFVVygUk5OThNNAGKqsrMRDhKeF1h71KgRV0llYu/NdsG6hSaSwcoaGhtRqNSbWw8PD+BNOT08vLi5eu3bN6XRi8FpVVcV6hzBUjAQlEkleXh48AVcDnT/burq52D+70ja9vb3JpOnt7XU4HGtrazdu3FheXjaZTGSeA4BggNDW1lZTUyNqHNsnDFtbW1uJHIc5gI91QUEB1NfKykq0/DgBkjrT3d09ODhIZcdsoa+vz2AwWCyW3t5eJAbo2fr7+6mn7AB5lkBXMBuDtEBLiwCsvLwcPhwB6VCDs7KyRBONL0xeXh6rLeTC2dnZtbW1JpPp5z//+c9+9rMdO3a4/bkI2L8JBcF2bX2wDluRb33rWyMjI3q9Hlt73uU1NTWpqaleXl6HDx/28fEBIBMxq8ePH2fLf/ToUdgCVEzAVh722muvvfLKKy+99NLRo0c9PT15DDArtZVGFZRAEAPAAcTyioOy4MiRI3SpSLn279+/a9eunTt3AhdQ1j08PPz9/VNSUrKzsy9evAgTc3BwUKPRkB1AXCtM+/b2dpgDEKfg/UxMTGxsbMzMzOBBxX6GbTW8enxbSHWdmJiQy+UdHR1ardZut4+PjyuVSgoTpq7UU9Hq9vX1YZhCa8y+a2pqamZmZmVlxel0wgAtLy+H2MQOJzY2Ni4urrS0tLKy8tlnn3VzAXPuQwbEEY2tqLC81jt27GCyHh4etlqttMxOp1Ov14+PjwsQGXJYU1NTfn4+Zauqqgo/BHK6YFNhgk55zc7OrqqqwrBGuB2ysCJQq/mTAww9MDCgUCi0Wq1SqaRLHRkZ0Wq1ExMTCoWCPRjPz9DQUE9PDzxZfMgAdjFkEYbiqBLgA8DJpZPFo6C6uhqKAugKYwFvEqVSeePGjT/+8Y9ZWVloZx78SvqnZ7u2fj7nPvRNXJBcda+++irhIlKpFIy1paUlPz8/IiLC09PT29ub6SkoKIimle7y0KFDoAGnT58WG6oTJ064u7uznjpx4gRLp1OnTvn7+wPaUk+psEJWILxd0LMCF2AgIByyhcJ13759ALjCtcDd3d3f3z88PDwmJoYsLKDJ+vr6oaEhrl6tVmsymVCXtbS0DA4Ojo6OYg7S3NysVqtJxJLJZEaj8dq1awsLCw0NDViNsImmaW1sbBweHsatRqVSzczM6HQ6PAkprGq1mmZWpVIB0cLBwu8VbqbRaMSWgZAY+ui5ubmpqSnSD5l2acpwbIiIiEhLS5NIJK+88oqrvc6nE4boWB9yyd16/PHHk5KSsBQA9l1bW7PZbCqVamxsDGdFpVJpsVh0Ol1NTQ0EUgolKyk6QbT8QAFsioqLizs6Ojo7O1GssgqDE81eHgptRUUFqa7iuwwPD0OiUCgUer2ejr62thY1F6g3NAAwiqamptLSUtEUZ2dnY1nb1tbGPYlqSz0VqQcgxVgNCHcu6mxra+vW1tbHH3+8uLj45JNPikvG7T+buj7gBXe7tn4ORwgEXGUCQjfp5uYWExNjNpstFotUKq2trW1qaqqoqIiPjw8ICAgJCYFpn5ycjKrVw8Pj5MmTDPJIXb28vMBJjx496u7u7uPj4+HhIdRW7u7uMTExkZGR7u7urpor0q2FEIuDbwC46qFDh06ePCngXQithw4dOnHiRGBgYGRkJE6dSHpycnJQSWKNykJGKpWqVCoSlTUajUwmQ09VXV2N+T/soq6uLr1ePz09bTabFQqFyWTa3NycmZlpaWlhPVJZWUlpAHCUSqVGo9FoNJpMpvn5eZPJRKaARqMhutloNNLDis4UE9WGhgZCYfm/Op1uZGREYALT09MTExMYvxIaiMN/cnJyVFRUaGhoYmJiW1ubv7+/cBUQJiN/9nV3ZbmKxz/22GM+Pj6EJOp0usXFxbW1NYfDgQW4RqNBIKtUKtnUI7qlemLmUllZCfMXRwX6xLy8POQYjAJAnGjMMjIyMMmuqKjAN7ampqarq4sQGhLXh4aGYGv09fXhNd7S0sLdCLIqVRU/3La2NtRW7P1JEYfmATcgOzsbVgMddG5uLuNLfX09Nq/8l7KyMjgY5eXlJpPpn/7pnz788MO9e/e6uThj/VnOwIN5tmvr53MefvjhL33pS9TTL33pS1xyDInf+MY3mpqa1tbWpqamurq6aFqzs7PDw8P9/f2DgoLIBA0KCiJGEB8WtFJ+fn5+fn4kCR45cgQnFHd3d0otRdPf3z8+Pj4sLIxlFzUUBIBeVfi6HjlyRCRgk3rt7+8fFxdHnpWXlxdds7+/f0xMTEpKCpAZcF5tbS3LJUZvtvPsjqA9YbNSU1PDNY8RNW1RX18fBH6lUjk2NjY1NbWysmIymVjgCHE9qgHCVsfHxw0Gg81mczqdExMT4Krj4+PYCRqNRpvNJpfLIXK1trbCvW9vb0dZYDabjUYjhrBqtXpubm5lZQUiFJaGkFtReUZHR0dFRUVFRRFFExQUJGqr26cS3cW/u1aKL3zhCwcOHCBVoaenR6/XT01NWSwWNA6oyHDY6uvrq6ysTE5OhniXmZmJKLajo6Orq4uQFfBNzFjJBWhra6uoqMCyGvEutCdErlhWc28D1e3v74csDLQKqEqMRV1dHY4EYCmsWLHQxuWWnVVeXh6IOWQG4mD5j8XFxbAIQMlpw1NTUzG0hYeA9EAqld68efPjjz+Ojo4WUhpx36IX2a6t2+fPn0ceeURoBB566CE2yF/84hdjYmJWVlaWlpZGRkYQz+BpHxQUFBwcHBISwlXt7e1NYXV3dz9+/Pi+fftee+015PmYWr366qv4SwmNACxXb2/vwMBAT09PQb0CNzh16hQVVphnu+Zmw3INCQnJycnBFwptUmBgYHBwcERERFxcnDCUKyoqqqmpgZ2O1wnOeKy8Wc2RAQV+WlFR0dbWxmehUkokks7Ozubm5r6+PtDPsbGx/v5+kdva2NhYV1fX2NiIVwBe2iqVihAtsFd6f/BcUrWbmppEuFZ3d7dcLodaazQaEcIODQ0ZjUZqq8lkGh0dlUql0D9TU1P5Hc+cOQO5NTY2tr293cPDg7ujK9766S+9qK18vG/fvoKCAixTCU0ZHR0dGhpSKpUTExNqtRphLiSK9PT0uLi4s2fP4oDV0tLS3d2N8LepqYn8q3PnzhH8B2bCBh9M88KFC0jLhHkgYVkUaAZ8BB3U+vr6enywgERoOcfGxqi8HR0dsGjhgbHrI52BeyfqOzFqEOtCKiK5h/S5eB2I9Jq8vDyJRLKxsfH73/++q6tLlCcx5Lk+gQ/s2a6tn+cRt1/uzF/5yleioqIsFsvW1tbY2Bg2JTU1NQQIhoSEhIeHR0ZGEibq6enp6+tLoACFLzQ0NCQkxN3dXZRIX19fX19fjAXACrAfpMgKWywvLy8fHx93d3f6VsBZ4XElsFRqa35+PhnO5eXlOTk5YkCOiIgAXaUt4hLCf56IaYyQqZhIyxlpCYYSq+qenh4gTmhD1dXVarVar9fDbEU6UVNTA/Wyt7dXLpdjdN3d3S2RSPr7++VyuVQq7evrm5iYIKJK0AOYaiUSCYYpFovFbrcTPkifqFAorFbrzMzM4uKiwWAghrq2thbfPIydoL5FRUVduHChs7Pz4MGDrKf+O52UK52I//X1r3/92LFjAQEBGRkZ7e3tPT09Yo8E1qlWq9lZqVSqwcHB/Px8CACYV1GS4LFSGdn1obyCStHQ0MDtkFgHhvSampqGhgbgAuixeC1Sx4eHh7VabU9PDw1pXl4etfX8+fNY6tDeUh+JQqDlpEyLyDIkbVVVVdxKaZxJJETlRVZCe3s7MTaFhYWodevr62dnZz/66KPFxUVXszG6EIGn/TWvzv/bs11bP7cjphs2oV/4whfCw8MnJyfn5+fxgWaaw88iIiIiLCwsPDw8NDQ0LCwsIiIiMDAwKCgoJCTk2LFjL774IpP+6dOnwUA9PT1DQkKCg4P9/Px8fHwostRQAFMvLy8/Pz++iKvJC+gtwlZsXAQr9ujRo/7+/mlpaWLqxyNZxEMR3QHudu7cOf4kKS8lJaWgoAB/EEJN0GWyZsElD/cZDJOIF8VUlKrKLqW6upoQPbGw5jKmz0UkOjo6Cr9CKpXOzc1ZLJbu7m6x42b3bbVanU7nwsLC1NSUQqFgHGajNTExAUqA+cD09LRUKsV/muSSgoICCPDgsP/wD//g5tKEfvoF7/oA7qlPPvkkt0MvL6/S0lIMurDdY/kml8v5ycfHx2Uy2aVLl+hYUZqStZWdnQ3ESQ8LL5ibE6s/vP6QbImwLMRdYDJlZWWk3fT29rIn7Ovrg08NnuBq8Do6OgpmLQoik35xcXFNTQ06N9retrY2/F5ramoAWzMzMxlrqqqq+NngOzc0NLAHw9etvLx8fHz83r17H374YUREBOAJVVU8e9u1dfvcf1xJAjQyjz76aGBg4MTExNTU1ODgIJMvO1Z6VdTrwcHBwcHBlNegoCBssBGbnjlzJioq6vDhwy+++CLAaHh4eEhISEBAQEBAADU0ICCAr+Dv7x8YGBgSEhIWFhYSEhIYGOjv708VpvIK2gCNLb4ER48e9fPzA+xD20M+FeWSrrOmpobokcTExKSkJFyZKbL4cXCxCWm82L/jlsSljj0KgS5YMrNxxpqkvLyczoirFxEXXCJWWMRrj42N9fb2Wq1Wi8UyNDTU19c3NjaGud/s7OzW1tbVq1eXl5f1ej1KsNHR0cnJSZvNptVq5XI50IRCoZibm5udnUUvT7cIsAgF6tSpU8wcwDt/Uf9+36ceeuih73znOyAwhw8fjoqKAqfmdgKmieqMZdfIyEhdXR1yJqb+mpoaGkaEp8gNampq4OTSZWdmZsIuoHKxvOJVY6MFlQ0TnLa2NqpweXk5GyoaWworztwymYy0VxgCZMTitlVfX88dDoQBGy2hPuDF5a4s3HiRRVy6dIlYQ+Cm3Nzcjo4Ou93+xz/+0W63f/vb33Zz0RP/V8LiB+ps19bP59xHxDlx4oRGo3E6nb29veQUYXcdFxeHe3RERERERAQ9JrUVn9ajR4/u3LnT09Pz3LlzgYGBDPIUViqmKKzUVgo0/0Kd9fHxOXXqlIeHBzZa6GUprHC54LqiSvDx8UFdg5wc7s7g4KDYLLNuys7OZp0NGxyJZG5uLk6gEBu5nulDMzMzGf+FEzOEIXg5lF0Un7RUPT09cFQZn5GEgr0iRrDb7TMzM6Ojo1qtllopl8tZdtlstvn5+Rs3bty4ccPhcIAz9PT0KBQKm81mt9t1Op1MJhsbGxsbG9NqtQ6HY2NjQyqVsv6inLW0tKjV6vz8fHHN81L+Nxcsrs0XtdXT0xOz8MzMTMz5qX3MzqTR4NElkUgo7kVFRSJepaysjOApbBmEwRVpLswQEPshw7GmRyPLehDxMfcwXi9IBSi7uLUApxYVFWHjgH9YSUkJEWesIsEl+BTNKfg4BZS0cwTHaBZQIdNBQyHIzs6GalJSUjI4OPirX/3q97//vaenJ/ewh1xSXrZr69/v+dOX3/VfxPbj+eef7+vrW1lZoYFqamrCKygpKSkwMNDLyys0NDQmJiY6Ojo8PDw4ODgsLIxh39PTk7xVfIh9fHw8PT0DAwOTk5NjY2Ndu1QAAV9fX79Pjo+PD48/deqUcCDEhAVTFdFMCQ+BI0eOYGIt4ktxkhcaVlDO1tbWiooKIp7ovvHPLywsxEWfhgj/JNpPzFAuXbqE9wcsSCbN7Ozs0tJS1soEsSDuhNoloEmUVwMDA0SqzMzMbG1taTQahUKBCZZOp7Pb7ai/TCbTxsbG0tKSXC7HBIulltPpdDqdkMO0Wq3FYrFYLEajcWZmxmg0wm2AmTQxMbGwsODn5wfMKqDAv/h+cHNRZ/HxU0895ePjc/LkST8/v6ioqODg4KioqLy8PBp87jdY1ioUCoVCQVIhy3R6VaoYFqsmk4nYNOHSguSJ55/WNS8vj6YbY1yMVFBVVFRUME9cvHiRAIKcnJyqqiq2TAALGLZifcvUQkMgtmHsMCGBME/AhOUB+BwKt0Ne0NraWgBZdGU4G1y8eLGtrW15efl//a//NTo6+v3vf9/tPxtmb9fWv+sjBn9x+QnmDRfYV77ylaqqqo2NjbGxMa5z8llTUlJoSymsYZ+ckJCQiIgIPz8/XKw8PDySkpI6Ozvr6uqysrIQvWRmZp45cyYkJCQoKIjCSm0FTmWLBc0AZqtIxmZzJfwGkVrt3bsXyQA8BFw7sfwgGg9bZS42mEDt7e3I/KHow4Kk4GJ5xxhbXFyMaypLFdofvV7f09MjCitpz/SVdrtdr9fjEwiwyPA7OjqKIratrW1wcFClUlEoTSaTVCpFFGAwGNbX1ycnJ9VqtUaj0ev1rN2xGgErMJvNk5OTdIh2u31zcxMmnF6vx2kbUSy0Lbvd7uPj4+oo+BebqYdcIksFHPS9733Px8cnNDT07NmzCQkJ3t7eQUFBWVlZtH7cnNBcqNVqcsNGRkZo9PBmhQnQ0tKClpe1PqGzQmdMRAVKASRt+KuSsFJVVUW5hAtFLDlxrVlZWTS2QCLcLwVheXR0FIEWrGTehzAH2FXCIIQzV19fj10hzjv4miNnuHjxIvGOWVlZ6enp3L/PnTtXVVVls9k++uij3//+96GhoaJ1dWULPLBnu7b+FY/r/CKuKCA5DJLd3NwiIiK2trasVivLq4yMjODg4LS0tPDw8D179vj4+KSlpcXHxwOzgp8y70PXv3DhQltbm0aj6evrY2LNzc0FMaCeenl5wcTy9PQU5CpMsI4dO4akCq4Vsi6RwEqvSmLrK6+84uHhERAQABSQm5tLc0F+MiQbFOUXL168dOkSzFbBfBLMdgoonp5cSMSOwii4dOmSVCpdXl622WygilzqpATq9frJycnJyUnBpmIl0tbWNjAwYDKZFApFV1cX8lm6TrPZrFQqp6enp6enLRYL9gJjY2NCstnR0QGGoNPpDAaDSqUyGAwajWZ8fBzN6+rq6uzsLJayKpVqdHSUCJbBwcGpqanTp0+73jj/K6OW+94SggbLf9yxY0dAQAB1JD093d/fPzo6mkU5RicI1WQy2cTExOjoKCKLnp4e4ALUFqAr9IYs5UtLSzEQEEHcoC4NDQ1UZLBRgJeioiIoUzk5OYLkX1ZWBp4j9KlI4KC7wlYeGhqCUQdiQ0nNz8+H7EW/XF9fj/iV6DOgWEoqf2I6Thw3aAAYMW8tmUz21ltv/cd//IfRaBQRD9t46/b5//vWRx55RMj1BOnqBz/4gV6vX1lZgS5TWloaHBwcHh6emZl54sSJffv2JSQkiMgW+tbAwMDQ0FCa2dTU1LS0tNzcXC4wZC2RkZEiKQvVlqenp5C9Ir6CYoWjFa0rbixUWHwDMAnctWvXSy+95O7uHhYWFhMTQ6od4VHJyclnz56FboUSnJ0VOCDdK4QqqFHY3VMFysvL+S+AsNRW2JoajWZsbKyqqopq29nZiWu1wWAYHx9HltrV1cVXACvAXZt1v0KhUCqVMplMrVabTCa9Xj87O7u+vu5wOGw2m8PhIK2a+XRwcFCr1RoMBr1eL8wNSCScnJy02+3ACMQjKpVKqVSK/3RpaenU1FRERAQl0tV75S/WVtd77WOPPXb06NGwsLD8/PyGhgb4akiqmpqa2N01NDQMDAzgGo7jFBwpTHzAN2lvQV3ZZdFmsgykhQQqZdKHm4XrIKA2LmvA4tzwysrKuI+Wl5dD2xgeHoZ30d/fj15reHiYGHNKZGpqampqKrwCETFAVcWOC8JGY2Mj4z/fnd86ISEhOTkZebRIxs3JyWlvb19cXPzNb37zhz/8wcPDg6dxGxPYPv/JEVksOoTLXF1d3RtvvCGTySorK6uqqpKSknx9fZOSkqKjo/fs2fPaa6+dP38+ISEhNDQ0PDwcAhY7KMikERERAQEBZ86cqaysZBzLzMzEKIBgagJfRRAWyClsKuHKSn9KUoBwuSaOZefOnXv37j169GhgYOCZM2d49+MSn5WVRfIHyCkeSKmpqeyvAOYYRZkxKa9sM4BTqQUQicrKyoTvZ2VlJZ91XVsNDw/jMMDaimoCViCucPyi2KrhzWq1WulANzc3KZEOhwNlAdYkSqUSk38cqW02G1mBRL1arVabzTY3Nzc9PW0ymcxm8/j4eGNjY2pqam5u7sTERH19PSCgm4t54KfQsFzxVj5+4oknPDw8wsPDc3JyUE+VlpbiigJsXVVVRXON8AwjWsIIiBBH/oQPQ3FxcUtLi1Qq7enpYStIBjA3v/Pnz6elpbFjZFWIARUvIiApxQ6UAE9C2McYu4yOjm5tbW1sbOh0OmjFpOYI90LYzdAJWIgx6UPtgF0AW6C4uBi+LcurzMxMgg/oqan73A8aGxuNRiMarb6+vscffxyJzbYu6+/6/OniGI4eF2F8fPydO3ccDkdzc3NJScmFCxeCg4O9vLySkpJOnz69c+fOuLi4wsLC+Pj40NDQqKio8PDwgIAAvFpY1rNcDg0NraqqAoNLTU0VAdrkZmO/grkqqVavvvrqgQMHXnvtteDgYA8PD6oqRlZgrMQNECN4+PBhd3f3oKAgmlYa1ZycHHg8DQ0NbC2qqqouXryYmppKM5uSkoId58VPDt4cAHyNjY1UWNSrJH/gip+bmyvSlhBQSSQSzEFkMhmGtvT4zc3NQJ/wW9lNU3fY0gAUaLXayclJPKetVishr319fe3t7WNjYzabbXZ21uFw6PV6q9VKxCx9q9FoRESwurq6uLhoNBoNBoPJZCosLIyMjMzIyMBk1sPDg2Qn8UL/xWve9XZL5jZIC/0jxYWNEBIpllRyuRxqBJIzEM/u7m6WSKQSYCmLFQ48ASQeIhk7LS0tKSkpLS2NYNcLFy6ghigvL0eogpU1xRSpVUFBQUlJCU5sPT09DoeDZ0OhUOAm093dzZYMf2uUI5RU4SRbXl7e09MzNjYmkUiQnAgBLqUcGLexsRG/2paWFlDjgoKChoYGlUo1NTV169atd95559ixYw/9jdgMbtfWv+4RmIC4nEAD9u/fv7CwsL6+3tHRwX07PT3dz8/Pw8MjKirqtddeCwgIqK+v50qGiBoUFOTp6Xn8+HEvL6+EhISYmBjMVgIDA2tqasbGxtrb21NSUkQcIezUEydOHDlyhG503759LKlefPFFLy+v9PT0sLCw/fv305/S1eLMcvToUcwGT58+7e3tHRAQEBMTA9ufdBCqKspR4ayM1D0pKYnMJcxEaF74GPIA9qMgejU1NVz/UHkKXQ7lmJGfKD2KnVarZTetUqkExZWfRyKRCGttllpwWq1W69zcnMPhmJiYIBSrq6tLo9E4HI7V1dWFhQUUUJjpgdhihbW8vLy+vr64uEjCrlarvXDhQmhoaEJCQlxcHOFRaAc4wo3lz74Z7iPePfTQQ9/73vc8PDyEeyEAS3FxMe0qzjK4K4yOjra1tbEqxN0GYwS4ogIWkEgksCMQDoCD83wWFRWhy0LwChkAULu6upphAkoAVA3uf3gSks3V0tIyMDCgUqlUKpVY63V3d+P/QlXNycnhhcavAIQdZ9je3l6+ICYGwLL8kNxluZcAH4v/Xl1d3dvbi8Tud7/7XV1dHTez7V3W3/URt1ZXPqObm9t3vvMdnU739ttvDw8P5+XlRUVFxcfHJyUlgY0S1Ix18YULF3AGwagF/5SgoKDMzMy4uDhw1aCgoLy8PBKlYmJi8Awk2UVAASQCiNr60ksvBQYG5ufnJyYmHjhwYPfu3SIvYN++ffhp4QsT/MlJTU2trq6GtcP1TC+DmwyOARkZGegFKBZ0LjRHwhmvvLwc2hA4oAjLg/oDUFBQUMBoCTdoaGioq6urt7dXo9FsbW2tr6+zVoLojmQAigVkIHpSsqmJbh0fH5+bm3M6neRjsw0ju+Xy5csbGxtwCaiwOp2Oxdfi4uL6+vrGxga1FdJrVlYW5gkE6tTU1PzoRz9yfYn/ojTLFR166qmnwsLCioqKUlNT6SgBHEtLS1taWmhUAZFhtrJ9olZSjARjH7PwkZERAGt0AXwWC2oUZeyaamtrS0pKWBUyBIB64ytGWBbIeGlpKRw4XnoAbojMra2tUAbz8vJwCEPzytckFYYxRagSQAP41vhIIC2jjDK7iMObgduMTqezWq3vvvuuXq8n6MHtv0F6+3zPdm396x5XnrO40yYlJb399tsqlercuXORkZHh4eEpKSlxcXE+Pj7Jyck1NTVSqVSpVBYXF0dFRWG8hAnLiRMnTp8+HRcXl5WVFRMT4+vrGxsbGx0dfe7cOfT1KSkpGAC6GlmxmMJoVWyrgoKCCgsLU1JSeAz0AGCBEydOBAQEhIWFUdPDwsLOnDlz8eJFiFAkWUHjh/pDB1RaWkp5xayTYVAI2LFGZrPf0tJCtB+pSoyHfIW6urra2lqUkRcvXqytrcVuFSzVYDBsbm7eunVrZmZGpVL19PSQzTc4OIhRKUFSfX19ZrMZkgAKVzZaCwsLpLYAy1qt1rW1tZs3b966dctqteLzQhqCxWKZmZlZWFiYn5+fnZ2dnp6m2x0aGsrJyeFmExcXh4vuD3/4QzcX1uqfMppdPxaFlT+ffvrptLS0kpKS1NTUhISEzMxMzKFRpmEFIJFI2ObJZDIAa5ZpxPwAraDIaG5u5hfXarUEBxAEi7igsrIyPz+fvT9DN5UUOAWlADeq0tJSZhRoXoScE4AIRgFLgU62srKSpZOY7lmFtbe3A1ZQWEdHR1taWlhh8dJXVFRAboVggLQB/0PEYFTb6upqiUTCi7i5uWk2m7/73e+Ki+tBLq/btfWve8RVJBjm3/72t2022/r6emFhYVRUVKF1XNQAACAASURBVHJyMu/1pqampqYmLn7YfwUFBdHR0ZgJIAQICwuLjIyMjY2NiooKCAiIjIzMzc1lxcQ1cOHCBQ8PD+Z6YgheeumlXbt2Eba6e/fuAwcOkO0aGBiYmZmZmpqKXisiIgJtAh4FZMYhWIiJiTl//jzvb4VCQfdE2BEjJOmeXFf0IyCnIgGFXUpBQUFFRQW/Jn4C4G74qALg9vb2dnV15efnp6en5+XlkdFCFHZnZ6dcLmeKdzgcKpVKIpFgbgs1Cj/Dtra2kZERpK78wJTL2dnZlZUV3KaRYC0vL7/++utvvfXWW2+9hfjVYDAYjUZ2VmgNpqamDAbD5OQk/ISOjo6ysjJuh5GRkfn5+UlJSd/85jfdPmlX/6zN6J99S5BFuHPnzvLycgYIbEzR1Ofk5Lj2mN3d3VKpVK1WS6VSOPlIS6mtuP9VVlYODAzwo2q12qGhIcRdUqm0s7MTwpZoeHkFkcZxP2OMaG9vHx0dbWxsZFQXrzKoLjRBeFTQFWiKWeujpkN9UFhYWFNTw4KR0UGlUnV1deFqiMF5Q0MD/C3ACpQOGRkZvDFA3ouLi2tra7m7aLVaGMpYt2xjAn/vR/StX/7yl2ltioqK3n77bYVCUVpa2traqtFoJicncQxpaGiAZV1eXk57EhsbS40DcoV9BX2VBCrE15mZmSBrWVlZJ0+ehOoP7Z8s6927dyOscnd3h2OQkJAANMbagan8/Pnz8fHxEZ+csLAwsli4bqVSKewlNvvAZPREjG8cJj7QNDFdwtYUHABWwKQrSyQSxE6kMOEPkpWVVVhYiAerTqcjKQvVv0wmGxwcZI0DrYfZH149IivIrUajEf9WhUKxuLj4xhtvWK1Wg8EwOzt7+/btd95556c//ek777zz5ptvAgvgSUjaKyleVqtVo9HodDq0/O3t7XV1dRgMJiQkVFVVnT59WhhFun0ieHdVXt13XKEDNze3I0eO8KoBCPB0UX3Y7PPkc8MwGo06nY77rhDsc3vDeAXTWyxox8bGWIIpFApAldbWVgBuSFrcEdl31dTUgIw3NTWNjIwwy1M6IRuI2oo+lVcTChdfk7cBvFoEeLSuAwMDFFaNRgPeyq23oqKioaEB4qDgCWRkZDD3UFsBbTH0Qm63tbV15coVsrXve4YfwNXWdm396x5eby6/hx9+OC4u7uc///n8/DyN26VLl5jIWFlUVlby9iorK2NBFBMTExgYGBERQa/k6+sr3Fe9vb2Tk5OFPxNG0VlZWR4eHi+99JKgqRJ8jU+gh4cHwsq4uLiEhARKKkskAK/s7OzExMTIyMiIiIioqKiYmJisrCxGQhYpIG5Ae21tba2traw+aFexSuJj4e7BLUQMs1RVmlka9qGhIdb9KAKABfkinZ2der1+bGyMbwS8C+ALwAo/STi0smABMDWbzbgH6PV6rVa7urp679494qmvX7/+9ttv37lz5+bNm9euXbt27dr6+vrU1NTy8vL8/LzdbjeZTBMTE6hjcSTA3RURamxsLGBrfX39/v37XS9puEFCdPenx7XsfvWrX42IiCguLgYQSE5Oxkaa8ZxiBymto6MDWZrRaCStmgafzT79vkKhwN6bdZNCocDfmswxQdViK9jQ0FBWVsbrxa3x/PnzqampMA2QJLAY5J4N/tDW1tbZ2cmKNSsrC2ECVNza2loacBhdNMXYlY2Pj+Mu1t/fT3996dIlVme8Hxhx0ObStIIw4HuAapb02TfeeOO999575pln/rSSbtfWv68jSAJubm5f+MIXYmJi3nzzzc3NzYGBgeLiYvxAMzIyhP9ee3s7EUaVlZWwrFlw+fn5sVby9fX18fHx9vZ+5ZVXTp06lZKSEh8fHx8ff+7cOWormVqQqPhz//79wtz6xIkTPj4+0dHRycnJ58+fp+OAzw878uLFi/w8qampIJ7l5eXo99kaUU/5F8yl2EfTonJtABfia5eZmcmv1tbWhkk2fMasrCwy9WhtcFlGtM7umJxqiURiNBplMhk9DoZYXMlgC+3t7XK5nFAspVKp0+lMJpPJZLJarVNTU06nE/7/zMzMlStX7ty5s7i4ODs7e+XKlc3Nzfn5+enpaYfDsby8vLCwAJdgYWHB6XSazWadTgfpFaKrwWCQyWRYeickJAQFBaWmpra2tu7du1ewVgX+819d5+KRaA1+8IMfwKBAIQJznh09Lwf3GABHg8GwsLBgs9mGh4eFzSsVra6uTi6Xk0ODMQ2WCKK159njhevt7e3t7eUmIShWxcXFGRkZjDLY4lCLcSqAM0BhxZzswoULaWlpGRkZRUVFKLL4gUF+0BpUVFRUV1dj0sgL0d/fz68GdABwxP3DFQkBf6ewQilpbm4G7rh79+6HH37o7e3t9kAW0/vOdm396x5BvUpKSnrvvffeeOMNEKuGhoZz584lJCSkpqYSGnr+/HlBfEE/Pjg4mJWVFRgYiMgK4yt3d/cjR47s2rXr5MmTaWlpERER/v7+ycnJtbW1+Jukpqbi6ErU1YEDBwRf9dChQ97e3ikpKUVFRSzT0YPT0QhfFcZ5AY9iLI19H5hmf38/RqiM6lQBwkJcZzpC53NycrAUYWUhEj0ZJ7loEWIS/8mCmKeCPEFSmru7u5lVMTMEJUREz8OMRiOXMR9cuXLl+vXrOARubm7SpTqdTqvVurS0tLq6OjMzYzabDQYD4Cz9L6irTqejTDscDqfTiXYAw4eKiorc3NwzZ84kJydLJJJ9+/bxQos76Kdc8K6654ceemjPnj0FBQVxcXGpqak5OTkQmKB58guKQLDe3l6LxbK5uQljAbUb8BGvkUajWVxcXF1dHR8fx/UV2hYBhazvoRNAFoapVl1dTdMKvZo7Lt8Rlyzu9ywDqK2sucCRGEowu6LRxsCQuB3ACrVavbCwwC1tZGSkuroaWojAAdAv4NSFbTZfs7u7e2hoCB4CDmczMzNvvvnm7373u/b29scff9ztvxfx8Dme7dr61z0PPfTQ448/npKScvXq1Xv37ikUCvqvrq6u0tJScqvCwsJw/0tPTyc4nvVuR0dHaWlpQkKCp6cntfX06dNHjx598cUXn3vuOXd398zMzKioKHd398jISLpdbNu9vb2prYS/EtGKLUBYWBg5mgaDYXl52Wq1Iq6HUoONHrxxjKmYDQlNQukowq9gLJIvLSwCEDKCFaampmIUUldXB6ufEBE0kQS6sE4pKSkhYBlNDmzKgYEB1KiDg4Ngsny7trY26ix7aiQDGo0Gu2vq4NLS0k9+8pOf/exnq6urKysrW1tbt27dunLlCrup2dnZ1dXV6elpgmBZYcF2UqvV5MLSsdrt9rm5uZmZGb1eD94KZ4g1YFNT0wsvvOD2v0PAcv3sSy+9dPHixYSEBFr1zMxMMWJjGgC829jY2NvbazAY1tbW1tfXrVYrfCb8VnBU0Gg0c3NzfBbIdWxsDKEEwdpEFlZVVYHPUFthdCGKS0tLo3HGvoChpLe3F+8C8ghaW1sxhGQZxT2SuyCIEBsw3kJIPzQajd1uZ4xQKBSkvEDLY09Abm5SUhJqN+4BfX19BoPBYDDgp4PVmcPh2Nra+u1vf7u1tXXixIk/fT4ftLNdW/+65+GHH6awMnUK6FBIVMPDw/FS8fX1DQwMTE1NLSsrIz6ovr6+pKTk/PnzYWFhvr6+qLBeeeWVPXv27Ny5MywsTDCxgoKCkpOTYSNmZWWFhoYK3tXzzz+/e/fuF1988eWXXz558mRycrIQhl+/fn16enpgYAC/Pvw32T63tLRQuaDI0F0S5CcMTJk38WDGdAPTFrQA4KoEYYk8FSRY0NHxnOfaFgtxMcPCCkANpVQq4XiqVCrorqOjo93d3fR35InCtSI4wGQyraysvPXWWzdv3lxaWtrc3FxdXV1bW0MLT9jfzMzMxMSETCaTy+XAsqOjo4B6Op1Or9ebzWa9Xm+z2cgmgGDQ1dXFmAwlvqysDM2r6yLLzcXtzPWd4Mp0poF99tlnU1NTs7OzsVjMyMhA6Y+k1WazKZVKihryXERiDodDJpMBx7Mk7OzsVKvVU1NTm5ubs7OzRqNRJNYolUpyXokmhJUFHZh+k+c/JycHKwCAezHTjIyMDA4Ocl8kZSAvL08EHcLoIo9HrDS5N6ACaG1tJWcXEHxsbKytrQ2BbNYn5/z582fPniU1i6yXvr4+rVbLXRB1cl9fn1wun5qaWlpaun79+jvvvNPY2Ejr+iCf7dr6GRxXacB9V5S7u7vD4YDWs7KygjqTCkWDlpKSgj4VA8CQkJDU1FQI9q2trVhg4DNw6tQpclb27t174MABYNbIyMjAwEAfH5+goCBwrgsXLiQmJh4+fHj37t27d+/esWPH7t27Dx48ePLkScoxIhmCqaemptgag2pBI+djfk7C+2ilieVgeOcq5QaA1x/ltaamRoB0OCLDLsDpmeqPxyCLFDYbNLDkX7EHl0gkWAWio1epVPhgcaFiB4V4AbgAS0OEWFarlXZ1ampqbm6OqkpDx/jPnyzQx8bGsNeifyfTEOcXuVw+MTGxtLQ0Pz+vVCrlcjm3RiT/w8PDZWVleGO7OmB9Ot76kItv1hNPPBEaGooetLu7G4iDCMKpqan19XWz2QwjAl9Bs9m8uLjocDjkcnlnZycDEEwm8aPyW4tEbhZfoJw8GLoF0Q/o65B+sF3kXojEViaT8ZyACPETYsudn5/PDQY9K68CqBQgafsnp6+vj3s2GAVsaGFxIGIR8vLyKisrm5ub+/v7VSoVTg5yuRzTXqVSqdfrHQ7H/Py8zWa7efPmwsICtGKOK7P4welkt2vrZ3ME286Vdvf0009PTEw4nc5Lly6NjY1NT083Nzfn5uaSgYodVGlpaXJy8unTpw8fPnz69Ono6Ojo6Oi0tDRI16y2CgoKfH19SbpGonr8+PHU1NSoqCjSWeCoApZhNX/69Oldu3bt27ePUEKyWM6ePYsZEpxBuJ/9/f0ihhOlKYgbQzczOBOowGFhicOspMXGdh7aI/gppAKEm4ODgzAxwQGQCcEPp9lpbGzEkxD364qKisbGRlKtGNL1ev3MzMz8/DxT/OjoKPscIkzEeg3uqsVimZqa0mg0RqMRuwCdTgfz32q1Tk5Omkwmo9GIOqu/vx/BFVAyHC9knRqNBsMBrF5wJ4Fa39DQoFAoKisrd+3ahVek2yceV59u0SQcs/jgiSeeOHXqVFtb2+bm5rVr127fvv3uu+/evXtX0MKGhoZwqOKHdzqdU1NT8AHgopGk29XVZTab8aOxWCwUVplMxjpeTOjQrYCteS2Y32lp6+rqhAsMTIORkZG+vj5Mx+HeMZQI13PIgj09PQMDAyQRsGzkJs0UwrILEKm+vp46LljPZWVloDrg5phD2u32iYkJGA4ozaBtLCwsWCyWtbW1W7duHT16VDztrs/wdm39n3buGwYxDcjOzl5cXOzv7y8tLdVqtdPT0/jI5ebmksoHe6mkpCQxMfHEiRMHDhxAGhAeHl5SUoKHPyUsPj4eW9UjR44cPnwYVVViYiKaAjj/iYmJWPNlZmb6+fkdPHjw1KlT0dHRcAn4vpBdoB82NDQMDQ3BZ6TvQHXO6pkFF3WWeocjJ/oZmJjsgklV4YLkGqNFop8FnCW0TqSTsheGf1NQUNDe3k4N7ejowMujtLSUXgxdgFarXVxc3NraQvKv0WikUinlj1Le0dFBeiuqKuZi+PZEEqDKh2I1MTExPj4OCCDcTwYGBhQKBTgAVK3JyUmn04lF4crKikajoXulre7o6EhMTAwMDNy7dy/lVdTNT6mt4h0itl5f/vKXn3vuuaSkpKKiIq1W+8EHH/zmN7+5cePG1tbWzMwMPjK9vb2jo6MYehHzRfdtMplIge3q6gJlNpvNPDlarValUkECgecHIHPp0iWgHnBS/hFuFkxh4rth+OIKxk5JZLVivI3ogGceplf3JwcAHZcyYr3BDXhH8TaAn1BdXU12JN9IoVAQGTczM4OHGUtF9CMWi2VjY2N+fn5hYeGnP/1pXFycsMq+7zJ8QM52bf0MjnhFXXuWp556ymg0Tk1NsXuB5VdUVBQbG5uWllZeXs7+HcCrtLQ0MTERYj8VMy4uDtdn0KuSkhIfH5+DBw9iyRobG1tdXZ2Tk0OyQGhoaGBgYFxcHBN3RkZGbGws6SAIvYV/CvJTkc1ZX1/PhkpYrlAxsbmDcIMyp7S0VOwc2GYISxGMqwFGh4aGRIheW1sbunJWQDAlYQLk5ORQo/H37Orqohsl2xXhQH9///j4OJO7Vqudn5/f2trCgWlmZmZubs5msykUCvbd1NbR0VEiWundyA6B7t7f3280GrEhBzrgYlYoFAMDAyDCpAksLy+/+eabN27cYLvtdDrn5+dnZmY0Gg1FZ3h4WKlUlpaWAnPHx8cfOHAAA5G/2Le6areEcQ/vnG9961uJiYlzc3O3bt3CVmZubu7mzZt37959/fXXb9++/ctf/vKDDz741a9+de/ePcb/zc3N9fV1i8UyPj7udDq3trZmZ2cNBsPIyMj4+Pjs7KzNZsPEluhA6KX0+K2trdy8MajEeEWtViMSsVgs/L5SqRQ+LASSnJycc+fOwf0AlyfrAXkCCgWUWpjMAgQ1NTVBMmFrygYSZB8PSRJliA232+0Oh2NqagpNjd1u54cxGo3g5k6n8+7du9XV1a5l60EDBNy2a+tndUQ/IpqX+Pj4hYWFyclJQt7J7ywsLExISECE09DQwIVK5SopKUlPT09ISIiPjydTgAcg4W9ubk5PT8dVwN3dnRYVUSzC/6ioKIBapC/sc1NSUhAXJCQknDlzhh4WEVd+fn5ycnJOTg7kQbyrEQgwo+F5jLIAuIAEBL4mshn2HogacVZtb2/v7++nkQE8Fd1KRUUFEDNMLAZDWK70Pr29vZiKEl6AgYBer1cqlXhj06kZjcb19fXXX38dGBQqEsZX4+PjDMWTk5NGoxGv68HBQaJE7Hb7+vq6Xq+Xy+UjIyNjY2M8Znh4mCgB1lzz8/PXrl27fPny/Pw81zZsLZlM1t/fz0pNKpVmZWXhqkPCzaFDh1z9mf6ri1wgs+IDet4nn3wyJiamra1teHhYRCQgglhZWbl58+b777//0Ucf/e53v/voo4/ef//9tbW1jY2N69ev37hx48qVK9euXbt+/fr6+jqlh6TblZWV27dv371799q1a+y1UJ3SycJ4hbY8OjqqUqmELwz64PHxcYwXyHPFIwYSSH5+Prwo7lvkUSI64Pbc3Nw8MjJCZ0DYl91uJ5ZcKpUODg7SDhMChCAFYYhCocDLkVzI2dnZ5eXlxcVF/CEXFhZo52/evDk+Pv7kk0/e98Ru19b/gUe0Ko888oibm9t3v/tdnU63sbHR399fXl6O0xWkv4yMDNxXCwsLh4aGIE42NjbC7kQ8irVwVVWVRqOZmZkhrYT9Q3R0tIeHR0JCAqbUIiEOWgxvZUE5PHfuXFpaWmJiIhHcZG2lp6cjUsQpuaysjI0BYCVjMumnjJDEH1ENwQQQeiNexMEakTuTIJer2IYRRMr4j+cANxJGS74+y+u2tjYMXy5duoTrFdJ4SiTV0GazTU1Nra2tXb58GccWcD0I81NTU8RbYVnCFE8phJPkcDi4vIeHhzUaDaau2A6AJ3Axr6yszM/POxwOq9XK4stoNNJ5KZVKi8VSX18fHx+fkJCQkJCQmJhINOnx48e/9rWvuf0lTMDNxXyAivC1r30tOjoaSwSgcBhI/Kj4eDmdzhs3bnzwwQf/9m//9tFHH927d+/WrVs3b97ErPr27dtvvPHG3NwcVooMTJcvX/7pT3/6/vvv3717F1Nw7FOxm2J/ODg4yOsul8shflG5VldXkdjKZDIGkZaWFuAp7F0IOhP9L0Rp7nOtra1A2LSxw8PDZrN5bm7ObDYDoZIKTkfM7VxQzbiJQs9YXFxcWFhYXl7e2tpaW1ubnp5eWFi4cuXKzMzM66+/fvny5d27d9/3xG7X1v9pR1xL4qUNDg7e3Nx0OBxFRUVnzpzB8ZPZH8urM2fOpKamVlRUKJVKZlsQT7bebW1t7NnVavXKyorJZKKxGhgYyM/Pj4yMTEpKys3NhX8qso/YKbE9gO8NOfzChQvx8fGRkZHR0dFYELCLR8Z+8eLFpqYmVuQiuaSnpwdzZWHYgZxGKHlc8+NQ0dAsV1dXt7a2kp2FVp3rjY0wki2KsoBrMRmgc4FU29PTQw2FwTMxMaHT6TQajclkmpmZsdlsMzMzdrsd/gDKzvHxcThYRqORTY5GoxGSLYJe6Ob4BYeHh1ms05NqtVpq68rKytWrV1dWVvgWYvdlMBgAOhAmEEoWExNDHgQNbHJy8vHjx+le/6uLHHN0gbTSt3p5ebE8BNDkvoXFV2dn5+joKE8C6rJ79+69++67v/zlL3/9619/8MEHd+/e3dra2traWlxc1Ov1CoUCJwQovbdu3aKlpZmltWRqqaio6O7uxnJBBHTrdDpqGWJfNn69vb0inguQh9FkYGCAtx/cBjpc6iyYL1wXoexQKpX9/f1wHvDVxdwLkwqJRCKXy8fHx/En426xtrY2Pz8PAGK328k/t9vtGxsbd+/ePXbs2H2X4ac88//vz3Zt/QyO6yKLf7l06dLS0lJXV1dqaiqeScnJyYSbnj17Ni4ujn+5ePFiZWVlf3+/wWBQq9UYXEKnh+eoVqtnZ2dh1aATb29vF8rrgoICBNcIDRAp0gMKSjyrbUip7B8AwghMhlhaU1ND3KlUKoXuSpQACGlVVRXFl8aErlOwzXEzwF4kOzu7oqICSgAiAiEHQr2OZEC4zEGTRLDQ1tYGREvXdvXq1bW1NYT8FouFIXFhYWF2dnZ8fBwslcX94OCgQqHQarWMtJjR8QCuYQhVWq1WJpORMwibanp6+vLly+i4NBoN1tdLS0ssTID8AATohSHVEk2IIWRERERgYGBYWFhERAS7xDNnzjz11FOf/j750pe+5LqE2bNnD8lguN8mJSXFxcXFx8efPXuWMD78HGCeKRQKq9W6vLyMNeK7777785///NatW0zKRqNxbGyMWQe4YGlpyeFwzMzMYJPICg6lbE9PDx61wCxTU1O4KU5OTsL9GhoaUqlU5OmiaoVO0NHRATGLWQpKH6QFrCEgxlIxoVXhYiUSydRqtcFgwDOXhaRSqQQN4CfZ2tq6ffv21atXwUYwJzMYDFqtluFjeXn5nXfecXd3/7OX4V/tQv/fO9u19TM4D7kcNze3p59+WiqVTk5O5ufnh4eHh4SE4NSHQwpga1ZWFj7z9H0dHR3j4+NDQ0OUnuLiYmgrIFmUCeFLUlVVlZ2dDdkbyj1zmbAxhXq9uLhI/2U0Glm5is3v2NjY8PAwu2N8huBOoQWAsor4kjGQi0cqlba2toK44TwgvJyR5eTm5hJ8X1dXx2MKCwurqqpgzkKALSkpYY2GQyh0BZQCdJQymWxubu7KlSvLy8t0ozabDVEA8h6NRjMwMMCiDzUBRYddP4AAVqdsqyB7EoI9Pj5ut9txzp6fn7969SrAAgQArLDYonDsdvv8/Pz8/Dzefb29vZubmwaDISgo6Pjx46GhoX5+ftDgPD09Q0JCzpw5c/DgQVpXt/+CHgQgAHb09a9/PTw8HCFpUlJSVFQUNpKYkHEDFnlTQ0NDbNJpqHFBxCbx5s2b65+ctbW169evo0ObnZ3lF7FarXK5nGLHa6rT6e7cubO6umo2m3kq3njjDWwY0TSDUWD/yMjCXEVhFanpbMbATyFdIOgCwcfkkBdxfX19eXkZUQbDxPDwsFwun5ycJIgXoNnpdKKvs9lslFS9Xg9vQaVS6XS66enpq1evvv/++/7+/uIZ/u+E7P4/Ptu19bM5rtZHcXFxMzMz/f39SUlJZF8jrIJkCnspLy8PN36hNSwvL4c2hIUwAzV2UOxkIaxMT0/rdLqKigqG0LNnzxJ3Crub6Zi3qd1uhw45MTEBhjU7O2symaDUQO3k+sHir6mpqby8vLi4uLKystblcPG0t7cjzgEORgZ+4cIFKIoQAAoLC+lrcF2BCVteXt7V1UX7U/7JgSqADRj3D9RWMplMqVTa7XYqwsTEBIAj6VUmk0mj0WDOXVtb29nZyep5bGxMoVAwioISYozf19enUqmgDZjNZpPJNDs7a7fbUSKsra298cYbk5OT/f39crncarVOTEwolUo6X7pjm822srLCggjcdnFxcXp6OjY21t3d3cvL6/Tp015eXgEBAQEBAX5+fpGRkVFRUQgKOK7Jg24uPAH+3LFjx7lz57KysuLj4ymssJXJSMehHDeytrY2aisNNb5cQ0ND5ARfvXp1c3Pz5s2b77zzzr17937yk5/cuHHDbrdjCr66umoymfr6+rAQw9fR6XS+/vrrrIkmJyeXlpYuX76M6h+dK3sq4B2RPkCmJFtKUHVEcdy2QWaps7zBRkdHcb1xOBybm5sbGxsgYDKZDDRAKpVOT0/Pz8/D3r18+TJZvCqVSlCbtVot5DAQj8nJyevXr//zP/9zVlaWIFq4fRLo4Povn+/Zrq2fwXnoE0MWNze3H//4xwMDA1artaSkBKQ1MDAQmxU/P7/Y2FgUfliycinCaU1PT6+rq0NrCNZZVFSUnZ0tUv9qa2v7+/tXVlaWlpaGh4fx4MAYhegLlrOQmQBnSTzFZYNPQWkSZqm8xRHsE9qMtIa+lYmeHoRFPJZUKGrYF3MbQKsO2EoZxR4UpTzJgIQ7QWXHeQtOAk2QoOmw02cg1Wg0hF1De8SMisdjdMBNQq/XU1IpiOQUYPahUqmMRqPNZoNKtbCwAAJgNps3Nzdv3LjhcDiINjCZTMSXoh1ATmY2m5eWlhYXF9mzy2Qyo9E4NzeXmJh4/Phxd3d3lMrQ4Pz9/ckjwASP94ZrbRWFlfPII4+cOnUqJycnOTk5JCSE5V9pUQAAIABJREFUkkoj7Ovr6+/vHxAQEBoaGhISkpSUBGwikUgsFovT6URCOjQ0JJfL5+bmiLpZXV0lhAbXRH5TNj+rq6s6na6np4cXSITcwPZVqVQWi2V5eRntL+8HlqIwqPDHaW9v533FSgB8aWBggAhefiRuTlKplDs9MDd6BI1Ggw8OHShmXah1bTbb+Pj4wsLC6uoqehYAHEQcjFncO+nWr1+//vHHHw8MDDz22GNuLqPAfc/w53u2a+tndthRnD171uFw9PT0xMXFMdYFBgbStAYHBzPuQaXiyoGFihVWampqX1+fzWaDEk/BAuZvaWmhQjHADg0NMdELE1UI/9RBBnze/bgcsSyCVMgGv7W1lbIlkUiY/bFwRSyAnhVhKywCRKVKpVIikQgnFxGGTPISGkdWHLSxqAyA5MAKeDwOysLvCs9AQDrGz8bGRvABfk4kj1yWarUa1iq1dWRkxG63o9jhKzCNojiAwjU+Pr61tXXt2jVcV7BrAZEk3JCLVgB/fIv+/n5oAwAROMnK5fLFxcWMjAwEbwEBAeTvQjQmsuHw4cPECrgeVzgeDuwTTzyRmJgI5dnX19fLy8vH5QA1EDyBsoB4Pn5fujlkFE6nk24abu/c3BzKV71ebzKZpqenER3gQIgmeHFx0el08uQgvlKr1dPT02guurq6AIgAWKFqdXV1wYGFboUAoaenB5yanRgcOJvNBq+DSsrzSYkE+CaiHC04IjowX9BVGgIWa9RrgeSKxJ2NjY1//dd/nZmZYUR46D/7OTwgZ7u2fjaHF/W5554j3T4vL08greHh4YGBgSSy0MZiw0rYX1BQUGRkJHv84ODg9vZ2NjZ4G7NUHRoaIqRI+Pv19fURYYQnNKHQMLF7e3vhZouai8wRDSudI+6oUKCQ3tIjZ2RkZGdnI9Sh4NbU1LS3t0skEv4F3qsIwS4uLkZii4UzXSS9p1CI0VYjfq+rq8vPz+fxCAcwPcE/m6VTS0tLYWFhQ0MDKDNfU61WwxZgM6NSqZC69vb2Qq6am5szmUxkOlGOFQoFOACXNGxQXLLsdjtJWZBkrVar2LBD+dLr9QDTKysrIJKgDWy6l5aWGhsbCSoPCAjgBcXVITAwMCYmJjg4mLw81yWn6KfEx8888wymClFRUX5+ft7e3r6+vrw3+IKhoaFnzpzB51fog+EqAFlS8SlPk5OTarXaZDItLi7Ozc2x+cHEFisGGKazs7Ovv/46knyNRkOL2t/fT+9JzwhqDzEZMizyDYvFgvSOuxrvQzj/crmcu5pWqzWZTHjpOhyO4eHhjo4OeMHcwxCMQVZ1OBwYOc7MzEBJBh8XfxJjQxvLX0ntXVlZ+e1vf3vjxo29e/eKa5DB8cEpr9u19TM4oiVJT0+3WCwNDQ0wAaD0R0ZGhoWFEern5+fn5eVFg+P/yQkKCoqKiiIiu7q62mazORwO1tnDw8NoSfGZ7+npAf6HmS9Y+lKpVCqVsumiraA/ra+vZ5bs7e2FLUCKPbbEbJPoE/Py8i5cuJCamorPIRcVXHEsqGlsobKy70KcmpGRAWIIQwA3QnZNwqDg0qVLQHV9fX21tbVQZc+dO5ednQ1/IDc3t7a2tre3lwaHvrunp4frVqVScUHiiwitnSU1dYE1NLsadPH9/f3AiCIWm+Wy3W7HQ5pw7LW1tdXVVbgHDLCss2n6lErl8vLy0tISwTA6nY5aDz4QEBBw6tQpSqGnpyejib+/PwjPjh07RDG9L+JFfLxnzx7sr7CDEKCtqK28beLi4tLT00tKSgC+5XI5ux3cZpFdWa1WEA8AZfzDIFfAVOPZo7Deu3cPoHlsbIy9k1wuh5JBLg6pjhg5dnR08Dxsbm7Ozc2JGormDWlWb28vJmHEbZlMJuwZZ2dnBwYGAJdQKODfSIWFmTA5OUnso9lsZlKhJcc0B0wWIpq4+eEH9otf/OLOnTve3t4Cv/6UuIfP5WzX1s/s/OhHPxoaGqJpjY+PDw8PJ8uP2hoSEhIYGOjt7e3n5xcaGgoyEBwcHBAQwPTn5eXl7e2dl5fHNgD+YH9/v06nm52dxT+UpZOwfYKTCMxPDaKjEYCXCGJBAEMNZUdPcgZxzWLLL0JEMPqjCgOricArzFlQ4ODonJ6enpmZWVRUhGZciCCbm5uhiFFziTzq6emprKwkESs/P194xfJlBwcHNRoNbTiAKXlik5OTFosFYBHi1Pj4OBceTxdEdIHDTkxMYOpIvZBKpRMTExCM5ubmFhcXoa/S1mGvxZWv1WonJyfX1tYWFxftdvvW1tbq6urExATMIZiew8PDer0+LS3t1KlTvKDe3t7EQ5AQERsb6+3tLaKe76utAp3fu3dvZWVleno6xdTf358vBTjg6+tLqQ0LC4uPjy8vL1cqlaQqiEGbLRB9K0ot1lwKhYLxHGE+D8aE8M6dO2+99dbS0hLIEpJTlktI47g7UtqkUinZuu+8887NmzcdDgfDPgThrq4uQAMGC9xwxsbGLBYLHJXZ2VlAXpai3d3d6CCEP8D8/DyhD06nE28E1owKhUJsWbu7u4lSp8/Q6/Vkm7/33nt37tyJiYmBccE08OA0rW7btfUzPDExMUajsaenB4rimTNnIDzifk2MIMBcSEgISGtAQIC3tzddj7e3d1RUFNvz6upqPOcbGhr+P/bePCjq/M7/ZyYzJplMpXYqm2x2k2zlmk1lk93JjBlPRFC8BZFb7lNuERFBbgGVGwUFVETu+2pumubqBrqBbmiO5kbwHB1HnTPX5Pj+8fj6/rIm+6ty65dktorPH1PIoPT1eb1fr+freeTn5zPloQ3Pzs6Gjc8So76+Ht57ZmYmLKLm5uauri58PBHbAAhgfYRrNTR+IkNQRuEGD2sd6JbfQrQGJC0MPvDlxNeVvCNa18DAQFA59ht0kXFxcYCwQu+PvzU23pGRkdgmIS0HPk5PT8cMhQJRXV2NqL+jo0OhUMjl8v7+/p6eno6Ojrq6OvYk4LD8RVwIOjs7pVIp5SMrKysjI6OwsBD7FaZjujmxhEHcSVfV2NjY19fX29vb2dmpUql6enqYVenpIEvk5eXFxsbu379fX19/+/btO3fuxB8SVpaNjY2Hh8e//du/ic8GOVrPdVXf+973sEMVOID4giKLsS8Z5qdPnybZG9gXXRntpEQiIeyrqqqKYgSBv6Kioq+vD54ZAQqdnZ3UVmy9sGdFOMBBjoEvKDb0jPb29p6eHjj8MKLAQDG1YtuZmJhIK8B4dOXKFd4vYcqF2S4fDJZagBgNDQ0dHR0QsMgoY3QQjwc9wrlz54RzuZBF3L17d3x83NnZWUDb/x9yuL/LtVZbX+x6ToL1nF6gsrIyNDQUuY6jo6OTkxNfm5ub819LS0tzc3MC7vfv37979+4dO3YYGhrq6+sbGRnZ2tqSfkr2FL79586dA21kn1NRUYG/Rn5+Pq0KNiJManl5ebW1tZ2dnXK5XCqVYqcPOpaWlpacnBweHo4hMeRTRFY4qIo8QRpb7KthjMfFxSUlJYmEUREDA50gMDAQlivgAxTI69ev07DgQQeFC/oXyjEqOKoHEeLEHZiQkJCTk0NrwxSPOQvWJP39/Qg9W1tbuSEhQjLG5uXlYXcilUrp8S9evMhmHEwA7RbVASIBFZ8eGZNQnAnRQcnlcraLWMfyODHEs7Ky2rBhg4GBwY4dO4yMjCB+7Nu3j1K4bds20VKxvBINLJ+Z1157jTSXw4cP7969G7CI0/fgwYO4oQMyODo6xsfHV1dX84ZSPfPz81taWmQyGSBSR0cHyEZycjKs0uLi4tbWViwFIMBKpVKlUqlUKmtra6mtMJeRRaSlpeFcAW0jOzu7qampp6eH15bDiTOemHekKEweMN44IFNTU9FWsV6DWcyHMDc3F9MG/AH4L4tEBHXM/lAyeHgMCleuXCkuLpZIJH19fWNjY0tLS5988snS0pKzszOGDKsR7S9IA7tWW1/sWu0bwFvI9Y1vfCM5ObmsrMzHx8fc3NzGxsbV1dXOzo7+lI6GBtbExITpjyZFX19fbJxJQAkICHBxcaEQw4eFAADBJTc3Nzk5GSL3lStX2tvboQRmZ2cDUFIj0Avk5eVBXBUufDExMfwKkFBhiowjAQ6t5Beh+yJHgL9OywacyrYKH0/aW4w48cA+f/48LEikYmzDBEIHikeGKEZc7KYBEOBC1NTU0GASVUIxxedp9TgPs4qKiT1gTU2NRCJRKpVSqZQ6iDMsBkuw7oEd6KPBFjBgrqurk8lkpL0iB2pubu7o6KC3olJgHZuUlJSdne3q6rp169atW7eyhoLuunPnThMTE0dHRx8fn5///OerRSXCRmDdunUsXvbu3Xvy5El7e3sTExMO2h07dtAF80+ZmpqSyJuUlFRYWAiPAhtpcfyUlZUxX1P1gOABiNEFaDSa5eXlubk55Lys7woLCwmDIBw3IyOD8kq+QGJiYmlp6fDwsE6na2pqAlFtb28fGBhoamriNBIG2ydPnoyJiWHdmpKSQgKNyMJBEccrLDTEOJBBbKDIFhUVgW4BeZeWlhYUFDCQwZlrbW3t6upSqVRTU1NLS0sff/zxxx9/7OXlxUywuun5IhRWvbXa+qKX2Plye4g38t1334Vl4ujoaGFh4eDg4OzsbGtrSzE1NTVlLwF5YP/+/SKxVV9ff8OGDUZGRocPH8aoxdfX197eXnC2hDIHMIvtOV6rSUlJsL6rqqoQZUGdoavC7i8tLY3pnhSmhIQE7OJBWrGpxsnJy8uLrE10AZio4s2BBheYld1FRkYGSST0nnAS0Juzu0CgBUDMncn6BbAY1i07aMoc/3hKSkp+fr5EIhEYSGtr6/Dw8NjYmFKp7Ovrq62tZafE4qu1tXVwcLCvr4+C2NzcTIMpk8l6enrw52fTxYVtXVFREQ0R+F1ubi4kzYaGBuAXGPWlpaUMAQQa0ilj2pKZmVleXu7m5sbRCPC6c+dOvgDeCQgIcHZ2/ud//me9Z9KSP99urV+/XhiMWVpaghHRBe/atcvU1NTW1hZpCR4uUVFRKKcjIiJQIWdlZTHWABCBe9L9FRcXQ3KSSqVLS0vLy8tjY2MDAwOs78rKyjgsxecE6gVEi8zMzKKiIg42NGkSiaSnpwcPFxCA8+fPC8IJ0wmcFlBaBCwwK9LT0/Py8vAYAzqvqKjgdGxoaOBN4ZBg/wb4gCoPd/nu7u6BgYHOzs7Ozk4i0B88ePD555+npaW9/vrres/61j+Htv+OdXattr7YtboH0VuV6+nm5lZfX3/u3DlbW1tra2usAq2srKikDHoCChDLij179hgZGW3evBlAgL0Tbiw7d+5EqG5hYeHi4uLt7U07QP7otWvXIABApS4tLcVkE34VahmGa5ZLIgAxKSkJdT8IAAJWais6MR8fHwzhT548Se3jn4WRCj6LoQwjfHJy8qVLly5fvgwCCzeAQKTY2FioCzBMUVXRzMJOpZUmVIZsUYBa+EN0MZWVlXK5fHBwUCqVQp9A55qYmHjlyhURiM2NV1ZWRilHk47cAJEljg21tbVtbW3A1vSz2NMIP5Tq6mp0rpjCNDc3DwwMtLW1kSALvsmQW15ebmdnt2XLlq1bt27cuHHr1q2GhoaiLFpZWTFz2NrastQS7MvVE+u//uu/wpdwcnKysbEhJp0umBUWb4qnpychlURPBwcH83JBhrt48SJNN7aEbIRIRsGJpra2Fh/YsbExjUYzMDDQ3NyMvQDeV5Rp0GTeHZgDUCaohrjBQg2kP42Pj8d0IiwsLCkpKScnB+kwryrkisuXL4MU4cuFpwyRtPxRJpO1tbURa6ZQKBhQyOCprq4G6+jt7ZXL5XK5HNvs/v5+pVK5uLj461//urm5+Qc/+IG4MYXD53N369/lWqutL3A9t4sUqvBvfvObubm52CMxyGO6YW5uzqoXJgACnt27dxsaGhIguH//fqJbd+/e7eTkFBoaCvH+0KFDBgYGBDUfOXLE09Pz2LFjWLcwWNXX1zOU0b4x3wnRKpuo0NDQsLAwdDi0tNQy0pkY6I4dO+bn50eggKurq5OTE4l4QUFBMK6IyaJi0tKePHkyNjYW7FWoxQsKCug98aIlZo4kcPbvwjQPvBW5KqxJ2nB8Aln3A9qy8b9+/XpTUxOETRKcqNcErkClIu4FDBHH8ZKSEqQBcrm8q6sLyxWI9JgT4l2Ql5cH/ArHi2MASlNDQ0NdXV1HR8fw8DDAbmlpaVtb2/j4ONqh/Px8Ozs7gnY2bdq0YcMGsFdjY+M9e/ZAZLa2tg4PD9+8eTNCzNXmrXz9la98xcrKiiRtaHmARfANLC0tnZ2dEfLhMYa+g1QrISOGf1peXg75CSIw3HusGOrr6wcGBrRa7fT09NTU1MjISFtbW1FREUktoDTijKTI5ufn40HBKwMNDi9tDChYWoKnJyYmgrpADkO4XFJSwpKAk7W1tRWsfGhoaGhoqL+/n50kCWAYe/N9Ci5oDMcqywMKbnd3N09hfHz88ePHCoVCX18fgOXP79a/XWn4S9dabX2BSwACq5FWPT29AwcOdHV13bhxw9HRER8/V1dXR0dHMzMz2lUAASEcQP+KEHbTpk2bN29G1+jq6kq1Onr0qKGhoYmJCdwmkasMj5XySt8B5xFZPTsuUgPi4+PDwsIATKGC4zooHEwuXboUGxvL8iogIADvGLZnZFyj0cJgBf4AvFQCBMnCAq8EGsPFKikp6cyZM4R2sLVH/kAzxRZbkMnLysq6uroaGhpoY2/cuHHt2jVcuNAUnD9/vrCwkJWdcKdmi11cXFxfX9/f3z82Ntbb21tXV4eYClZmbm6uQqGYn5+fmJiQy+XMtizE6HCBWdk7U4Dos6C4w0+oqanp6enRaDQNDQ04cxMEMDw83NjYWFpa6unpydtnYGCwcePGt99+m2OSxRTAur29vZ+f389//vPnSAKcynrPIFc7OzsTExM8BIRG6+DBg8Llx83NDdt/Ly8v4CAmldDQUFhQrHpwTaytreXAo0/v7++fnJwcHx/XarUajQZPFuGWjSQa4gF+YFhlw7JgaSl4dSToIIBGLsjeEgNAABnYF8QHgIwjOrhx40ZbW5tSqSQEs6GhgcQakBkIyC0tLW1tbQi7FQrF5OTk7OzsyMgIzJC2tjaNRrOysjI2NgZVYHJy0snJabWHgLg3/4aF4S9fa7X1hS/WvgINeOWVV+Li4np6emJiYrgTCD7hbgENgICFdGfns2v79u3btm3bsGHD5s2bTUxMHBwc7OzsYmJiCgoKkpOT7e3tzczM/Pz8MOmAm83nG8c5NO/CyprcU5ZLbJNg6UPqAgaNiIig3qEZP3fuXEREBMhAYGAguixop8RcBwUFBQUFAfAdP36clZeAC2gP2YpAp01NTeWRYMhCb8UiSyxMmDqzsrLQOKpUKplMBn4qrGMxyY6MjLxw4UJtbS0+pPX19Qgu8bhDgKtQKBYWFkZHRxsaGtCAggNmZGRIJJLJyUmNRgNgqlAoOjs7YRSxUodrSQloaGjAeKmmpoaqWl9fL5FIBgcHtVptR0cH36ytrW1vb1epVEqlsrOzMyAg4N133924ceP27dv19fU3bdqkr69vaGi4fft2KiOk5mPHjrm4uLz55puUgOdCX959992TJ086OTlh1LJnzx4WWXv27IF4gOwV10FQJj8/P0gOuIvR9efk5DQ0NAA9y2QyCGcwgrVa7eLiIi91Z2dnT0+PQqHgdbh+/TrYCK8eJiypqamccPgJANZTfNPT05OSksTnEDhbpATSsfJHgBQmBji2JSUlcrl8ZGSktbWVVRsLQz5FSAnQEbC9HBkZWVxcvHv37vz8/Pj4+Ojo6PDw8MzMzJ07dyYmJtRq9fz8/MrKSlpa2htvvCFuTLCXtdr6v+xa/Z6JL7773e9i8+Ph4YFrkaOjo52dHYlVaCKx4di9e7eRkZHhs0tfX9/AwGDz5s1vv/22gYHBkSNHvL2909PTWWQnJiayKcrOzgb7R9VKHABBx1Dii4uLCVKFFIXLMjM7Lsg0ocyS/N/VjoLYpuCrgg4VKxbmev9nF9/kC+FdQHoKkz5zIh00KYRsRc6cOSMiP+lYqQslJSUwLtvb27nDKdAZGRngG+TUSyQShULR1dV1/fp1qiqFFQulrq4urVbLjqumpobsQlCFsrIyjEva29tZecnlctxMhCQUxmhzczOiJhpboFUYCDhLaTSa1tZWHGGIU1UqlRqNJiEhwcjIaOPGjZs3b9bX19+2bRv/NTAwAPxhh0l0uZ2d3U9+8pPV0yud7He+8x1fX18HBwcKMdOMoaHhrl274JaYm5tbW1tbW1vb2dnt3bvX0NDQx8cHMgB6ZdR3ycnJBIJRW2UyWWNjI6VKoVDMzs5i1s6ZIZfLx8fHJyYmGhoa0KeWlJSkpaWBqoeEhERERGDZg9kVnr94LIjAHpwtsbPh+CGlnMazsbER65yysjKYDFKpdGhoqK+vDz4D6WSkPdKuYttG901tnZ2dXVlZWVhYmJ6enp2dhSFw7969ycnJkZGRqamp2dnZ5ubmn/zkJ3rPOlbR9Pzdr7Xa+gKXUNSshsw2b94slUpzc3OhAWBsbGNjY21tDaJKmMrBgwcFm9XIyGjHjh3btm2jdX3rrbfWr19/+PDh4OBgQD1u44qKCiapxsZGqVSanZ2N2DQyMpLek+i94uJiqCp4lFCCsRQgqAqrKuEegFiAUGX+Qdqf48eP05ai3RJMLN9nl7e3t7e3d2BgIP4AWVlZNHo5OTlQrzA0wDSL1AMUEGTZM+Pj08rUydDa0dFRUVFBT4r3B/0R3lRIJ8vKythfAWtwZ5aXl3d0dAhL0Pr6+srKSqiRwqpVIpGQ/qRWq0nB6u3tRQXEAlomk/GPwOXCGRpaO2uT8fHxqakppVKJfJai3NraqtPpioqKrK2tt27d+vbbb2/cuNHAwGDLli3btm2Dl4rUCluAw4cP+/r6Ojo6ro544qj+2te+BjrPcIP02cDAYPv27VCykGaxHGPz6eXlBWuNGAhxkpWVlY2MjPT29pIxhb9Ua2sr4S4EWDCDV1dXq1SqyclJ7AfxYLx8+TJ2Ezj7EB/LIY11AyRWpn6YHteuXWN4h9dBX486liRd2lUYVEqlEktZJFjl5eXiYMNleHX6DsQMjUYzPT1NJZ2cnNTpdLdu3bp7965Op9NoNCMjI0qlcnBw8J133tH7r/H1X4Rrrba+wCUw1tXvYkBAgEwmCwsLgzHj7OwsdFkwroRanHGPesp9uHXrVgMDgw0bNqxfv37fvn1BQUGpqamwU/GwINckPz8f2St9KwxW3AYIgmY9RU8H0Yp8Yza5RKeIYkozC48Hzg2tJX8rNDQUQaqnp6enpye8V5wMCWcl9gqOZ3p6OlsO5n2cXJj6+dXouNAXEFHHMorMO/ru7u7utrY2rFrBDZFIcJfiCohFIeZemZmZ8HXQpJeWliJIFbsXYb3M4FlbW9vT0zM9PT06OgrBEzFCW1tbb29vX19fW1sbDvx0vrz+lF3s/fv7+7u7u5uamuBpwM2Qy+WVlZVxcXFEuWzZsmXLli2//OUvN23atG3bNnxdcTvD9szGxubo0aNOTk7f+c53QO2BXNetW4fzpIWFhbW19b59+zZv3ownrLGx8Y4dO3bv3g2N7+DBg/wWDw+PrKwskBPkbfCCq6urlUoljv3wxmQy2eDg4OLiok6n6+joQPjEiFBfX4/xK08NXX9dXR2R4xAn4PzhySLMqICe2VwhtWhra6upqYHlhp0jhxzyBBZZXV1d5LLAAAH0p+zi0sKJS4sAi0sqlY6MjEBs6O3tHRwcHBoaWllZWV5eHhkZGRwcpIhPTk56eHigzvqCoAFca7X1xa7VykXeyHPnztXU1Hh6elpaWkJrxdQK1YAwOabCGhsbGxkZ0ZIYGhpSZDdt2vTLX/5y3759cE5h1WRnZ7PXRgWA7QiyQtyP2DbQv4B8YUEtWIrx8fE0jMHBwWzDAAFIbyVHRGil6HZpUkhk8fb2JnYwICAATtVqTQH/VExMDGIb7iK6V6hCBMRCKec38jWusvDeCwoKysrKsF+prq7GkLSyspKRlnupp6enoqIiOTk5NjYWdgFFMysri8aT7RM+deQyCTNA/EqwE5ycnKSwksNMVaXrIc8VLRak2pqaGtZfCoWCBpCYLAwKECnACcvMzPTx8WGXtXXr1m3btokjEy3srl27GPPJgAkMDDQ1Nf3JT34i1EQvvfTSli1bfHx83Nzc3Nzcjhw5As3AxMQEgwLhRbl37174s15eXtRWKFlEN+J/CkaJYwCv4ejoKIt12K+i5BUVFXV0dCiVSqgURAdhnsJgLpFIeEE46ZELIx/o7+/H1rarq6ulpaWqqgoTAKhpQPAk7hDd2NLSUldXhxYAsRxwOeaENTU1hO9CyhYM2e7ubrVaPTg4yBaL1CytVjs2NiaXy5VKZX9/f11d3cjISF5eHkS3tb71f/cFoMM661vf+hYNl4mJia2tLcmpmFoxEiIQ4A7Zt28fkhuaEagCgi5uYWGB49ypU6fi4+ORb2J2STAcNsPCUgRmzMWLF3FIQemEQyskp8TERLJXcUqFh0jS6unTp0m7IwQFrWRSUhK9YXx8fHR0NK1uTEwMQQNeXl5ubm6urq6kY/G7+BnMmYAs2H7Q+R4/fvzMmTNpaWnR0dHACIh2kDaAXVZWVjY1NYF1VlVVlZaWcod3d3fTMw4MDNTX18P+gdCen5+fnZ2dm5vLCH/lypWqqioiTCBLwgGoqKiQSqXUCLlcPjQ01NHRAT7AJgdW0ODgIIxXkkWIloL1xWTNrIo/C8apqKEkEklnZ2d5efnZs2dNTU3Xr1+/ceNGQ0NDAwMDfX193uVdu3ZxrEK8MzY2NjU1JYF8w4YN3HUvv/zy17/+dcLTIMNxPBPGxQUzGlcKKyurkJAHzCE5AAAgAElEQVSQnJycpKSkiIiIkydPRkREZGdnV1dXy2SyycnJ9957b3Z2dmhoiHYPLhrxgkJWgJ6CvlXsvjiwCSirr68Xpjbwz0i4Yjkmk8mE1zj0anaDEPL4eThYIKoArGA+iLPRkvBJFkiFiNeGv9HV1UVsmkh8qa2tBTHv7OyE70GKWn9/v8h8/eKU17Xa+gKXsDcXePn69es7OztTUlJ27Njh6OgYGBjo4uKCqRULq23bthkZGZmZmRG2bG1tfejZZWZmZmtr6+joaG9vD5UVqinOe6RI4U8BPoVfJyqXrKwsSPJM3wjM6UmJhyO/Ojo6GgdrhseAgICAgACA15MnT0ZGRuI7Rf+LlhzLItxaaWajoqKAYkV59fDwQDYOqMqiIycnh6KMZoyel/8bERGBnxamBPC3aE8QkpeXl5PpRI0DSB0aGoIw1N7enp+fj3yopKQEIhpFmT6rqakJSI5tFe6rLFVAhEUuCzMsJbixsZFYl66uLraF3L3QhqjCTU1NRJZmZmbm5eXBz8diCgdShUJRV1fn6+trYGDwzjvvbNy4kdYVSJ3RXtRWtv+stvz8/Hbv3s2C++WXXz5y5AjGj2iRfXx8rKys8BvkGMZ1297e3tPTMyYmhr4V7sf58+dJC6aJe++995aXlzlLZDIZSGVbWxsxMJcvX2ao7+zs5EWDzL/aNgwGBbop2H45OTnkViCsqKurg0tbWVkpeLUMIkCl7e3tNMK0/AARfG4hEfNbUHCQy0t8FntOMsO7urrwiOEfYfeFx3lfXx+0h7a2ttraWp1O5+HhAcbyF7muf5drrba+8EXTyvFoYmLS3t6enJy8d+9eNze3M2fOIB8g+JN50Nzc3NHRkWRWHPmcnJyItndzc/P09HR2dnZ2dvZ8dpGWivYJxzZ8jCQSSVlZGZIBKN9w9WNiYtDgX7hwAdVpdHQ0ghmSCxAU4MwSEBAA9Al9ld/ChWMWptdswMizIr2OzFdyro4ePRoUFMRaid+IqlX4fRAlQFACxlenT59OTEzMzMwkfQC6QnJyMvgGRsiQzGmXBgYG6LboTTBGwk7wwoULyDFxqEPPMzs7q1armd+ZfKmSLHMYXZHSdnV1MVEODw+Pjo6Ojo5CjxWtFpUC/Su0WUrA5cuXIWyh06+oqGhqamJovXjxoru7+/bt2+EMbNq0ie6VBhY5rLGx8c6dO7FCNzc39/LyOn78uHDRPnz4MJ5Y2IQHBwfb29vj5iNSs+zt7V1cXI4fP37+/HmMUTj/KE+UuY6ODp1Ot7S0NDAwwBZLpVKpVCpA1cbGRgwohoeHb968+fTp09HRURRQGFrnPLtEjG5ubi42K4wCVGF0HGh/QWa5sIhFW4UHLv8Cj5YDFbAVDR7nJYkvFFa8Y2AWA8iArRMT2dbWNjo6Ckt3dnZ2enp6YGCgvLy8t7c3Pz//n/7pn9bysv63XgImf/XVV3kLSXCJj483Nzf39/fHM9/R0VFYC3p7ewvuPVWJAipIo5j+EWSN4wlUbZwv2GL19vYi+2tpaSFVBWA0PDwcS8DU1FSi3nGcIvmK2R/r64CAAH9/f/j/Xl5ePj4+vr6+/v7+oHUsvkTHKgwEuIcvXrwIYzwmJgYpAZU3NjaWewZLQH6yqKiIlQiiJkbvoqIiUXbJPmD1jFBC+EvRRMtksr6+vsHBwc7OTrz0iVrIyclhriwsLAQtxUhfJpONjo7Ozc2NjY0xP0KT6urqYsBnikTno1AoxsbGZmZm5ufnFxYWAGER/EAAwFpUSLPgBly6dAkTHL6Jzh0zf3TutbW1ycnJdnZ2O3fuZN0EGQsqCPgAeq2dO3c6ODg4ODhYWFh4enqGh4fb2tp+73vfMzU1dXNzs7CwcHZ2RgXn7u5OWgwcLDs7O3jT+ORyFkIopjyxFAKpmJiYmJ6eHhsbw2CwsbFRo9GAVGo0GoVCoVAoNBrN4uKiVqttbm5mN5Wbm0uWGpA92T+8Xywhy8rKECZQcIH48akiXYamlUABZiyKKZg+HxJ8CNF3wCAEnOVFzsrK4jPPqqqqqgronC0Zro9DQ0Pj4+N37959+PDh4uIi3atUKn3rrbe+OIssvbXa+qLXajnWSy+9FBMTU1FRERwcbGtrSz9oa2u7f/9+VlXW1ta4lvj4+Li6utra2sJhNDc3R8zKyuvQoUPu7u40mCEhIfBASU69cOECsy0hSNQpIP+kpKSYmBikUyItVXAPRQQWNB3kqlRzf39/4q/d3d3J8fbz82P1hGrg9OnT2OiBQtCQitU/YYIQbEXzIu600tJStVo9Nzc3Pj5OxzQ0NDQ4OFhUVHT27NlTp04dO3YMyWZcXBwmL0QcIrW8evUqpCuJRAKER/m+fPky5tbI0icmJrq7u+kfkWbR5CoUCoj9SqWyp6cHLnpnZ2d3dzdQgFKpnJ6eXl5enp+f12q1z3Ws4IaAJOXl5VVVVRTWjIwMmqxr166tzoYicJsiXlhYGBMTY2lpKTZa8Jcpr0ZGRjt37qQJRVYAY8/FxQVycXh4uJeXFx8PZ2dnPz8/FxeXw4cPHzx4EBt1gSDBL6bxxxqR+YYXh+YUuf3s7CyIcH19PTYrEEihQ4hQPx5/XV0dxmnkVqSnp7M/TEhIIAeXwQIAB+1JTk4O0Y1QlVkSkpNIEAuaEcZ/OHYcwMnJyYTGk5KA7hnHWCxmAFvoJLDuBiXAgkChUExPT9+/f//+/fsffPDB7du3p6amxsfHLS0thdrti3Ct1dYXu1YX1q9//esggKx3fX19XVxcduzYsWXLFgMDg/379586dSosLMzFxQX5I1bKmzdvJoBg8+bNwubD3t6eRRNdSXJyMvr9uLg4/OL4WFdXV3PzI5xni4W8NTw8PDExkQ/itWvXEhMTScE6ceIE6ywcWPz9/Y8ePerm5kZ8i6urq6urq7u7O3mCtLcBAQFwUQkpol5za0H8EvEnNMt41NNGZWVlqVSqBw8eaLVarP+kUuno6Gh7e/uFCxeAfc+ePQtcCC6MMSj+KQSpoveHagYRIj8/n8S9sbEx1sRkiSsUilu3bo2OjiIwRy+v0WjgdfX29kINHhgYgI3Q3d2tUqkmJibo6WivaEIhFcDogh6L4Rb2zMAR6enpmZmZdIhFRUW4PYFUIs/38/MzNDTkbd20aRNfbNiwYdOmTVBfxSZT7Kmsra1Pnjx548aN1NRUV1dXolwcHR0dHBwOPrvYgx08eJA8bcorEjtEwMzR1Lje3t7x8fGZmZmhoSF4YyCeeDVcuXKF8oosCoYAlABSDCiyrO9gGdfX14NcI4rlE8gmimqIx01bW1tXV1d1dXVGRgZhlykpKXBIoBDAyAYXwkgM20aaZRBtsmBB0svLywGIKyoqWlpaVCqVWq3GdmB5eRmWq06no8jqdLqoqChiX78g3etabX2B6zmDyDfffLO4uDgnJ8fOzg6GgJWV1Z49ezZu3GhqahoUFOTv73/w4EG8kxEOiODlrVu3vvvuu1u2bMFg0NfXFzeAoKAgzE/DwsKCgoLwr+Iu4uYXqZnwSREpkpISEhISHx8POSk/Px/wFx4rgAOoK/tojK+Ael1cXDC3FuLXkJAQsgCEYWt+fj6BIqzpQeW4t9G5ciPl5+d3d3cPDQ3hhw97bHh4uK+vr6CgAC0DEUxZWVkAx/X19cPDw1KpFICPO7mkpCQzM5OBMS8vr6OjA0ukoaEhqVTKI+no6Jibm1tcXBwYGBgZGVGr1XCq5HI5ZnQqlaqzsxPvfexEcXUZHBxk8QWETd8Kf56GjqLJm4sXNdM3zoR4jGI9AzIAi6OwsDA9PX3//v1bt24FCti+ffs777zzn//5n6y5hFcWime8XzE8S0xMZNcUFBRES4stFl4/O3fuxF7L2tqazAjYbzwwQsPYCnZ0dIyOjo6Pj8vlcmZzrG0oasTkMAGAPstkMjJfIQb09vYyYsNIq62thbNBcCxcKzafIOnQ/mB0wUeuqKhISEggWhhzrEuXLomeNDc3l88MChE6VhiHvNRsNfHJ5USvrq7u6ekZGxubn5+fm5ubmZlZWFhYWlpaWlqamZkZHR2dnJxUKpU3b94sKysTu8G/c6XQ09Nbq63/g+ulZw7n27dvr6mpSU5OtrKycnV1BUSjJ7W3t/f397exsTEwMNi6dStZWOw3mBBhthoZGW3ZsoUOlxkfmQ1UeRhOwKZoYYmP55OKjQAVNj4+HrdAEusgbwkJI/8C9AAmUHwF3d3dUQTRwHp6egYHB+PISXJyXFwcqCgOykh7GQmFlTKpXNHR0TxCTDpWd0DcG3V1dWlpaREREdHR0VRqnmNiYmJFRcX4+LhSqYThCHEHDSWb6JqamsHBQUhRCHhYkpSXl2PjolAotFot9FUWKVKpVCqV4iGgUCjAW9mS0boODw+DG7CGxrofPz0k8PizkCKF1pNThJxHngLVoaioiEcOXOvh4YH41djYmNr61ltvbdiwgdUWb/quXbtob2EUHDhwICwsLC0tTfiicgg5Ozvv3bvXyMjIyMho69atmzdvPnTokJ+fX3h4OLw3tL98DBDyd3d309oPDAxAQaVFRanBpqi5uVkul+NRK5FIQJyorWQvQiZtb29HewrbidqKdwSWuykpKYRrAR/BaauqqiKGknRhpiuaA3FQZWRkANHCuxLndHJyMuQ2nMngMzQ0NHR1dU1MTNy+ffvu3bvvvffevXv3WGQhhF1eXu7v7wdfXr9+/d+7PPy/a622/s8va2vrysrKiIgIW1tbVg3oaiwtLV1cXCwtLY2MjOCQGxgYwHwUOtdt27YZGxsbGxsbGBhYWlqGh4cDPoLPcrDDDCViIDMzs6Ghoa2tjXgMkfZKZFtycnJERERQUFBgYGBYWBjWfFeuXDl37typU6cCAgJOnDhBjCDMVmEtiD0omit/f/+oqCi2ZKyt8FjCJDQ1NbWoqAgGaHFxMaaf3Ntkyl6+fBnBKOWV3hNaKOoyyGEXL14sKCggEIGlXG5uLh4iWAgipurp6YF5yqQJUVypVGJJV1lZCfTZ0dEBU6e3t5fZFvcA8ppQf4LciXhXEqR7e3t7enrAZGFcUVO4aOXwaWVQZd9NLl5UVBSzBQgJXoX8ZHFxcWxs7IEDB+DeoSnAwwUlHuAALS37LiMjIxMTE96dqKio9PR0IN38/Py0tDQnJycmHg5mCwuL6OhoQExEYlQ6IOna2trBwUG1Wt3d3S1A556eHolEQs+IngJmBYcKPwllFfcpXlI8ALu7u9mjtrS0cMhVVlYirCKFDCAoPT2dQ7GhoaGqqooYyoSEBKYZPj/AC7xiEJyJHuCDSqJaUlISKmdctJFyYa8zMTHx3nvvvf/++++9997du3dnZmZwb5mZmVlZWUHp++DBg8DAwC8O5LpWW1/gek5R5+/vX1ZW5ufnd+TZZWNjw5rCwsKC3gSdq7jTIOVg1MIXxsbGHh4e8OrxcIuKiiLQ7fLlywkJCcxW5Lv19PSUlpby0RQkQWKN+YtE2J87d4556vLly2fOnIEyCbhJeRULLrIGgoKCoqOjuT/z8vKSk5PRC4jILP4vyC+FhtUEu3seA7cNbNzm5ubh4eGmpibWHTCokBvAnSTWiRhw/AYFdIu7B1QeUgDooRjzBwcHx8fHBX7KukypVLa2tsJvhx2FlzOzLcWFrqq9vZ2i09HRQRuL9KihoYGfpzQzERO6B6xB4vT58+cjIyOF5SPLQ6o8AHFubm56erq9vT2aEZwBxPm6detWPAn5AAAIkIgVFRV1+vTpgICA4ODgs2fPwqWtqak5e/aso6Oj0GgdPXo0OzubhhrrfrIVkpOTSVvAwa+qqqqnp2dxcXF5eXliYmJ0dBQBG5M7on4QUpVKhagULVxfXx/R4gqFYmBggB0gfAncYOleRUYsJzGwFbQWZLWYD+AwiRIaohh2lLxiwpAQ/2xIKSgUkClDcB4eHtZoNNhfLS0tTU9P63Q6aFhqtVqr1apUqsHBwfb29tu3b+fm5n7961//e9WH56612vpi12qjnfDw8KKiIpzfbG1t2fujc2WjxZ1D0wG+xjaDaZH7DWSWD1ZxcTHxmewcLl26RF+AhTPLGRGSTHWjV2KbT64qjJmLFy9SBy9evAhoS1+M53R8fLzICEBEwM+TbkRtFZRY6Fb4dHBdvnyZeyM/P7+yshL7qJqaGpA1Qr+xpyL1D5SN/ca1a9foyDg/xGCLGod/s7a2ViqV4p2MTTLpdeXl5fAlSBucnZ2dmZnRarU6nU4mk+G6VFJSQu+DpkjoiFDQSqVSjJZZ3TD8Ys4PFsFWB9sXulF8RmpqajIzMyEO48yAsIItORwmcg9zc3NdXFyE6I73mgoLvP7uu+8yvhgaGlIxTU1Ng4ODT548iWnZ6dOnmTwQocXFxXl6esIZCAkJQcsEIQxFwMWLF+EJqNVqYG5EwCsrKx988AEZUxMTEwhPkVHwNaS00dFRtVrd09Mjl8u1Wu3AwABtfmtrK+0qZAlkyjxTVHwM+/C0YmJi4uLi0tLSkH7R1VJbccIUGCsLA2Bu1qEw8yDq8rmqrKzs6upC9QBvbGZmZmZmhpODyQNK2fDwML6Fg4ODCwsLzc3NQK5fhGuttr7wJTZa2K0DBdja2trY2IgEF0NDQ0Y/EVHH3UWjKv64a9cuR0fHsLCw5ORkTK2YtbnPwbauXbtGpeCi42ChxPKaGby4uJiNNhYqwFtMW6hg8RXES5siKOz9cd1mqoX2xEI8NTWVjRbmHax6kUuy+WFrjE8ocbOU+8rKSsbqsrIylhg8EnKqc3JyUlNTUT3SrlLWCQokxm54eHhiYmJyclKr1QIv0NIymVK+WWGpVCpGQgpiQ0ODEAiwq4G1o1arh4aGaMqENUlvby9eSridgrdi24y7GJZRTU1NN27cEOMtOTfkoSIiamhoqK6uZmV/7do1FxeX3bt3Y4KFsSRd6rZt22hd2WhhMoDtJHo5PHNPnjzJEJ2ZmUkIa0pKCvQ1yBukOvIUEEpwwvX19XV1dVVWVrJe7+rqUqvVrAQnJyenpqbGxsa6u7uZuNvb2+lSx8bGJicnFQpFf3+/RqPp6uqiYQf6LCoqgk3FtMQHLzk5mQNb8JqxkgCdh8iM4gDnbMGxI6uc0Jfi4mJWmghhILeyz+QQ7evrU6vVGo0GOwi1Wg00PDg4iNkg0l61Wj0xMaHVau/cuaPRaL75zW/+vSvE/73WauuLXQITeOONN/Ly8rKzs48cOWJpaWlhYSFcr2hVgNhA1thg8AW1dfv27cbGxtbW1iyv8NpgbVpYWMgITAZcYWEhu1p02fgNo03kk8oHsbKyEl1scXExFY1+UFBTxecek2PSq7gr6I7pTEEbBO2GWIGqqiqy5lHIIOPBbopVDzc8v4vZU0TRIWAnJ5mZnb+Vn58PXED+B0mlaBxZT3FHzczMtLS0UIL5ydbWVtYdUAUGBgY0Gs3ExIRKpWKQHB4eVigU4Kc4abHCxs6Vro0niL/y7OwsuzJeWwhAhYWFcPKxzuO9hoYlvGihwdOq85oTXeXq6opWlfArtvxgApRXYeMLaLBt27agoKDg4GCyzQMDA6E5Y9WYlZXFVqe+vh7zChRuvAK0qMwNHR0d/f39lZWV+C3U19fjiTU+Pj4/P6/T6ebm5vr6+jBPIWQMgppCoRAkiurqavzVWltbe3t7y8vLQcYhUAPvsm2DS8fZmZWVxWqLnxQm6GlpaYWFhTdu3ODAZj3AUU1iNjoFEeXNecaHgZNPo9GgJZHJZKhCxsbG7t69y0YLdjO+E3fv3r158+ZPf/rTv2+JENdabX3hC5LAD37wg+rq6tzcXBsbm0OHDhEaCC4mNg+srXBForZyR23fvn3Pnj1WVlYnTpwAlsrLy8NU9MaNG9XV1a2tra2trcKoraqqCvEf4xLabUbg3NxcxJco4qFwsx2+ceMGIm6xz83KyqIKkC4HjEDZpcvgViktLUVOitV/fn4+/CegNxxV+F11dXVXr17lRoqNjYWKgIsKk3tlZSVKJxBV6jJra5ikSHeANVtaWtRqNa4rFESVSjU+Ps5zxwmM4FWeHdM6ogD1s4t2hjw7jKIxskPkTmeH/wj2rPSzOBkCFtPTFRYWAhHSTfOsCS6E9wY1TfDPaOeRxru5uWEFQA3FrIddPxQCuld2XFu2bDE0NETthtkYFTYsLIzF45kzZy5fvoyYtaenB98GPByKiooaGhowpaXZHxoaqqurww/w+vXrPT09Dx48+OSTT5aWllQqFc4sEomkt7eXbVVLSwvqYRBVPl0FBQXV1dUjIyM6nU4ikTDg0wtzgqJMiYuLY6FH1g4KC0jKjFB032BWfMCYltAO8JM4BAFrQNgiEZatIw0piDnQjUwm0+l09+7de++99+bm5sCFpVJpTU3N/Pz8kydPdu/erfdfAx+fo06u/uZf9VqrrS9wiTdJT0/vxz/+cVVVVW5urrW1tWhaMWnF/gohOSYd3GP4d2BK7+npSQyq8ArCcJPBtqSkhNuYT9u1a9fI7yR3k81JXV2dVCplNQ+hlYxobhW4pSC2QATMYrhuw+oHExBIWWZmJq0uTURBQcHly5epvNevX5dIJBhIo+oB0xSd6YULF4h9jYuLu3r1KlM5/KeRkRGZTAauSnt79epVUuow8UKwiwnIwMAAnnKAiePj45OTk3imcH5Q+Orq6iidkAfgG5ENNT4+rtPpUBOMjIw0NDRQ0zHJBg0g8xV9OucQbSnPGuk6ZwYnDe9RVVWViOQS+X28aGfPno2Njc3Pz4dSeurUKVNTU95uIyMjhFjsNg0NDTdt2vTuu+9u3bqVwrpx48YtW7YEBQVFRUX5+vp6eHj4+fmdOHEiNDQUp0fqLFQNXsDs7Gy6WlygoFIMDQ1NT09TCjEMg8YklUq1Wu3k5CSeXsCsILBqtbq5uRnXK4DOiooKdlY9PT1TU1O4vsLkxavl8uXLPFmyLejTWf0zcuGrizYEu3TIAIxHGJzzfZANEfkD3QVuWVNT0+DgoE6nm52dValUTU1NQL3YRc7Ozj58+PDDDz+cnJyEy4w0WaVSffTRR35+fni5CtOPV155BQOXvzHvda22vsC1+uj74Q9/iJcdodmHDh0CXxM+rXh3YiqIM5axsfHhw4ft7Oz8/f3T09Pr6up6e3uFjYhIZKJLwkgU/6esrCxo+Xy8cHQFX8PFnR0UgADiIuI2L1y4QG1Fxw0Im5ubi6sQPRdGAaQkMetFRERwJ587d46lDW6bZWVl5eXlZWVlNTU1jY2N9fX1vAJYewANM73yA1jYDQ4OKpVKViJoZK9evcrPYFjFOgjhP4WSkR+3fDw66ZTr6+v5AdjsbPbxJ21ubgZ5qKqqIjZqdHQUf0KRjI17E1AGEwA4KRAzaSVAgeQgsFEEUIaue/36dbJRcV04d+4czAoydS5cuFBeXk4JO3ny5L59+6CyEk0IRHDgwIGdO3fSwDLBIJA9evQoFi1eXl4nT56EyIGCzsPDA0sKBCYCPuKtZLiGVjEwMEDZRYIBIItMQKlUQttg6zUyMrK0tKTVankTm5ubS0tL8crBTRycmnYYNaDI1MLTh5UmrxjQExBKYWEhgZL4VaKJKCsrI7sQp56oqCjMJznIRTuMoxsMPJ1Ot7i4ODEx0dHRQffAyDI8PLywsPDhhx8+fvxYpVKxlsQ/vr29/f79+5mZma+//rreX6qkfzHu5a/XwK7V1v/h9eabb7L5cXZ2trCwMDU13bNnD8wb7hkWWfv376fIWllZBQUF4d0HzV6tVt+8eXNqaooSSbg8nalUKkVi1NLSAlUeE1KNRoOgUzCHKBl0ZEgbQV2FaTzEIPwygOGgIpLKBW7Amotkl9DQ0FOnToWHhxMew/h5/vx5NmBko+JnTDgVTSjYX319Pd5FPBFqZX9///DwMHcvijKRqkQHWlVVxVOAVonQgG0VHCDcl2tqakZHRxcWFuDfABHCIhodHRURWDzZuro6Bsm2tjaZTAbjFTgCmIX5F5hF6Nw5e2jcmP0JsmX5g7szNiW082RNiyjGyMjI2NjYgoICNmNnzpyxsrIyMzPj42FmZiYiso2NjQEHkMBu377dzMwsLi4O6wmhUSblAbeH48ePe3h4REVFxcTEQMBCjwdfGHhELpdDyaqtre3t7VWpVPPz83K5/MqVK4gpwLhbW1vHxsamp6cxdUW/X1paymBB70n+mAhqRHvG9olKCmLOZpLNFcs3Ji382rEcwtDgxo0byCKioqKioqIISOc3AqaD6gIIKJVKhg/wn9LSUpwkYTLcv3//008/vXnzJvxlhLNMQnB7v/3tb+utis/ihkXy87eUw67V1he7ROv69ttvE/3k7+8vmDTcOcR4kMOBafzRo0cTEhJKSkrQbtKBDg4OTk9Pz83NsU5hDco+QaFQ6HQ6SCfQudlIzMzMTE1NKRQKUqrgQjU1NSG17ujooCEl7gmOPYMhYCJUGIilKGSQ9CQlJcXGxoaGhuLYQgZMdHQ02YWxsbFk0oEtwHKlNQbUw+oUrv7IyEhfXx/Rnt3d3TzB8fFxOAM4fYhC0NPTA/KLaAoVJqguSzzsVlenfvb29tLz4s1M4SYRmrsLoRRiTbycEXESO4ocAJQACRb0eyF7h/lEFQYl4DtoIsCOKbugh/CTEhISwsLCUBKHhITExcVxyEVEROAyYWtrS53F5ZrQX2YaIdMKCgpKSEjAxdHX1xc1R3Bw8PHjx319fTHPDQ0NJSMdXIgJgGgv9nUYR5HXgqmNVCrNysrq7u7WarV0eZhgIangeMYDiNOFLpJOkDEIG1aeEc41bPwBsvPy8mhIUWoRLERhBTRgUYl6LS0tDToBZD4Rj0Z6OQcq9mk8PKhaoBZNTU1DQ0Ozs7OPHj366KOP8DDr6+vj1CwvL0dytrKyYmpq+sorrxD4qrfKX2kNb/1CX+IdMjQ0BAmNjo4+dHrvlXwAACAASURBVOgQORyEHltYWJCHjO9GWFgYjSTtg1qthuLT2NjY09MzOjp669atp0+fPnr0SKfTDQ8Pq9XqqampxcXF6elplUoFoQ+nUcTyBHaSgFJSUiKVSsfGxmZnZ4eHh6ndpBDT3lIpgA5YXkVFRZFFGBMTA2iYnJx85swZFLEYaZNtR1WNiYnBe5C1G0QCbrnKysrq6mpIo3K5fHBwUKVSQSCl/GGT2tzcDNkWT7mSkhI8m/v7+8n/gH5QXFwszGr5I3qBioqK/v7+O3fuKBSKixcv8pivX7/e2Nio1Wpv3bpFUDYFGnqARCIBicZ5QLi4QrGgBeN3if6dEgDogXshsghSRjATyMvLq62traioQKwBqyw+Pj4gIMDT09PV1dXFxYUKGxERERsbu2/fvkOHDmHBY2VlZWVlhTB63759ooeFUbB9+3ZXV1eiJFHNCVlHQEAAyICHh0dwcDCJ1gzUBQUFInwFM2mUZjDkcE4YGhrq7Oycmpr66KOPbt26JZPJGhoaUF6ggEKWRsw1xDvi1+grEUdcv34dOxWeMks8hFgU5ZSUFLzNEhISgFaFVBprV8jC/PtEEAkSG6cXR6xQK7S2tvJSNzQ0dHZ2IgMB6llZWbl37x6fH5h2+KnTdN+6dSsnJ+drX/ua3iqfbKFTX30j/7VrxVptfYFr9dFnZmaGMicrK+v48eMkcGAOb2NjY25ufuTIET8/v4yMjLq6urKyMora5cuXsUznrmaxMDw8vLKyQhSHVqvFfFOn05EWxRnOkpePEeJOsAI+jkNDQ1NTU1NTU8PDw+LTye7lypUrwGekGaamphK8jGU9JnK4LJNaiG020qCCggI8jc6cOUOvIVo5JuXm5mYxy5Oiyr3NboF/gYRtaEPwxm/cuNHe3q5Wq6VSKWmgvIxAh7TeOC3x3EtKSpRK5aeffjo4OChqNIlVU1NTKysrkKhEcSfJlSopGh/Erx0dHRAqxE5PeO7hbgW0x3fQ4AvPBNBV1oaEKcTGxqakpERHR7u7uzs4OLi4uLCJwv4mKirql7/85Ze//OVNmzbh3HjixImQkBAvLy8zMzOwV+In6GEtLCygBMTFxaFUPnbsWHBwcGBgoLOzs4eHh6+vb1RUFHuqoqIizAd4PfFvhd1BOg76C7Vavbi4yLjz61//+uOPP+7u7s7Pz5dIJKzXaRJJGme7iHMrBzBkXkRT0PuFH1hKSgpkDzDoc+fOkQNE3aevZ0lFLQbqRUUCPQt6AGItCigUl+rqah48+bvC0EAkdI2Pjy8sLAwPD/f09GAuA/EDQH9sbEypVH7ve9/T09N79dVX161bxz37NwYE9NZq6//g4k1ycnJiV0v9OnXqlIuLC/EBqEVjYmKKi4uxMc3JyYmNjSVNuqKiYnJyEuenjo4OgqFmZ2fn5ubUarVKpRobG5uamiJvQ6FQyOXy/v7+3t7e1tZW6gWBTsg0WRYNDg5qtVpESuT6iRyOgoICqVQK5ZNaxq6WRjUiIoJGIzExMTo6GlgARwIM6CorKwHUuKnE4EyikSBmiZAPSP7UStocCIyxsbHx8fHCZJ7WifsBKQG9DBauiN+vXLnS2Ngok8mKioo6Ozvv3r2rUCiwTKUNh5rW3t4u0EAGZGiqiC/Bo6urq/Hbx+aVIBD89knr4mfI3UMQAUkD2qZ47lSH9PR0JKpnzpyhRhBag0XDsWPH3N3drayszpw5s2vXLrbVP/rRjywsLHAwOX36NNbXdnZ2SE5sbW1xofT29ualjoiICAkJCQkJIW3Qw8MDIkFaWhoaCuFyICQV+DyQN4NbDWxiWAQymWx5efnevXtDQ0OsDcfHxxE4TUxMyOVy9BFYWISHh+NaGRMTI2i2uPoCpK4WDtDb4tdD0g/WlPjXYOtD8ja55ZRXgGzIG4BgfERbW1uh3zLvd3d3k9MDNCSTyQjWxgGro6NDIpFAyKMpTktLa25uvnfv3t69e2lUv/zlL4uWaG2X9YW+CNBet26dv79/cnLy2bNnCwoKamtr8/PzRX5RZGQk3itVVVULCwsrKyvd3d21tbUwUuVy+d27dx8/fryysjI/P3/37t1Hjx598MEHKysrSqVyYmLi3r17jx49evTo0Z07d3A4pidF9z00NITaD1e9qampiYkJ4kkwsOjo6ICwxaqhqalJIAaU18rKytzc3PPnz4eHh586dQo9a2pqalxcnMhnPX/+PE4oSBgwBMjMzGQvzFgNm10wvbCdBYyj4jAnohOFak6dgriD8zSrp/T0dDgJojvOzMysqKjo6+tDnTkyMnLr1i2lUgmw2NbWVllZSdePdoi5nmqIDwgNHfYijPmdnZ0ajUbYESCNp+8WEyjbKryc6c7grgr7WjJ1cP6nF8NytKCggPYtISGB/JukpKT/+I//ePnllwH+Xnvtte9+97ubNm2ys7MLDg4OCQnx9vZ2cXFxcnJydna2t7e3sLCwtLSMjY3NysqKiIggq4LYiLCwMBr/7Oxs/LHs7e19fX3PnDlDqiP0WygluLFIpVIGbeACtBjz8/M3b95kuFGpVAqFArvFuro6EE/eCxRosbGxwkQiIyPj9OnTBEbw2E6dOhUZGcnbyhoK17Ts7Gz4UvBV4OehHsSlAbprVVVVR0fH4OCgQqHAiwdvVrAd6Le8LyA8fX19Wq0WCdbU1BQSu/LycgIL0HDTu5SVlX3wwQcxMTGE5bz66qsi9H6Ng/WFvjgDX3755ePHj9M+wP5LTEwkRkUo8SMiItLS0iorK+lP8cDHqhmO3tLS0u3bt99///0nT558+OGHDx8+vHnz5qNHjz7//PM//elPf/rTn37/+9//5je/+fWvf/3pp59+8sknn3zyya9+9avf/va3fIdvPn369OHDh3fv3oVSMzAwgKaT/VJfX59Go8Hhore3t7Ozs6enh8YWeQ9YKl5/5GKFhoaGhobGxcWRsIIrKNMi3nowEKg1mZmZdDSnTp0iPyY6OprxeXVgF+Ze3JlMl8nJyZh4UZ4YM0nrSkhIQMUAnNrX1yeXy+fm5m7dujU3N4eQfGJighjn+vp6LFqEqQJhJ/iKEllIT4pVHfoC2AsUaJSd0LxAVyGrMcmi2uQR8jX9OJtxNBc8BVZkSDmRQlRUVKAR+spXvsJd/fLLL3/pS1/66le/+sMf/tDY2NjZ2Rl/MugZkAFOnz7NlpJE3pMnT+LjQ/MYGBjo4eHh4+Pj7e1tb2/v7u5+8eJFBHtwoehhYTp3dnYSRgCm1NzcrFAosOgnMQWS3MjICGa1vA5UQ466s2fPwoW4evUqzLOEhARqK3FqLDlJ6BEfj+LiYozQgN0526jygC1ElHd2duJGhhcXW1BQJt6j1tZWmHwMc+T4Dg8P9/f3U3NZOV69epUXBxudtLQ0iBAGBgYCDaBj/fPa+ldFCdZq64tdjHhf+tKXzp8/L5fLQTCjoqJwlT5+/HhQUFBQUBCxpikpKdB9IAaix4fDD1Ub6LC+vl4mk9FETE5OUnMfPnz4wQcfPH78+PHjx0+ePPnoo49++9vf/vGPf/zjH//4p2fXH/7whz/84Q9/+tOffve7373//vt0uDqdDvv9iYmJkZGR4eHhqakpEF5hYoLPP7QY/AeYyhMSElhexcXFJSUlwSVASgCdgM0GfsYgyJjDwlgUWzLRRwQHB+PtxHkTGhrKCYSqJy4ujmDBoqIirLJZmoHr1dbWssEj2woPEQrE5OTk+Pg4nFYhcqdrYwLF1ZTBs6qqCqNSXmROF1Kjue3Ly8u5RUXmoNhfCT0bdy+yYLBFcGo25hw8KSkp4NHwB27cuGFjY/Mv//IvYiAFTeJ65ZVX3njjjV/84hcHDx50c3Pz9vbmKAoODk5OTmaZJnSiiGsxRhH0ppiYGPrZysrKlpYWFMyUMHxVcKdtb28fGRkBRQFBUqvVzNRdXV14MrC4wxVXHHIiO4DDA+pVeno6rStvOj4V4LORkZEpKSnCOQy0VORsww+B/AdsSqALCE9PTw9Wh7jnDA4OSqVSdgljY2NYyZAOOTw8jPkZIZJwPzgP2MIxG01MTKSnp//DP/zDSy+9tG7dOpF7/9ztvFZbv0AXb8brr79+5cqVoaGh9PT048ePI57BPjUwMNDf39/Hx+fEiRNxcXG5ubnkhcDuzMzMFB0ixtWEqdDZRUREgGRxCxFqgvaGuqBWq5n979+///Tp0w8//PDjjz+m5v7+97//9NNPP/vss9/+9re///3vP/7444WFBQYudjtsjXJycuhQ2BSzE0PjT7uEtBEZK7d0enq6iOWgZEBCogONjIyMioriMeNASnWGHnv8+HEvLy9/f39eE9y7T5w4gSOJAB/oi7mZ8fHMyMgoKSlRqVQzMzO3b99WqVQs8dG/azSaqakpoFgkPTSqBIzj+gGzHS5HeXl5U1MTAwS2MuB0FRUVdOXM+/hyweKirxfu4KiM+BW4htPPAmoj1oJHQbeL6D4+Pp67S2iEgAheffVV/kiRfe21115//fVvfvOb3/rWt7797W//9Kc/9fX1BV7HcSo2NhavlqioKPb1+fn5aEA5S8CICwsLEUSwXidzUKlUajQamH+dnZ0jIyNTU1Mcw9PT00tLSzdv3mxsbLxw4QJvIikGbKJY90NcBQhm0Y/FDycNhy6Gv6iw8KCgOcXGAUt1yMU4QoA10eajM+ah9vf387ApyqCrEGDa29uHhoZ0Oh1qPYYYpA1k/wjK7aVLl9gW/OxnP9NbJacUrKy/zbVWW1/gEm/M5s2b2TKfPHnS1dXVw8PD29sb3oynp6eLiwv52H5+fkjsOdXJpg4ICPDy8vLw8PDy8jp27BjdLgAWFRYYlD8yR3OTg23hf0GKERzGsbGxlZWVx48ff/rpp7/5zW8+++yzp0+ffvbZZw8fPsSqA14UfSu80fr6+t7e3qGhIWRODIyUV5Y2qGgoJRhWodgpLi4Wmi4s5mhXCdlmAcIsSVtKefX29oawiQsJubN4PkVGRuL2RFyoKPTw4Yl6Xl5elkql5eXlJAgQCQXoVllZiZIdaQP9C3tq6iw0INA9yBJst0BXEUGwwoJRUF9fL5FIKioqrl69mpCQEBsbC44hcmoxw7569SoKUX4jBxK7u9TUVFpa3sTw8PB///d/F7CA3n+lW4pvipaK73zrW9/y9fXNzs4ODAy0sLAgMouQAltbWzc3N2LHMKWGJ3Djxg3MAeRyOdJhLPhGR0fh4SPlmJmZuXnzJrAAZv4PHz7s6enJzs7myeKiAMDCC8gTB2zhhSWZEXeVtLQ0vCsBEHgk2HtLJBLyehGJQSoABBc1EU81BFfEJcA4lMvlHR0deBbjiY5D9sLCwtTUlFarnZ+fVyqVbMNqa2vhONIyw71TqVRWVlbihf3Sl770533rX/Vaq60vfH31q1+Njo6ur6/PyMg4duyYo6OjyJ5ycnKyt7e3tLQ8fPiwpaWlg4ODu7s7zIHg4ODTp09Tg4KDg+lVafEYkylMUVFRDFyEr/j6+rq6utrY2OC3jVGsnZ0dWcrJycnXrl2DOQAspdPp5ufnFxcXnz59+vjx44WFhZs3bz548OC9995DPwoFUqlUYikNYrC4uNjf309EVUZGBop1OORobRm6hTc2okYeKhxYUrWJgKWdQZOTkZERExPDqUNt5cwgPJzXBJ4jqYtQx4UoSKlUrqysPHz4kLgtiUQCrX1oaIidTH5+Pg0+DxV/7szMTGjwENRzcnIqKirAFjFqqampgW0O+x3uPVmHAwMD6MpycnJgaIp/GdiBBT1/EaK+wGdXkyLOnj17+vRpR0fHiIiIw4cPQ7dkLF1dZMXmWtz54gd+/OMfh4eHJycnHzt2zNra2szMzNLS0sbGxs7OzsrK6tChQ8gQPDw8iEdEl9HZ2QkeTWEFaILARxQjrwOmLRBg5+fnh4eHJRKJsKGCcHrlyhXh4MOzw+OKMwy+BxwP4QqGxRrwN2DXwMAAsdt4TnIwl5aWCiIHHj3Dw8OTk5MajYYDQKfTAQtgMTEyMoKl9+Tk5OzsrE6n40M7NDSEUw/YK2Gd8Gdqamq6u7sTEhLQv/53TesaJvDFut56662SkpKcnJzQ0NCYmBh/f39XV1eSU7kcHR3t7OyOHDni6OhITTl+/DjVk3GYWuPj40M35+vry3YCDyTKNGRJNzc3/jXsYNDzIJo8cOCAi4vL8ePHIyIizp49m5mZWVBQgFvS/fv3Hzx4cPPmzcXFxQ8++OCzzz6jzo6NjY2Pj9+5c+fp06e3b98eGRkhOgU8C/4A/Qh8bwSdtBtMiBQaEjiQctFrc2zExcXRTKWnp8fExGCDlJKSEh4eTpdK08rShkfOX4GglpiYKPy5uTnb2tq0Wu37778/MzNTUVEBANrU1LS0tDQ3N4fiiCwm0u158MK6kHxcno5EIsEzCUIPzU5JSYkwAYEmPDIyAnaZk5MDIRdtMa40N27cAL3lvzh/U8HBpvEdp3mPiYmxsbGB8fqNb3xDb9Wd/PLLL7/66qurtUN6enoABaD5/PD69etJeDx16pS3t7e3t/fRo0dtbGz4DOzdu9fAwGD9+vW2trYoWclrEFaKGJXRoWPiA72X/R7kOfJTNRqNXC4HdYFyAJcOcghvOmwQgb1wgIG9wLXCUYhDEbMhAsb5ddhKgMnAIuDdqa6u7uvrY0mA9fXY2BhUQqlUikM24QI6nW5paWlhYYE8hYWFBR42jhwIoDFEr6+vxyK9tLT0H//xH3l513ZZX/TrpZde8vDwqKyshASOtJy+1cvLi9rq7u7Od1jpHn12OTs729ra2traot2ytLS0trYmCcbKysrc3Pzw4cNWVlbW1tbm5uaHDh2ysLAAW/D19XVycjIzMzt48OCePXu2bdu2ceNGQ0NDyiu5AOnp6UVFRVKpFLd2sdGanZ2F7KVSqQYGBtRq9Z07dz7//PNPPvlkcnJSJpNhF42gC+SRfTdXSUkJYBb9CzUXBzmEnqGhofHx8Tgfg0tiTUAbjugAj3pcYtn7EWfAuo+GSIi+RJ+I5XNTU9PMzMyTJ0+WlpZot6G1kdF98eJFgD+6VDwSiTYQonjk6mVlZUizuKiwyLdqampw2p6dnR0ZGYH9WlhYSLqU8CdDtC4iC6urq/FsBfHEZw/ohnb+1KlT5DyGh4d/5zvf0fuvtVXAr4KkxdaF74gF9759++Lj40NCQhiJsATCWB0fWPwqz549y/vIIl5ceNzgfCjcvGAFCFtexu3Ozk6KYGNjI2zl51wpONhIW6DIsnIk3Z2GlJRWXHh4wbHRIsp3dHSUIAnErIxcCBxmZmZ0Op2IaWFzxTaM0r+8vPz48eN79+7duXOHOMLFxUXWXOBdUKEh7aFOxtf4rbfe0nuGw6zhrV+I6zkBsvi4//SnP+Vj5+joaGlpGR8ff/Xq1fDwcNzhHB0d7e3t7e3tjxw5IrwHTUxMLCwsKKnYvNJ+Hjx4kMlu//79iCD37NljampqaWnJ7O/g4GBvb+/o6Ojk5GRra2tqarpz584tW7YQvr1z584DBw64u7uHhYWlpKQgJKWq8hklJloqlTIJSiQSYua0Wu1HH330wQcfEAEyMDDArUWngPxRmHLh/8IKHsW3cJ5nW52Wlob5E4F3Z86cCQsLCwkJgXTFgi4pKenq1asYOaekpBDYFRYWRoKhaJYx/cKFngUam+Xe3t6HDx/+5je/gYL2ySefPHjwYG5urqWlhfAFCLPgGDRQhM1AAwLXo5GBMABvF7YAPrNiOsaJWSaTAeEVFRUx0mJEi4AY7xIiEsjZBunDW4AGNioqytPT08HBgcAekT8qPkjPadv5/uqau27dOj09vVdeeeXQoUNIufDTMjY23rFjh76+/oYNG3bv3k14TEJCAqEsGFbRP+J5ypGJuQTsff6L/UJBQQFeKlCVIUjx1Ngx4tfOuQXogeaKlSxJbmz/8bcVv6W+vh4gAtkVCRFSqZQRnhezubmZVmB8fJw+QKfT9fb2opHr7OzkOBweHr5169aDBw+Wlpbm5+cfPHjw/vvv3759e3Z2dnR0FG4WMpyuri6JRMIHoLS0tLu728LCQjA0/lw78FdFYNdq6397iQ5C3A9f+9rXLl682NvbGxkZaWZmduTIETh94eHhPj4+Dg4OjO1mZmZmZmaHDx82MzPDYUCgBGi3LCws9j+7MKXfs2fPnj17CNEyNjbeu3cvXoV8H3Plffv2CdPCffv2WVlZeXp6nj59OiUlpby8XKVSabVagoOw8tTpdAqFAudTGPhlZWXoTR88ePD48WOojjMzM7S0OG/hPMTMK2Y3wFaGYrRJYHA3btzo7u6en5+fnp6GMpmfn0/6YUhICEId2DzJycmYw4q93Llz55g3RQYXNqBY2DEtMp+2t7fPzs5OTEwwV3ISNDY2QnTHlJZnR7MJ/ErCNjbbVEaWyLhiNzY2YlHIPhoUcmhoSC6Xk27C9kwkJggKEe2eMMxGwSVsaKAfpKamIv93cnI6duxYXl5eaGjo97//fT5FgiSw+r9cq+dW8cWbb77p6OjIh8rExGT79u27d+/evHnzzp07HRwcsHSJjIysqanBe0EikXR1dUmlUpJ+UJq1tLSQ5oJJOcQJCEyiq0XWRasLuaWqqqqkpASHdY4umnQYYFFRUbDoWOvx+kNuJau8r68PUYZMJsNjlzQB3pGGhoaBgYH5+fm5uTkUATMzM4ODg1Rn/M8w0lxYWLh169bCwsLS0tLKysrKysr9+/cfP378/vvvT09Pj4yMDA0NsZIdHBxE2YWZkVKpDA8P//KXv/wczK23ihIn3o7/36+12vrfXuKDLhrYPXv2KJXK4uJiOzs7BweH0NDQlJSU0NBQbDX8/Pzc3NwY8BEympub49BhYWFx5MgRe3t7KysriiZ5Ssz4tKsmJiY7duzYtGnT+vXrN27cuG3bNiJh9u/fb2JiYmVl5ejo6OLiIphM5FGXlpZ2dXVhvrewsKBSqdrb22UymVarnZqawoIAOw+ssDAwHh0dffTo0f3795eXl2dmZth4aLVaXN24zXBiZTwEHODmQbWNSVVvby+LBVrjsbGx1tbWzMxMtPNhYWHwZEFUYWglJCSwX6LBRDUgCAnYo1y5coUNPkq22tra/v5+GJoQdyCTodxFwUXn1djYSARTQUFBc3MzauCWlhawDmHLzTjPOMwgqVKpIE5iSkAvz29kwOTn6eJhJYOZwNyCtoUpTEpKiqenJ2COi4sL+r3KysrExER9ff2vfvWrYvwXndTqCenPvZreeOMNa2tra2trvNZwXj98+LCbm9vRo0f9/PyOHTsWGhp65coVzkIMG1GRChop204saEk1x8abWQE+bGVlJXMJPThcCF5P+lYMVhITE+GrsNoS9uEY99BvKpVKhULBb4QtMDAwgBOmUMTBu8LLnLyZmZmZnp4eSIeIsnDbWF5evn379tzc3N27d588eXLnzp179+599NFHv/rVr+7cuTM7O8v+dnFxUafT0Si0tbVVVFTwPjI0IM167qV+6aWXqLx/Daxgrbb+5esvDm4ZGRkajSY0NNTCwuLUqVPnzp07ceKEg4ODs7MzayhXV1f+6Obm5uTkBDJgbm5OkWXJyzctLS3BBywsLKytrR0cHDDj8PDwoHCD1QYEBJw6dYoGAfWL2ESjbkpNTQVmZfkrkUgg0CCMwT2ImReFDIWypaVlampqbm5uZGQEdw+8rLq7u8lAZMMDP4n6wn2Lyv7atWsIUoWVKgZFi4uLcrn8+vXr5LtERERgFkV0XUxMDF4eqCcYpSEecDE80oGC+dIms6IhXlRYk1AiaSElEglIKOks5BU2NzfD4cXgBvlcfn4+Pibl5eUNDQ2okjQajVarFbmho6Ojw8PDWM/gwES4KeP2xWcXDNALFy4Ad5CznZ+fHxISYmNjc+TIEXd3dxwGXFxcwsPDUeIePXr0+9//vp6e3rp168Td/pyNyHNfr1u3zsTExN3d3cbGxsbGxt7e3szMjAWpi4uLm5tbYGBgXFwcimSQnMLCQrG7Y6lFPcVogoVh2bOwayK/gLYxAxThYLm5udBFmLIvXbrEKUhoIEvCxsZGKjj2mHjiDA0NwarGdQVgtLe3l5kA1QYeviMjI9PT0/Pz80tLS6Ojo3xosdFAIMBu9smTJ48ePfrss89+97vf3b9/f2Fh4d69e5988smHH354//79e/fuPXny5MGDB9PT0xMTE3Nzc4jCZTLZzMxMfn7+D3/4Q6HO0ntmLCDCCP5KNi5rtfUvX+J8ExDYj370I9YarKciIyMDAwPx2nB2drazswMEsLS0pDja2dnxTVNTUzZU1tbWzs7OJHacPn06JCSEew/CQHBwMORt/hdGKihQIeSjemKHRqYs3a6Pjw+Jb7jlo7AiK4VBHkdXHDDxEoZY3t/f39jYSAvGPEh4AeRE0cUIRj0iV2G1J5fLESY2NDQw9BGYeu3aNaFcguUOCxKmAVJUJLPCYxvbES5QS2gPTPHo1srLyzHKEl7gcrl8enp6fHyckFepVEoECBsq/Ey7urpo0Jjo8TShEBBtMjY2NjY2NjExQawsRjnUAk6Ovr4+kmWvXbtGVBRXdHQ0cmFouTiGXLhw4ezZs7CYPT09OUrt7OxMTEwcHBwyMjIKCgq8vb1ZXiN1ZyZ97t5+rr36xS9+ceTIEfwGIQzgj4Wl4enTp8+fP0/XDxbMy1tSUkKpBQ8B6mF2ETmVUOUwAmbFT3uO1w8c4ZycHPZRHFGUxYqKCgouegTOV2GwAm5Dd4xXAB5pGA3L5fL29nYSvKempm7dunXv3r2bN28CK6nVat6I+fn527dv37t3j5KKRubzzz9fWVnRaDSzs7MPHjyA8YIJslar7e7uFgmGnZ2dzFtqtTo8PPy1117T+zMEhi/Wauvf+uJwo7nQ09OzsbEZGBjIycnx9/c/ceLEsWPHbGxs4JwSOiBQUeHOHvebVwAAIABJREFUKVzlySXU19fX19e3sLCIjIwEtILBSrH28fHB9ygwMBANgqenp5OTk5WVFTAuW69du3YZGBhs3rx506ZNW7dutbCwiIuLE45/CJySkpLgRXH/C/0+GXP4YNJvVldX04qCppHYSguJhz+bGbb5MAG42YqKirCyRq6KMwAcA5o7wlCzsrKg43CX8mNslvD9Y8krTFsQWV26dKm0tFQikbDTgPPIPc86uL29nSqJSo36ODk5uby8PDExQXIBiB6u9YWFhRwYNOO8VtjrwbHn5mRbPT09rVaroaaxKgGyzM/PT05O5rSLjIzEIwqpKyssrLzS09MjIyMdHBzwSj9w4ADLSXNzcxsbG0AMKysrbnVq658DAqvP9Zdeeum11177+c9/DiPY09PT19fX29vb3d2dPSetK1kvtbW1mEzCnKOMpqamYkIIjgFDGRkeHAAEbEiqUM0KqR5u6CRfwHCiLDY3N/PvAIkKi2GwFJIfIaViCgOremJighcZn+KJiQk84Ofn5ycmJhQKxczMzPLy8vLy8tLS0v379z/++OOnT58i7P78889/9atfPXnyZHFxUaPRTE9P37p1a3l5WavVilx0woRkMplMJuNeyMzM5Pw2NTV99dVX9Z7FZ3FT88Vabf1bX2Je44/JyclKpfL8+fNIsFxdXQFSMcbGQJ6wOSMjI0I9N23atGXLli1btrzzzjs/+9nPfvazn+nr69vb29OH+vv7Ozg4QAnADAkKF6wA+l9aHgMDgy1btmz4P+ydZ1SVZ7r3cWJMczJJnLSZeCbVGguiqKBiwxYQsSCiFEERFBFRESliQRRRAQVpKtJEirQN0qv03hFRuhRB7D263w+/5b3262QyZ86ZnPes9eb+4ELcbHCzn+u5rv/1L4qK8vLy8vLykyZNUlRUnDVrlqqqqr6+/rFjxxiQeXuRuoEPC45ctra2SL+JZsHgCiK9rId0SEgIcCeQIiVSlFRqJe0wb1m8BU6dOgVG4eDgwGaJmE9Wya6urmfPnmXXTFVlK83AnpeXV11dnZeXhw6KdpXAEv4Va9GCgoKCggKAAqZvem2iDUpKShoaGjo7O69fv15SUsJgKxxgcVGhcItkb4EMch2WlZWh/iKjCe8CEmRZCrHbuXjxooeHB1ZhDg4OkBlwsxasCScnJwcHh40bN3KvxRydwFfUH+vXr3d0dDx8+PDIkSPFnVu2gfrFN6GcnNyHH34IAqClpQUAZWBgsGbNGlh9hoaG+/fvp/fEjDU2NpY9Ev65vKrALGJhBQ4AZYqEc2YXYaBF2pjgb4l+H+oeMRnsrKD3QeaPiIiIi4uDgsJ+KS8vj5VAe3t7e3v7jRs3kNgVFRUhaS0rK0PgAGHg+vXr3d3d9+/ff/HixZMnT6itT548AQ3AKwNQq6qqioUtYHdycjJgQlZW1qVLl2DRBQcH44og3FsgF8v9EvT3bzy/19ZfPuJF54PPPvssKioqOzubptLExGTNmjUrV64kZBAyP0HzJCTPmDGD1lJBQWHixIljxoz5/vvvJ0+evGrVqs2bN2/evHnlypXwAdTV1TU1NbW0tDQ1NZcsWULnC9tGU1OTBbGysrKioqKCgsL48eMnTJgwceLEiRMnTp06VUVFRVtbGx4YNKDIyEgCnSDe7tu3DysW1rtc/97e3jSDeHlA04mOjqbXYxWOLIf1vY+PD00ZkAWsRvrQEydOiLJCH0fZpZMlVJnJ8cyZM5AfAYJzcnJoORsbG5nig4KCaLICAwMJu4a1wwc5OTne3t7kGEJXoEfDuikiIiIhIYGlPynQ/KdASGVT72GqEgBDvUhKSiJcp76+vry8vKWlhSAmHoMDobAkDwkJOXTokJ2d3ZEjR1AriAxdDw+Pw4cP79q1y9jYWFNTE24/cb9QO+bPn7906VI9PT1LS0sfHx91dXWuOsFvlfu/+1Zx2Hp98skncPg0NDQQEdAaL1++fO3atevWrbO0tDx+/Djks6CgIAzYUlNTha0f6z5Zy9ewsDAMGxMTE7OysrChCgkJIR1S8ChAYFADA4ZSSauqqoBT8N6ur68neDU5ORmnN17MpqamxsbGGzdutLS0sHHC2Rp8PzMzE3UADCr8sWpqapqbm7HffPjw4ZMnT54+fdrb21tXV4fnQFlZWXl5eVlZWUFBQUZGBv+LzMzM0tLSuro6bNJY4gUHByclJZHP6O3t/d133/EKC5LGb8d4/b22/tp5++23AbyVlZVzc3Ojo6PNzMwojlpaWj/99BODv4qKyuzZs+fNm6eiokJJnTZt2tSpUydPnkxh/fbbbydMmKChocGkLzhYsFwXL148d+5cel5CDGfPnj1z5kx1dXU9Pb2VK1eqqKhMnjx5/PjxY8eOnTBhwqRJk6ZMmTJjxgzUWSYmJk5OTidOnACLZOdAqDVxrcCU586dg0xz5syZqKgonF8I7GMVzjxF4ixXI2CrMDPF05NiDYCAc4eTk5NYr2EmAG7A13Ixc80zoV+8eBHfjerq6oKCAghVwcHB7E8uXryIMQ3gXXJycnZ2dkpKCpWXnhrwNzQ0FFoPdTk8PBzuFAl6WJmQJgKSy16Fxgq0gdCttLQ0bEz5kerq6rKzs6naLAlZiFELSDfBZZFXwNvbm6hXGxsbBMrq6uowTxctWkTiLykDy5Ytgzng7e29Zs0aYAGcXP7RO1Bc/F9//bWOjo6ampqamtqmTZu2b9+O3nrt2rXr16/X0dExNjZ2cHDAPAGAGFIHXhAhISHYoISGhsJ7Y1vI7yUrK6u8vBwHVdgRFF8MCmhU0Tvl5OTQNgp9Smtra09PT19f3927d7u7uwl/6+7ufvTo0dOnT3/++ednz5719/d3dHTABOjo6Lh169atW7eqq6uhBuI0COzObiAnJwfBbmVlZUdHR09PT1dXV2NjI86Q8BDIdCGPgD4arkt1dTXQBBHuERERSM5OnDgRHx9vbGz8l7/8Rby8srj2v/38Xlt/+cg6wsnJyenp6RUXF/v7+2/ZssXY2Hj9+vU4aCxevHj+/PnIY+hQEE1Nnz6d6Plx48aNHTt2xIgRKioqxMmx3aLhpc+dOXPmzJkzVVRUSLQnLBYSK1wCNTU1FRUVeXn5H3/8UV5efvr06ZTyhQsX8ueOHTsuXryIn6lQK2JN7e7uzhgeGBgIRV8YteBMLGZeNPUQFYEmqU3UETSgQuaIk56Xl5dw9KCZJYVbmO+J3FmWIYQysVxG4AghlJ4IUCIsLCw9PZ0AZ1ALzOVIJCVui8oYGxubm5tbWVmZlZVF0GxGRgaeoXgFoFZgIUaxgE6PXQsxhajs8/LyMAbNzs6GLInjCbQBtnYNDQ3FxcVYep89e5Y+GknF6dOn7ezs9PT0li9frq2tvXjx4tmzZ8+fP5/bp7q6Op/X09PbtGmThYWFu7v7unXrPvzwQ7lfHUhlV9t//vOf1dTUVq9eraWlhcEuloMmJiZsSrW1tXft2sVQEhkZiWwXRBWZP1Gv+KTAmmCMwI8C+RNbIISkaWlpRD3m5eVR/miEq6qqGO2vX7/e1tYmnN27urqePHny888/3717986dO8+ePXv58uWLFy/u3LmDhqq4uJi9Fn0uhvHA4uHh4TC9iCaMiIgAkMH4qrm5GR4rnA1GDbyyYCmAPOTn59PPwnIlagi57ZUrV8h7v3Tp0urVqwUgILYpv8X5vbb+k8OvYffu3aWlpceOHaOwsqZH1k0dBAegtk6ePHnKlCmU10mTJo0YMWL06NHLly83MzNbs2aNmpoa7cysWbPocCmvosgqKyvPmjWLeq2ioqKqqqqurj5v3rzJkyfLy8uDtNIsKysr84Gurq6Pjw+EUCAzLFYBQJnBiVFC1whRhnUNu/6EhASKHagczm+Mh2LGp0GDW0pthQsFYx98E+/9gwcP4sLHduv06dOBgYGooWhPGLFxGMEQj2n0zJkzuMNxbZPXQp+bkpLCx2R+iPBBeluR4CKRSIiWIYkAvBVFGZIkVudIKjFgLC0tJWQJtwG+O5+HP5CdnV1TU9Pe3l5cXBwZGUnXLLpyf39/FxeXLVu2aGhoqKmpaWtra2hoIKAi5Xf16tVUVcgDW7ZscXJy2rBhw8cffyz3SxirOLJAwVtvvTV27Fh1dXVtbe0tW7bg/rd///6NGzcilV65cqW5ufnp06dhmzK+AGFjVgnKERMTQ8YlpLHY2Fj4WKJ5r6+vr6ys5M1Ae4jpH76OeXl5FRUVaE8bGxvb29v7+/t7enoqKyvr6ur6+vpu376N2L+lpeXatWu1tbWlpaU8AzctbmZpaWlkWbIq4KbLeMEIxbIxOzsb5kZeXl5GRgb9OJY6ePrExMTA/6PPJT4LGu/FixeJgEWDFx4e7u3tffHixb1798LT+I1oreL8Xlt/+ciKst56661Tp07l5eVZW1tDXKWXBFCbP38+UICSkpKKigp9q6KioqKi4vTp06dMmfK3v/1t6tSppqamRkZGlOPZs2cDyE6ePHnq1KnwB6ZPn87jWVXxGWo0sN20adP4PFKu6dOnIzFQVlZGfYu9Hkt8X19ftI9ID/Pz85OSkkDf8OOIjY0F6uI+X1hY2NzcXFtbGxsbS64J5FPyjtCPw0v18fGhb6W4QFanyYUdiYPU/v37sQYHt/Xx8ZFIJLQqcEsxOoEzgJCUBRQ9CxOo4O1nZGSwtcB3Dk0RXs6UBujuPDMGJaiqaK79/PyQDEHdFbFjGRkZpaWlTU1NNTU10He47AloQI5ZU1OTlZVVXV2NoQELQ248IlzaxsZmzZo14ABsOAlwpWPFNYKFvra2tq6uLvwQauuvXN6iqgqLrA8//PCjjz4aPXq0lZXVgQMHdu7cSTYX4pRt27aRTsjOiqnC19cXTIDM84iICJgVSUlJMK5IqCaUAT+UGzduVFVVCRwzKSkpNze3oqKirq6uoqKCuZ4ISHx/bt++DUG4oaGhrKwMW0sIVahRwXMp09A/RCC5iN3FnJDayhzDehbyFi81lA9ijCUSCaQFpB9o6uLi4iBIYBwjMjHpPC5dusR7WEFBYdBrT7LfTvb6e239hQMUIN7T33zzTUxMTExMjKmpKd6sK1asEF5EhMuLRdasWbNEhZ0+fbq8vPyoUaM0NDQsLCxWr1496/UR6ylFRUVlZWUlJSUg2ilTplCUqbyTJ0+ePn06DARFRcVJkyYpKSnRq06fPp3CqqysvG7dOuKqDhw4cPz4caGTQf5YXFycnZ1NT8e0iELp0qVLmZmZxcXFRUVFeLg0NjbGx8cHBAR4eXmhHAXlFN6dNEHUVt6yOKow3NEXM3yRdM8qCVwyICAAkZhoWpFm4eDJYAgcAVuIEk9pyMjI6OjouHbtWlFREWL/c+fOYdXMduv8+fOwxyBpYnQPKRV+rgBquZLPnj176dKloqKilpaWjo4OeDyZmZm5ubkI82nZ8GwkZaumpkbMoYTFAk/7+vpaWlpqaWktXrx46dKlcDy476qrq6NVRQkNwqOjo2Nqarp9+/bPPvtM7p8tqQXe+s477wja0OzZs62trbdv325qakp297p169avX29lZeXu7i7rgogSF/FocHCwq6trWFhYXl5eXl4eK6nExETWgMSl4EGFO2pDQwOxVGhP4O2Vl5ejk8aMqr+//969e62trXl5eQJAyM3NFbosTCouX74M3yMtLY3BiIGG3ziEMH6b3G4BpgIDA4Fu4A5jToh5BVbZglGLXjkjIwMUCzsFsm2OHDmCy9rZs2clEgkpuWpqalzav6l7y++19ReOrOJYTk5uyZIlGRkZXl5eOP6x0//pp58WL15MhZ03bx5oAGWRTZSioiJT/MyZMzHHWrBgAYM/xZc+VElJaebMmTShlFdaYCrvlClT+Mz06dMnTZo0YcIEnh8wl4o8Z86c9evXM4ZbWFhYW1ujUBS1JiUlJSYmhhs48zt2ztQs0qfz8vLq6urgMEVERAQEBNBvurq6khCFGAkHAAABqJG4CvB4Si1wJMMy31SYnDKmSSQSfFLCwsKEOzLJTtgXYOOPCILY6qysrJ6envb29pqaGlYuRH5hNY9AE+SBJlqYkqAyootHq0rLeeHChaSkpMrKytbW1paWlqqqKpzCi4qKsrOz6eCqqqoIi2xubsYWJDk5OTg42MfHB0dqRtqTJ0/u3LnTwMCA+HQIJJA9eIeoq6svXbqU2oo2z9jYePfu3d9++63cr06msvYi5JW+++67Y8eONTU1tbe3R0dgZGRkYGCwfv16MzMzcBh4bJGRkdnZ2ZmZmZTOhISEmJiYgIAA/NSZtRHmofctLy+vrq7G5aesrKypqamnp6enp6ehoYGY4YqKCsiktKL5+flXr14l6q2+vp7HQD6hvALlp6Wl8XlAnujoaHSDDBCMJmI94OrqCluOG2FQUBDLRtpPRNjQbIl9raqqqq6uZnOAppZeGL9Bbt7kX2zfvt3JySkqKoo5xtDQ8N1335WTUQb9Fuf32vrLR9b5bffu3VlZWXv37tXV1V2zZg08GGFepaqqijWRsrLy5MmTKZcUx4kTJ06ZMmXJkiX6+vrLli0DNBAdLrWVxlO2tgIp0LSCLSgoKIDhTp06lb546tSpCgoKCgoKEyZMmDZt2vLly83Nzc3MzPT09IyNjclDtLGxcXd3hwcaFBSE0Yanp6cAtoSbSUpKikQigXFNjwNF1NfXF7G/q6urIBthBUC1heWK+gAOrIuLC4+kVWQPRsy4q6sroaQxMTGZmZlon9B9R0ZGXr58WSKRgNgePXpUMGrd3Ny4B2CSBK5XW1ubnZ0dFBSE0IDh18PDA9MWdmLYDDIdU/Fl5QOJiYm0V0VFReXl5agPiBcrLCy8ceNGd3d3W1tbZ2dnd3d3V1dXa2trTU1NSkqKn58fUvqzZ8/GxMQEBgYSqY2N7/r169euXaumpgbpStRWDQ0N7NLZOxkYGFhZWcnLy/960yRWqfw5ZMgQBQUFfr92dna0rmhq9fX1t23bBh8OycalS5fwPs/KykKKRuGjDceLsry8nCJIEnB5eTmqKnipRLfhAgyT/86dO9euXYM/m5OTU11dPTAw8OTJk9bWVrICQUv4dqIdRsCKxRorAWqruCULk0mB7ENkJlkjLS0tPDwcXyuEXvBq09PTa2pqamtrCTEEfiUNhPTfgIAAV1dXiCs4Bfv7+1+4cMHLy8vCwoJFotyv4t3/zfN7bf2FI2uf8cUXX6BB2rhxo7a2tlBJ4beCZECwr2g5lZWVqZ7IsdTU1JYtW0ZzOnfuXOACulFlZWWoVzgHKsicyZMn84Gos0pKStTl6dOnKygoTJo0SV5efuLEiQoKCioqKhoaGjo6Ohs3brSysnJwcCA9xdvbGy08rRa7fh8fHwg68Dd5U+IOR0AsC31Yjf7+/uzEkAzQnJJxDWGALsPT05PhCxcPvAdFIRZpuDS5IoCeqRMnqoyMjPj4eJ7K29sbBzw6Gm9vb3xFwXah5hQVFUkkEh7P/wsWGvwhUAh0EAINEJYrSInYq5DdxKalrKyM8f/mzZvYLPX09HR0dHR2dra1tV27di0vLy8sLAwVU2BgINOAi4uLo6Pjzp078TJftWrVggULVFRU5s2bhx3P0qVLNTQ0hKeErq6uoaGhjY3NwoUL/6ULb8SIEZs2bSLqHPHCgQMHLC0t+b7bt28nXsXBweHkyZOhoaFwUYuKigBAEVngf3b58mXyfhjYUU9UVVXBTmVBX1BQAKDU3Nx848YNNPudnZ11dXUgrRimPHnyhHhzmnoC4ohaAQ8lpgWDYCRSRFqRTkRsAckFWHEjsRXyKqIMscKhXcXkISsrq7i4GJ4suAFiEHhjQA1ARt7e3tjOYpsQEBCwe/dukiB+0/N7bf2HhxuakpJSZmamn58f0xxbLGorRFRqK+0kSKj4eNGiRRAJQAyEpkDgqjNmzEAXq6ysjMqAM2nSJCgEVNipU6dCHqAuT5o0iZorkNlp06bNnDlzyZIlenp6VlZWuFbv3buXLtXFxYUGkMw+NP5USdI12CTQ4cLgiYmJycnJ4doLCwtDo0VDIWwG8fLAKolsD4KUOUQKHjt2jK+CD4BGC2+tCxcusD8RS+SUlBQsUbiukpOTo6KiUL4HBwdDziejUDDYGf0uXLhAKx0UFESuMuRTNnIo6/mO0CcvX76cm5sLvVcikSDmQSSGLgi3UGiY3d3d/f397L6huF+4cAEMV7iGk461YcOGtWvXampqwqVTVVWF1rp06VJNTU0dHZ3169dv3rx569atO3fudHR0NDIy+tOf/vQr70AB+rNyWbFiBRXc2NgY5Of48eN2dnabN282NjY2NzfnF33o0CEKXHBwsEQiYfbv7OxsamrC/JR0HxrYvLw8IBpyCa9evYpQqrq6urKyEj4JE0ZbW9uzZ89aW1vr6+s7Oztv3bp148YNWtqKigrs1fF8wGuR33JiYiIUrtjYWOB4ZCnHjx8nf9v59YHGh3gPOwimKJFsFhMTQ0+NWg8nHb4vZo8QYEDAWOeGhIQgJ2HwcnFxwcXG1tZWpOxABBIv+C8akv3Xzu+19ReO7EtsZGSUkZHh7OyM7wYiV8ytuWyEzB9kADh14cKFWArMmzeP+jt79mxmf0VFRcZ/PqA4ggNMmTKFYjpp0iQeM2XKlClTpoAbAA6geaWxlZeXZ9lFszxnzhx1dXVdXV0zMzNbW1uC4/fv308YoqOjo42Nzd69e48ePXrw4EF7e3snJyc2TqScskZAlopLYVVVFULG9PR0Zm22ELSBzN2Yd7BDENc2izXiTsENeFp2+lx4bDACAwOzs7OR9GCVhF4zIyMjJydHIpGw6z937hx0BWTvQHVpaWm0YwTWs7oRzrOwsuiDuPBYPUOJz8nJqaysLC0tTU9PT01NpQmC7oORaGNjI/5MnZ2dXV1dbW1teIIUFRXFxMTQeQlB8MGDBy0tLaEBqKuro7ijXV25cqWurq6xsfHmzZvNzc0JykZnceTIEYJIf/2tyAcffPCBoaHhxo0bly1bpqOjY2Zm5u7ujsWloaGhkZGRiYkJITqMJvxqkpOTa2tr0UcR4YdmKSMjo7i4uL6+vqysLC4uDgvwkpKSq1evVlVVQSzBM5dXGOeUq1evAp7gAMBLlJGRATMa1QYJrzCLg4ODyYwRtqr4Q7q7ux87duzAgQOOjo6YFrIsdXFx8ff3526XnJyM+gPRKgGaeXl5IONMOcL8G2A9IiKCKF/saQIDAyUSSW5urkQicXV1xV7nyJEjGRkZLi4uYAJvmAn8Xlv/J45YIO7ZsyclJcXKyooQQDABdXX1xYsXEyigqakpKKuQq+bMmcOOa+7cubNmzQIZoLZSLhUVFYFWRT3lk+JP2lLxAOqvaGwpr2ACkydPfqPDxWfAzMzMwcFh9+7dJFNZW1vb29tjMnLgwIHdu3fv2rWLxoEkVDHdM7PTUcLuvHr1amNjI/wbbFCgwoh40aioKOymfHx8cMCytbWFg4WgAG9AoWEXbiAwZFNSUliksIi/ePGip6cnTCxWW7hTczViGEqN5mIjd6+8vLyysjI/Px8GAg+IiIiAMSZMF5EqJCQkADjiloSlCFYjzc3Nra2trPVIdW5sbGxpaaF77ezsrKmpSU5OjoyMRKePMm3v3r3btm0zNDSkb8VyV0tLa+3atVhVITlBq2psbGxmZmZhYXHkyJE5c+aQL/CLR1a9MmzYMENDwxUrVsydOxd9l0gts7S03Lhxo5GR0d69e9ki0v1FRERkZWXBQr169WpRUREjQmZmZkZGRkZGBjWUjOvw8HDMARjhsVeH9ltUVFRUVIS2gleJ+1BVVVVZWVl8fDxUhOzsbKE94bcGsF5ZWVlcXEwFx66Xg8HF0aNHPTw8uAseP34ciSqxOoLrEhkZSWphYmJiaWlpaWkpzrBQtYRUBNSerR0zCj62MTExzs7OWBeZmZmRzvt7bf1/eZgXDhw4EB0dbWpqumrVKlbACKvwAVi5cqXgY82ZM4emFa3U3LlzqYlAAaABtJ/UTSqpKK+USxpVPhBLLdl+Vl5efsKECRgLCHuBCRMm/Pjjj+PGjRMNr7a2tpGREUPojh07du3atX37dgsLCzGTihxAV1dXxlsheQK6go6al5dXVlZWV1dHZCwRW2wkEAWcOnUqJCQEjmFERMSxY8dsbW35jljwCaYUCQJwbFklwfei/Hl7e2PCRMuJaBUuKsivh4cHfgWiM8JJi0JQWFgITQoRbUJCAh6D0GYxbL5y5UpSUhLPHBMTk56eTphoYmIi+p/q6mq6M3ywBH2iubkZ89C+vr66ujo6o4CAAFgKnp6e9vb25ubmGFPxfsAUTUNDQ5ijcw/G5lxHR8fQ0JAg2I8++ujX34doh7744gtdXV01NbX58+dra2ubm5vDUXNzczt9+vT+/fv37dvn5eXFi+br6xsdHV1YWIg+FTdVwrL4FYCqx8TEwOSnPvr7+2MjkJqamp+fz9dyZyVglRenurqa14eyS7YgxitpaWmUafj/aWlpwoiSZCCwaRK3YLYcPXrU29sbtcuxY8cI5YU0AgGLnxZRDHJYKLQknmFxidkQTa6Qz8DWysnJCQsLc3BwsLS0dHBwMDAwcHZ2Dg0NFRmFv52lwO+19dfORx99dOrUqYCAACMjIx0dHS0tLQQwEBWxZNXU1GT2h6Y6b948dlwqKipi8J82bRqoKNwpUU+pm7KlU9RWscWSl5dnqTVx4sTx48ePGzduzJgxY8aMGTt27Lhx49DUjh49esyYMePHj6eNVVJSAqBQVVXV1dUl2hobBBMTEwsLC3wGhIYV53z4SVwYRM8TW40RH/v02tpaTFqZuPG78vLykkgkaPA9PT0PHDiwa9cuCwsLYY8NQyAiIoKZrrKysr6+vrm5uby8/OzZs3v37iX/lSgX9lpZWVn0rXFxcbRa2CHiOSLbfsJ2TElJYT2F7TxMXso/cni7AAAgAElEQVQomyuwVEJrYOPyzNnZ2exb8BNB8Sn06UVFRZWVlTU1NW1tbXfv3u3r62tsbLx8+TIGjMjSfH199+3bt3379g0bNqxZswYzASjPUAUQMeMasWjRomXLlq1du1ZPT48gcViu/+gIktCwYcNwxdbV1d21a9eRI0ewBDt9+jR7v4CAgLi4OICUuLg47gqMAunp6UlJSUwbuP8Jy3N2+lCdKLuczMzMsrIy6K4YsqAp4BZ79erV/Px8OF4Y/RDiAu2UyLXY2Fh+kujoaB8fHyhWLi4uBw4cYNV56NAh/H1cXV15v7m6urq6uvJDEjrArT09PR0T9Pj4+MzMzJqamoaGhvLyclAI7hmIEaCLeHp6CtQ+PT39/Pnz1tbW5ubme/fu3bBhg4WFRVRU1KhRo954hf/t5/fa+stHZMSzFTEyMtLT00O1TfdKWDxMRqAANk4IcgSrX9BUQUVloQAh3xLdK5+cMmUK6yyaWWF8RW0dM2bMyJEjR44cOWbMGMCB8ePHjxo1auTIkWPHjoU2wPPA05o7d+62bdsYHu3s7Pbt23fkyBFU8N7e3sgNiEqlu2Sbf/z4cRLniY9ne0CoVE5OjsgCYZ3i4eFx8eLFhISE6Ojo8+fPu7m52draWlhY7Nixg0GMa8nf3z8hIQGPzo6OjoaGhtTUVB8fH7JecIHx9fUFjWVoJfkZwA6ejeCKYdiRkZEB1hYdHX358mU4Ounp6ZhdUWLAB7FQQikPKIF/K0l22Gy3t7fX1tZSf6FwigSturq67u7unp6e1tbWjIwMf39/DGtwdLSzs7OwsNi4ceOqVasWLVqE587s2bO5vUF/5o2B8xlvpG3btllbWw8fPvwfvQkHyUSTDh06lEhga2trcgBdXV0TEhLgMKFBSkhIACGliywvL0e6ip8kozqDM2U0KyuLmDUoVrdu3ert7RWk14KCAlCUtLS02tpa/u9EWIM7g40A9UDsDw8PT0xMTE5OZviAZYVlOJaM9K1AASwDAFuZAPDcEUJqkW2RnZ0tksokEkl5eTnYd1ZWlsieABnw8/ND2MKtV0BPDg4Otra2R44c2b17t5GRUXR0tIqKikAAfvdv/R89vNYzZsw4d+7c4cOHjY2NDQwM8FqlgSVgQ1NTE0WAUA1gLyC4/YipaCeVlZWpp2yihF2WqLagBLSotK4TJkygOR0/fjyzP84vI0aM+PHHH/HEkpeXHzt27KhRo8aOHTt+/Hix7Jo6dSqmsdra2hBccKsC0Xdzcztw4ACWiZs3b7awsIC8hQmpo6MjNdfV1fXcuXOskmG3EKDCBEd49ZkzZ8ieunz5clRU1JkzZxwdHa2srEhMYG9z6NAhLy+vS5cuJSYmIqSRSCTIw/DrcnR0dHJy8vLyoq7hSkUJYE9dVlZGHCHpNZghXLlyhe+IhRL1RTRQBQUF169f7+np6ezsZEWDVWh6erpw+aQrLykpqaqqonWlJyouLoaajuanvb391q1bN2/e7OzsLCwsDA8PJ4LhxIkTBw8etLKysrCwMDY2Xrlypaqq6syZM5WUlICAIOTBHgGLB1Bavnw5oWe/UlvlZJit7733nqqq6vr167Fo2b17t62tLaXN3t6eQMDIyEgkD7BKa2pqKisruTPh5EBuI1kAJKrV1NSQj3Lz5s329vbm5mZ0qxUVFbxQ/L6QCfT19V27dq2kpARKaUxMzPnz56HieXh4QE6A1go5mk/iUYkdpaOjI/GUDg4OhFSKkBgIyK6urs7OzsePH8fNnUiLxMREbgyAV3FxcSKVkrssrCyMikBmqbnYSvj5+WEI6eHh4eTktH379sTERB0dHYF0/56X9T93xAutra0dEhJiZ2cHQ5vaChRAJjZMLIIAZs6cKewBqa3YDIrxH54Apq4UXAELCExAgKrgAMJXkI6VM3r0aFFJ0RfIy8uPHz8exIA/6WFHjx49duxYTU1Niiby8zVr1mzcuHHbtm1I0cmh0dPTMzAw2LRp0549exwcHGxsbKytrcW7Hzc/3r440p86derIkSMHDx48ceIEb/esrCy2/MHBwcKQ8ODBgxCzjh8/fv78eQyuIiIiIAk4OzufOnWKrZe/vz88Gy715ubm3NzcpKQkZkDo/UTSoncgQoaocDzwz549izsyxoPCSKmxsbGpqamqqurq1au3bt3q6+u7evUqSiQcQKjaFFN239evXyeFqa2tjYL75MmTBw8etLe3t7W1IdCCgHXs2DFHR0d7e/s9e/aQ8QPyzhsA5hxEEYHFL1u2jDs0C0ZZy7t/9D4k92XkyJFbt251c3Ozt7fftWvXjh073NzcLl26RN6Bn59fUFBQTk6OGOTBBNA0s9LBggcKGsGL8DHY2nED446Cf83Vq1dhniE0wOUWgX96ejqrQqJ6Tp06JWh82BhSy0DkwdNPnDixf/9+e3v7/fv37927V5hV8hj419TZkydPItCAsAz6T8o3Gj8ifyIiIsrKyvg/5uTkQPNCikJ+LTG3wAWs+NC/xsbGmpubv/POO7y8v9fW3+TI5sX//Ypw69atoaGhVlZWJiYm69ato10V4VcgrSBrysrK8+bNmz9/vqw39mSZI8tFhUpF9/rGkooPIABgKkh/KkBVYNYff/xx7Nix/BP9LB2uqL8//PADhXXSpElYcG3evFlbWxtoWENDY82aNcuWLSPpHumB8Puws7PbvXv3zp07WUYdPnwYW1U4MaxQPDw8KCvOzs5eXl5RUVEFBQXl5eXp6elcWs7OzoJhgx1XeHh4dnZ2WlqaYKra29uDwZ0/fz7z9ent7X316lVHRwdp3rDBsFCimQWNBaOoqKjAngriJAAr+AAypCtXrrCQYah/9uxZb28vIiKW4Onp6ay8cf+Ec9bS0nL79u2urq729vbu7u67d+8+f/78/v37eOuRyhUZGenr60vLhrnijh07qK3QmTGNxGwQy3M1NTVNTc21a9du2LBh06ZNDg4OO3fuHDZs2K+8P4WphZyc3Mcff7xnzx5fX9/9+/fDANm0aRONIWQPPz8/kGWYUpDJuG1gc0NWIIkAICewUMPCwkgPIyKsvLyc9VdpaSlJwDk5OYKmBocU59/z589TN1GyYt/j6+vLTIN3mgjyOX369NGjR11cXMABkLfC5EOQwn8BpzQXF5d9+/YdPnxYBPxIJBLAKGzajxw5cubMGZy5y8rKoCrHxMQA1IIGgAvRRPOTWFlZHTlyRCKRWFlZvffee797Y/9WR7ys4sYl6+f4wQcfHDt2LDQ01Nzc3NjYWF9fn+RBUlpFlAtBWGyxCLPCKhCpFdAnuyzwVsG1egNpFSWYastGSzCufvzxx9GjR4vyCisAnoD86zNu3DgeA/w6ceLEWbNmLVmyhCX1okWL8C1csGCBhobGggULUOVSxOHGEnhnY2Ozc+dOa2tr8ruICnd3d4dIgJIVDxQY+ydOnIAqwPo4Li4OseyxY8fQrbL2QY9w7tw5yANQwdzc3LCDS0pKws3o6tWrd+7cuXr1Kl5Z0MiBPrnaS0pKCApFUEQTCq8oNTWVBocLjNQAOlb48729vTU1NRiIkPIE3ipCUETES1NTE9b6N2/efPHihVQqvX37Ntz7/v7+mpqa6OhouGu4Nzk6OhoaGi5btmzp0qVqamo4YWtqahIqQTQAKegGBgbkXO3atcvU1PSTTz759fenrESQ9v/QoUMEVpIPRDAU5qTx8fFQJjANqK2tvXbtWlVVFTJQ7ihM9Ij9cRbHaSwvL0/Y5vISFRYWNjY21tbWEnvF0IBbDQ+AcUUeMHJSYtlEaAXIADQ4bNV4uUQ8Go8hSAZDS5zUXVxcHBwcQAa4f2BPgQSG8u3t7S22Z3FxcahCUJShAYN1S7QiiixbW9uTJ0+mpaXt3r0bS4Hfzq7l99oqJyfTvcrex0aPHs1NGNtNfX19JmgysZcsWYLUlaZVWVl5wYIFiB1nzpwJuEZVhdgvaFhTXx/ZwvoGyxWKKz0pRRZEdcyYMaKqipIKesBSi+L7448/KigozJgxAyumefPmCaNYltcLFy5UVlYeP348ffG4ceNmzpy5dOlSAwMDOLA7duywtra2srKytrbes2ePk5OTjY3NoUOHeIsz5aEi5SrCGTM+Ph7PjtDQUCA2FxcX4mbPnTvHIHnixAkCUUjVdnFxQbWVmJhYXFwMfIY9Snh4+NmzZ9k4Y8JECHNeXh7IL6AbTkgFBQX5+fmodGisiLCFa5WXl4e3U0tLS21tLYua/Pz8qqqq8vJyADtqcXJyMsReFmW5ublXr17t7+9/+fLl48ePOzo67t69++jRo8rKytDQUGdnZzbdBw4cMDU1Xbly5bJly2BcQbRCbwIrQFdXV0dHB0xp2bJlK1assLS01NfX/xVplsgdkZOTGzx48PLlyz08PFxdXR0cHKytrUUuIaY8p06dwjAwLS2tqKgoKirK398/Pj4ek4SUlBRuM5gJiLSFnJwc9k4sKiHAYqqCoh+VgchqpTGEIxUWFiaC0NEWM9HD28clAAaej48P7DouKNLYsPvhrwEBAXDsHB0dPT09Q0JCIJw4OzuT83jo0CHYxMAIrEzPnDkDYsACjRg0bipAE/jAxsbGpqSkVFZWpqamYneZkJCwfft2MIE3Isv+jef/69oqJ9MUCNcrudc1V01NLSQk5Pjx46ampuvXrydyFU8jNK/wnIQ6YOHChQsXLqTUYiSopKREOYOeBVzARku2VxVHeLKwAQNppbYy6QtaK6stIdASjIJx48YBLLBVg8AwadIkQX1FvjV79uzJkydTVanUioqKCxcu1NfXt7a2trOzs7Ky2rlzp7m5+fbt221tbdn7Yw8aFhZG/iB2y/QaIhorMTERr9izZ8+iEcLCNTIysqSkJCkpydXVFfMXZ2fnI0eOHDp0yNPTMzAwMDU1tbKykj1+Y2NjV1dXYmLiuXPnxOqfqRa/5JycHHzm4QbExMTQhYHnsunKysqSSCT442VmZhLPRYYo+fV1dXUdHR2Q6lEfQMmCJA+1Cw/GpqamBw8ePHv2rKen5/bt28+fP6+rq7tw4cLRo0dtbW0pkQT8AK3AIVm7di21dfXq1Qj54GOJrtba2nr58uX/9NoDExg7diyhZFtfn02bNm3ZsmXTpk379u0LDw9n7L1w4YJEIsHiDwdbiFapqamFhYVoIiD24nrD4is2NpZEa143DHTIVggICIBrgYGDv79/bGws+0ySfsBVcVajttLJ+vj4sBc9duwYvrFxcXGkqbO2EhWZRMu9e/fu3LkTWSqmgvj+ABc4ODjs27ePzxBII4TUEomEXhvuCuw6PHzJQ8vMzCwqKqqpqbl8+TJZthcuXLC0tBw6dOgbReDfe/5/r62yabpCuA1EYGpqGh4e7uDgsGHDhvXr14MJLFu2TF1dXU1NTRYQwHIF2avYa2GqQtkVmw3QA9l2VfZQJRHCUk8nTpwIPkuDCT4wceJEaqjAEKjL8LQgxpJZAJ2LisyZNm2aKLh8nqI8fvz42bNn6+jo7Nixg/exra2tqanp1q1b9+zZY21tzRKAOCZfX187OzvSiX19fbFfwo0wLCyM6hYREYGfG7lMubm5jY2NycnJcLywGgCVw2A7LS0NhUJVVVVBQUFFRQXrZubchIQE+Jj4NGdkZOADyzQKdICPMsEkpaWlhYWFdKNE1NXX17OZIbWJYJInT5709vY2NTXhd4XEnuhDLEvIBamvr+/v73/y5An2As+ePWtra8Nomb3z8uXLVVRUYLOCq5L3Q+4AjNc5c+ZwM0ZBoKWl5eDgMGPGDIKdf/0MHz5827Zte/fuNTY2pmRj2Lphw4bNmzebmZn5+PjExsaePn2aVg5LwISEBKFLRnsGV7e6urq1tbW9vb2jo6O+vh5HcJwGkWlJJBJYTSA/JSUlbW1tFRUV1CaaVrxxmfEDAgKIBGZah/9Euio0aldXV39//5iYGNLG+KkIg0A97OzsDAubyEiMB11dXUEYzpw54+zs7OTk5OzsjOcAYeAYX5EJFB4eDtPLz88PU20gWiYh7Cn4gXEa3LNnz+eff/6b1pb/r2vrGx5ucnJyb7/9NsyM4cOHnzx5MiQkxNzcXF9ff926dXge43NMbSUomw0V62DBGRA2g5RXGlVIOYI88AbqKg5IgoKCArt+dmL0mLJqVwUFBTZjorbyr1OmTAEBmDJlitBriaKMqyE/g/iSiRMnjh07dubMmdra2hYWFtiAnjhxYseOHZaWljY2Nvv378ctEEmlp6enk5PT0aNHUaPCQxKJ2QgNIdjjRBUaGlpeXt7W1padnc00x4MROyLwZ1VVWlqKdBVnPIlEkpSUlJCQgI4IYiYrC6oqLl9Ib+Pi4qqrq9va2urr6+GlooAET2BLg3lzfn4+3ejz58+fPXvW2dnZ39///PnzR48etbW1EUMCuAGLvqampqur6/79+7dv3+7p6bl79257e3tMTMypU6cOHjy4bds2TU1NfvskD+LRg4kPkVlIojmopY2MjOzt7UeMGPHr70+8LletWuXm5kaY0IoVKwh8NTIy0tfXR0Tr5uYmiFY4NmCewFCPFAL367q6OhJSWQ+yAkpJSWHwx+gkPDycuBRobdeuXevv76+qqsKKDF0Gzo3wmqm57u7uXl5ewlwtLCxMeK8AqkZERJw7d47eFmoBNCl3d3fsWgj6xpsCw18Kt4DvgZVxTz937hz/5OvrS7wCATbUXJi5EG8DAwMRxR49etTNzS0qKsrJycne3v6bb76R+x1v/Y2OrJcgRwS7rlixQiKReHl5IWRcs2YNxACa1sWLF9O30ofSnM6cORPSOIWVRBasAyhkshYBsoVVILBCWcDKSxhi0beOHz9egAA8hiopDAn5V7ZnQkQLi4syTUUGzIVdwHOOHz9+5MiRioqK6urqmzZtsrOzO378+OnTp+3t7bdv325tbe3o6MgWHkn46dOnEWWRfBcUFIRLy9GjR3FoTUxM5CqFkxgeHn7lypUbN25UV1cHBwcDwx0/fpzrhOYU/haPvH79el1dHRTUkpISiAH0XImJiWAR7FsuXrzIz3PmzJnLly+3trY+ePCgtbVVOLGyE6eqoj5AC4tId2Bg4OXLlxCznj9/LpVKHzx4cOvWLdyyYWhBX7969Wpzc3NXV9ft27ehEGRlZZ0+ffrgwYPW1tZr166FLsImc86cOZhg4d+6ZMkSUtZhkixYsEBTU3Pbtm2mpqaffvrpP32X/u1vf9uzZ8/u3btXrVoFsIDY2sDAYMOGDVu3bj148GBkZGRZWVlDQ0NeXh44CVgKEYroJrKyssi8glwcEREBgCNMaqB54IyO+jk6Ojo+Ph6erEQiCQgIwNqc7dC5c+eIqyoqKrp06RLrKfLMCYyh6kGPCwgIwFANtSt+ZlhlM/cQhJWYmMgwBLGaqETAB5wHaMzZqRJO4efnB6DPDi0gIAAX7bCwsDNnzpAej6KPtjc0NNTe3t7GxuY//uM/5H6vrb/defvttyEPggaAD3z11VceHh5JSUn79u1jBMODA7CVbFcuFWZ/GhZBEZ/++oidFesm6ulUmTPt9RFfQlWl8wUloFDCBxBcArElA5kV5VXYaQsoQCysJk2aRLmHACv0CJyxY8dOnjxZVVVVT09v+/btOCo5OTnt2bNn3759qFGJYmVzgvwc1YDg4tBWnD9/nqzWrKys4OBgNg8JCQl1dXUtLS1ZWVkUaNYUYG3u7u4keQQHB2dnZ9+5c6enpwdKAB1ocXExHk60SOfPn6elvXTpEqUZRVBbW9uLFy96enqIHmlqaiIaur6+HsEVRZ/kgpSUlKampidPngwMDPT29t67d+/nn38mmvTu3bswW4VZSUlJSWVlZXt7+6NHj+7evTswMNDY2BgQEODs7Lx//35DQ0NCzIjeUVRUnDNnDrUVFF6EpS9ZsmTp0qV6eno7duxQV1f/z7iILly4cO/evdra2suXL0fctXTpUi0trXXr1u3YscPFxYXleFpaWl5eHiJX7HHxr6mtrYVKAeYI24x7Btu8pqampqam6urqkpIS5MKBgYGEmLEVxEGCCAm2iAEBAdBL0Q2Xl5ejqSUpIDk5GflGSEgIimpIHQkJCb6+vtjOXrx4MT09HQPcY8eOnThxAhpDZmYmbGUwepBfNngsRfG35j3AnvPSpUv8JDExMYDOopMVrC8aZxrh4ODgPXv2bN26lS0iw8H/FrxV9ueQpTHJ2vb8yr/+IqVUToZxIvu9xFfJPlj2GWS/fNDrfDE5mZeMD974ecQTypKuKLJycnKrVq1KS0sLCgoyNzeHQKOtrb309VmwYMG814dAVtI75syZg3Mr5VKkYAlOlcgOEMX0jcIqa0JI5ytcXURJle186UCFOhZAgG8HGiC6XYAC6jW1FaxANLM0yPPnz9fR0dm6dauNjQ0QKrd6hN54qcBkJC9WpF7DgCEFD9sXNKmRkZEQyKF59/f337x5My0tDVdZFxcXzLOxLqZPyczMbGxsBPqED0vDBSUgJyfn0qVLhBpERkamp6enpKTgMJCamnrjxo2XL1/29PSAKpSVlTU2NqLpbG9vr6ioYBteU1OD7r6srOzBgwfM+H19fc+ePZNKpVKp9NmzZ/fu3cMKGnYtwq2bN28+f/784cOHd+7cGRgYiI2NpWHfuHEjt1tVVVV+iQsXLsSLEm9suCVLly4VloN79uyZMWOGrHnoL54//OEPpqamu3fvXr16NTPTkiVLcBBev369p6dnampqSUkJwScs+pKSkuLi4lJSUlCUwVdlASi0TAAjwmkQUUZRUREVFsIW2E52dnZcXJzwtSI7IDg4ODw8HKIbMas5OTkYUwn+LMt6nNHj4+Ph2AYEBBC5Bs0jLi7Oz8/Pzc3N19eXH5gbA1R/cNsLFy4AyCKbhtVAIlFMTExsbCxtMvHpRPAGBQXRRPv5+bm7u0PkwEoYXMLW1lZHR+e9996jXPw/rq2iQsmWJ1GVxA/37rvvglfKlrnBgweL3vCN8iqeik+KaFVmcz54w7xW/PnW6yNYFIKmKr5q8ODBIiOTf5WlW4liKn5OfpLDhw9nZGQcOXIEVzeoM7QhS5cuZX8lcrBpWJCNgwaAdfIn9VSYsAi4AMIAf1V+fZRkzhuVV/hmsenir8gNhKuLgB341jC0hP6Vjhg9gizfQDBkAXA1NDRMTEzs7OyOHTvm6uqKNIulBF7agslIiAAOL7ij4qSJUWF0dDTbW6hUMTExDQ0Nz58///nnn7u7u8vLy6OiomB0Aa6dOnUKAiw4KbZV6DVxvy8tLRXMyoSEBIlEgtYgMjISo+6oqKjKysrbt28PDAw0NDTExsaWlJT09PQ0NjZ2dHS0t7cTGF5TU1NRUUG4JFovOtPW1taBgYGnT5++fPmSBvbnn3++ffs2sp/q6uqWlpZ79+49fPgQk+m7d+/W1NRw2W/btm3ZsmVkU4IDiJQBHR0dggZIXlmzZo2+vj5g65gxY/4zFx0hLviy4762YMGCFStW2NjY8CJLJBJUnoT94URDpcMRCoQa3T2cCryvwA1KSkquXbtWUVEhIGbuZxAGBPYaFxd3+fJlICC+HdIDEtpzc3NhvMIyRssfFRVFmEVmZiYOhHifkywgkUhCQkJQoJw4cSI0NDQrKwtnsoiICFzbMejy9PQEEKCbPn/+PPYXOGOxCGV1CcYaFBQkco4xGcAPPikp6eLFi76+vjt37vzuu+8oCEOGDHnDq+XfRRv4z9ZWURYpW29ETItKKlsiZX/KP/zhD++88w5fSL0TRY0HDx48mGoo207ySMb2995774MPPuALeTDPMGTIEKr5H14f/pXqzA8slC2y9wPxvd5++21CNPlRhw8fHhAQcOnSpZ07d+rq6urq6uI/RHInXteYXUEUxbZ17ty5WGGxvGKuF1kDwgELehbUgpmvj5AbyH6ej0VOjPDJFrAsTSve2DBnFV8nGwqPGBEPI+oySKssJivwBAqxqqqqkZGRtbX1wYMH9+/fb25ubmJiQpYBqyqSMzw9Pe3s7JydnUNCQhISEkA/EXRDDIiIiEhLS8O1mhLQ2Ng4MDDw/PnzV69evXz5Eu0pbFPm02vXrrW2ttbW1iYnJ+OfUllZ2djYyDyLz1ZQUFBWVlZra2t3dzduHUCHKIsYipubmxsbG0EbiWPp6+traWlB0wnmSNYpbtzcGMBVOzo6Hj169OLFixcvXjx79qyvr6++vr64uLi2tra1tZV2Ff9sUgnOnj175MgRS0tLbW1tzCdpTrW1tTFvRSnA6EOgy7p167Zu3bpjxw7Urv9UcKmjo2NnZ6erq6uvr29gYKChobF48WL4cLhYUewiIyOpa5Qb7KkQekJBZYimtlL72LCnpqbW1tbW1dXRbGKaBX2V/DHECJmZmcTrAqGSqIYtL3t5aE98gDUXNi4YOwAEo+vDgA323pHXx93dHRQCHQc9KUszlF0k+PLlrMIIl/Tz88MRLSgoCH90FmL+/v5wyLgBYGyWkZERGRk5a9Ys0Wb9b6mtopK+MVyLWknllS2pg17rnQYPHjxkyJC333570Ovtp/jXd955Z8iQIbItp2x5lZOT++STTw4dOhQRESEvLy8ngzDIve5hBWBKLRYt6jvvvENzKosniGZ28ODB7777rvgf8b3mzp0bHh7u5+e3bds2eFf4Bvz0008YXKFumjt3LtEDhLIgIRfeK1Q6+lYKn+Bj0faKtG3ysmQzCoWXNtCtLBQguwcDN6AWQ6GlHSZBVqy2xJFVGfAMorZCFaCTnTNnjp6e3rZt28i5W7t27cqVK/X19Xft2kVANxsMX19fUgzgtObl5UE4RyQDUTwhIYFclujoaHZHhYWF169fJ9G+paUFv9S2tjbYow8fPsSJisiD4uJibEPz8/N5cjKri4uLCVypr6/nsmfxheNBcnJyUVFRR0cHjgHYOw0MDLS0tLS2tnZ1daHi5NkAACAASURBVOGV19bW1tXVVVdXJ4bo+Ph4okO7uroePHiAgUBXV5cgw3Z2dt65c6e/vx9z/vb29ufPn6ekpBw/ftzMzAxTNEIoBJsVKjRO6rS0KAscHBwMDQ1Ru/79tS17Bg0apKKiYmdnt2nTplWrVq1bt27FihWGhoZOTk5+fn7x8fEw1UC98f1KTU0NDw+n9vn5+UH5CA0NFWFTACYEULJPBzNlJE9PTw8KCiKmLDY2tra2tru7+/r166mpqYGBgWTrsptC8kvWJEwpvKz4GIAIdi2MY/yx4JmApRDBwJ7q2LFjfn5+ItsC9ivaLVZk0BtwxSZ8G5oKnrNxcXEYBnFwZYuPj8/JyamtreWXyD9lZGTMmTNHTOF/P0b/u86/gAkMep3eI/d61qac8YC/r25yrwsZDxAzvrCfEb2qqG7ifygmfV6C//iP/8jJybl///68efPkZKIZZWv3kCFDZDti2V5VVhdAwRXfUaAB4gGmpqbx8fHHjx83NjZG4bpmzZpFixZRQOEDKCkpYcuiqqqK7xGFT1lZWcCg8vLyZFtRc3HJEjoCSAV0uzwz/0q7Stnl2QRK+0ZOgYB0hRJBlocgeFoCgZ04caKwzhL2BbLIAOV1zpw569atMzEx2bBhg1D3rlixYtOmTXAGXFxcCDfEmZBONjk5GS5ORUUFNlF0UpcuXQoODg4MDIS/zcxYWFiIPV1kZCSs/o6Ojtu3b7e1tRHQQmFFFlVYWAi5ncINg7Wurg6lfENDA8Z32dnZ9E3wb9rb27G7b2lp6evre/HixcDAQE9Pz8DAwMDAQFtb240bN3p6eqBt5ubmgjDSYTU1NQ0MDACqYinQ0tJy48aNvr6++/fvY+EKTPnkyZNr1655e3tv3rxZS0tr6dKlqqqq8Fh5n+AxyNoTqbG6uvrKlStPnDghrrpfz9CWk5P78ssvt2zZcvDgQQMDg59++mnVqlX79u3DrARbMl5qBn+GenAb9FFkphLeR2daUlIC8MoUT2IgDWNCQkJ4eDgx6RKJhP/jixcv2trasKdhTUTJg6GMtop8VuxR2Hphe4j3IAsuvFTwW8HcEseW06dPE2R5+PBh7gSoS0gLxlwmPz+/s7Ozr68PD52+vr7u7u6WlhaGHv5k+uEWXl9f39vb297enp6ezs+A1aG7u3tWVtaZM2dGjhwpGrj/FbssUbyGDBkiipecnBztodz/vUESD6DaivfK22+//cc//lHAsqLPFY8XaKmoiX/5y1+ysrLu378/e/ZsHvD+++/zbO+//z5YgSxcIJ5H9iXDqE18FzCKN/46aNAgOzu7S5cu2dnZrVq1SkNDA0OTmTNngglMmTKFkX/SpEkqKipsjRj2FRQURo4c+f333ysqKs6YMWPcuHGM28LIVci0aEth5HDhIUOgagvsVbaMgpYKLwLBMRDqAFQDYrQXtVXM+5hjsdqS9c0SdjDU2Xnz5unr65uamhobG+OmiI7IwMDA1NR0y5Yt9vb2eBqRAgAnhgubzKXs7Gwmx7CwMGC+sLAwLO+ysrKA+chckUgkxNYTjdfZ2Xnt2jXCXTIzM5OTk7FikkVa8/LyiouLGxoaurq66F5xzGIGhDAQEhKCQcnly5ezs7MrKiqePn3a398Pl6utra21tRWTAfjz+ObhSAA0cfv27YcPH967d6+/v7+/v//WrVskSHMDaGhoQC1648aNgYEBiUSya9cuLS0tET/BCILrFZ6Ts2fPXrhwIX7qlpaWHh4eU6dO/U9ez4MGDZo+fbq1tbWzs/OuXbt27dpFjuSFCxdSUlJYIdIwsudhMMeXmnBJHG8xfCgpKampqeHXxKaICkgWL/SPiIiIK1euNDU1cVt6+fJlR0cHmyJMJPiOwl0FDd7x48dBOd3d3QnygTqCUw+jemhoKEX/6NGj+/bts7e3x96X8EoQfISqeBXinIu1Y1dXV0dHx/Xr1xsaGpqamhg+QIf6+/sBghgpKioqmFpiY2OtrKzWrl27ZcuWPXv2WFhYODg4pKSkXL9+3dbWlliXv7+3/Y9iAm/M+OKv77777nfffbdo0SJzc/O1a9f+8MMPolQpKChoamp+9dVXI0eOXLdunb6+/rRp0z744IP3339fWVmZcJEJEyZQ3QYPHjx58uSlS5f+9a9/HTVq1KZNm9avX6+qqvrll1/ybJ9++mlaWlp/f7+amtq33367YcMGMzOzOXPmfPzxx4MGDRo/frympua4ceMQCFOOf/jhBy0trW+//VZOTu7Pf/6zsrIyuOGaNWtGjBghW+uHDh36448/amlpmZiY6Ojo4Gykr6+vrq6OCemyZcu2bt16+vRpW1vbpUuXTp48ed68eVZWVj4+PlZWVjNnzhwzZoyiouIPP/wwfvx4LS0tGxubU6dO2djYrFy5UhRZaisIALsv/AfQ6uBMKLvUogP9+7DCNyACnFbYR8n6ExKvLVtnIWNRUseOHSvsCkePHj1ixAjMCsaNG7dgwQIjIyPUrmZmZnp6eosWLVJVVV23bt2WLVtMTU23b9/ONGdra3v06NETJ04QZIQBFRwaT09P5O1MYZcvXwbcJLmTVCVy5JnRKisrGd5bWlpqamrA/nBNbWtrq6ysTEtLS0lJKSgoKCgoqKqqYu/f29vb29tbVVWVkZGB8T7YblBQEN0oifbp6el9fX19fX3p6ekZGRmwWZuamq5evdrS0tLT09PV1dXc3ExZr66ubm5uHhgYePbs2cuXL58/f07DS9MKEIE69vLlyzk5OX19fcXFxYcOHdLS0oIuIvvbnDVr1oIFCwDlf/rpJ/ywUcoCtv4KGsDhghoyZMiECRM2b968d+9eR0dH+PlsosLDwz09PV1dXRG8Ai8iJ8vOzgY2TUlJAbyur6+HlVVcXAxrijUgotXAwEDyCFJTU69du3bv3j0Weg8ePKirq0OHhlYqNDQ0OjqauQQa3KlTp1hInjhx4vDhwzgEQrfC9ZxtEtnsUVFR586dw2cSsSxvIZh2TU1NHR0dRJfzsj9+/PjWrVv4XQFosHAjtKa+vr66ujozM/PixYuurq47duzYunUrTAwnJydM7LZs2WJlZbVnz54DBw5ERETU1NTk5+crKSmJ+vaL5e6/ef6zfatAAMS74Z133lFXVy8qKrp161ZbW1tvb29lZaWuri5ly93d/eHDh1lZWWlpaZ2dnQMDA/fv33dycvL09GxpaSHZvKamZvXq1bx7Tp06xePT09M7Ojp6enru378fGBj49ddfy8nJff/992lpaQ8ePMjKyiopKSEqva+v78SJEx999JGurm5vb292djaL17feeuv9998PDQ19+PChpqbmmDFjLl++zDTR1dV179698vJybW1tCvH7779vbW3d1tbW3d3d3t7OsuLkyZOLFi3S1dUtKiq6f/9+fX19Y2PjrVu3Hjx40NLSEhAQkJCQQIT9o0ePCgoKNDQ0hg8fPmvWrICAALjlvb29fX19d+/eDQ0NVVRU/P7770FFUUZyvYl4bWH5KlxdIAkIjezfG7vIqg+EWFbUVoBUUVtlPQzxIRwxYgThBXzwww8/YAg7ceJEdXV1ExOT7du3796928bGZtOmTaQ/6ejomJub41VoaWlpYmKyZ8+e48ePHz582NvbOzExMTExEYwVTaG3tzdKKobNwsJCkpYxDAU5pUDgYH3t2jWgT0xX2SyXlpZmZGQQrlVXV4edIMsowS4iEBS2PPEkMTEx1dXVeXl52MfgUkicIh7PDx8+bG1tBdVtbGxsbm7u6Ohoa2ujG+rt7eV6fvXq1atXr+7du3fz5k1hy0/KNPHd8fHxtFG+vr6GhoaLFi1asmQJ90sOXjk4DOjp6THaHz58eNGiRe+8847swuAXz6DXxthc7cOGDfvhhx+UlZXt7OwIF8BRBedTvBeInobPhHWARCKh2UcCkJGRQTC1iN0F2WQnmZmZKZr9a9eutbe3NzQ05ObmXrx4EfXd0aNH8X8gKBCWMdt5GlLSBhG/uru7Y9gKBSooKIiCiNsWt9uqqiocY69fv05bCgMP191r167V1NTgP4sejGgs7K4vXLhAik98fDx0QPhwBgYGRkZGu3bt2rdvn4ODAxpuZNaHDh3y8PCIjIxsbGzct2/f+++/L/e/IXdArLP4OSZNmpSfn9/R0aGrq/vpp5+uXLmyoaHh7t27GhoacnJyHh4eUqn05s2b5ubmn3/+uaWl5b17954/fy6RSBYuXDh8+PDTp09LpdKQkBBUvWfPnsXGzdnZ+dtvv1VSUkpJSXn+/Lmbm9t77703bNiwpKSkV69eZWdna2trf/755xs3buzv7799+/a8efNGjRpVU1MjlUr51nJycjNmzOAX8/333zs5OUml0vPnz3/11VfDhg1zc3N7+PBhSEjI8OHDBw0aZGJicvfu3fT09GnTpn322Wdubm5PnjypqanR1tZWVVUtLy+XSqXl5eUbNmxQUlKKjo6WSqXPnz8PDg6eO3fukiVLKisrpVKpjY0N/8f+/v76+npjY+MJEyZoaWk1NTU9e/Zs48aNX3/9NfGrdKxLliyhGaS24uoCJjtjxgxBEhCoq+hhRSWV3f6LIovEAFsWKqnIhRXIAIM/fSsUV1kr2KlTp2pqam7ZsgWLlgMHDlhYWMCR0NfX37lzJx7h+vr6enp6dnZ2iBE9PDwIXIKXg+EA/MSoqCikqwUFBSwisrKyCAshySoxMbGiogJV+/nz54ODgyFREnOdl5fHLru6urqvr+/WrVulpaUYBsJMSE1NJeqD+Zds15SUFMb25OTknJwcEkoKCwubm5tbWlra29sfP37c3t5eVlZWWFhYWloKaAtPq6en59GjR48ePbpz587Tp09fvXp19+5dMqi7u7vv3bvX2tra0NBQUVGRkZERFRVVXV3d2dkpkUgsLS2xScMuAFortlhr167V19fftGmTlZWVs7Pz1q1bkWOJLeuv461vLAwGDx6soaEBZTU0NBQQEw0VHggYMOKuQJAfTgLl5eWZmZmBgYGnTp3CkBfxBa95Tk4OggucwhsbG6urq6FDEQ6GnRWIKgsroHYRscMbwNvbGyapl5cX5Xj//v1ubm5MFSjcMMdBSNba2trS0nL9+nW2i52dndevX6f9gjTCmvTixYvkCiNO4X5AMC3vgZCQkJiYmICAgIMHD+7cuZMQDWSyvr6+/v7+LNAAed3c3PLy8pKSkiZPnvwG+V12T/Nfrqqcf622yi7XXFxcpFLpnj17IDANGTJk9+7dUqk0MDDwD3/4g5ubm1Qq3b9/P7jqF198kZaWJpVKN2zYwLMtW7ast7c3Kytr9OjRcnJy3t7efK2wYZ84cWJZWVlPT8/06dPfe++9lJQUqVSqq6sr0ImIiAipVLp+/fpBgwb5+PhIpVJHR0e65v3790ul0sOHDw8aNOjkyZNSqdTLy+vTTz996623/vrXv7I4+tOf/vT5559nZmY+fvxYTU0NxFZRUbGgoEAqlTo4OEyfPr24uPjVq1dmZmaffPLJ0KFDjYyMbt261dTUpKmp+cc//vGjjz7y8vKSSqUeHh7ffPPN6tWrPT09V69e/d133w0fPvyrr766fPmyVCrdunXr3/72N0BYSLIUVjZjIADs9wEEhF2WMNMStfWNI4vACk4rHi7Cz4XWFegAWEAAAiIARohrZ8yYoaamZmZmZmdnZ21t7eTkdOjQIQMDg+XLl2/ZsmXfvn3m5uarV6/W09MzMTE5ePCgv7+/l5fX2bNnCV+B8Ii/PfZXfn5+OL9R5uLj4/FUlUgkYWFh7D3CwsIgZjLABgUFsfgmI4toz6qqKuIAKisru7u7KyoqcPwMCAg4c+YMFnYSiYT5NCYmBmBB9ETV1dUYwfD5R48eod0SKdlc1YCqL168ePr06Z07d5ASoNHCLRtWVldXV2tra2lpKTL89vb27Ozsw4cPm5iYaGlpaWhoQG5duXLl2rVrEUwbGhpi8mRmZsYWRRTNX59ABS9bTk5OrCg2btyI9tfLy4vhADIplTQiIgJSFJBrSkoKrrjFxcXx8fE0qh4eHkT+wXbKyclpa2u7d+9eT0/PjdensrIyPDycG96pU6do9zBSQfGM+Rk6EbgcwhbdycnJxcUFHED8Bmtra6uqqsg7wI8c9xzAmXv37j1+/HhgYIAG9uHDh5BJENfRbhN/Demqurq6vr4enTSyQPZpzs7OO3fu3LFjh6OjI07b2CDs2bPHxMTE3t7eycnJ0tLSxcWltrb27NmzEydOfOPXIXsn+++cf22XJbbqw4YNCwsLk0qlwcHBlpaW6J0DAwOfPHmSl5f32WefHTt2TCqVbtq0iS/89NNPk5KSnj59umjRIj4ze/bspqam3NzccePGycnJURyNjY1l30N8izVr1rz33nupqakvX75csmSJ3OtbCq2uoaGhnJyctrb27du38/PzR40aNWjQoJiYmJcvX2ppacnJyS1fvry+vv7Ro0e3bt0C21ZSUmIWmD59el1d3e3bt93d3TEqPXbsGL2qt7f3woULi4uLHz58uHz58o8++uiTTz5Zu3Ztd3d3bm7u1KlTP/vssw8//JAifvr06a+//vqrr776/vvvFy9evHXrVnt7e4lEcv/+fW4nn3/+OURUjDxI+MDeReX1mSVzZLlZgsI1TebIFlYRagB9VVRSYZ7NmovP/Pj6CFEWve24ceOmTJkCLKivrw9oZWFhYWNjs2PHDqJhT5486eDgYGRkZGpqum3bNicnJ1TnBGqSHhoTEyO0NCdPnsTHCNwT8Th+SFFRUdRfHJJycnJSUlKY7LD4DA8PRy+Qk5Mjgkm4nNDyY1mPQMvb2zswMJB9N0IdPKHLy8tJwO7t7e3v78fpqrm5mTTs0tJS1JmNjY23b9++detWe3s7DgPIXh8/fvzy5ct79+6BGNy9e/fJkyfd3d23b9++d+9eS0tLeXk5OTHZ2dmOjo6bN2/mPrR8+XIdHZ3Vq1dra2sTXrlt27YjR444ODgoKCgICo2sbuUfXW7iah80aNC77747aNCgoUOHWltb443CRou+NS4ujgVgWFgYuWEoVvPz869fv97f39/U1ASUERQUBB5K3l90dPSVK1dozBsbG3EeYD6AkE8uVnBwMKJnnK1pIU+fPo1+HwA0NDTUx8cHo4kLFy6QtVVYWIj6Fk0t3I+6ujpi0AgPxoD81atXwG6A6Z2dnbzyjY2NTCEXLlzARqu0tLSzs7O2thYB7vHjxw8cOEDCm729vYmJCRxtNzc3TGxjYmJ2795tbGy8b9++3bt3b968+fDhwxUVFfn5+cbGxsJsUAA1sgyo//L5F3ZZQi41aNCgL774IjExUSqVsqKFGwgJxtnZ+aOPPnJ1dZVKpVu2bOEZvvzyy+Tk5Pv374vaOn/+/NbW1itXrowcOVJOTs7Pz090tcI9geqpp6f37rvvZmVl3blzBw4WTIBz585JpVIDAwM5OblPPvkkNTX11atXCxcunDBhwvXr19PT01lkycnJTZky5dy5c11dXXfv3oVGww85Z86cpqam+/fvC0oQvJ/8/HwzMzMlJaX8/Px79+6tWrXqz3/+82effaarq4sifu7cuX/5y1/++Mc/Hjp0SCqVuru7f/3114sWLUpNTb1161Zra2tBQcG5c+euX78ulUo3b9782WefjRkzhqKJPdKcOXNwIRDIgKC4smKmtopUO8GcFR2r7JivoKBAzZXNLJA1E6DCCkxAHJHC/cMPP4wbNw7l+08//URozdKlS3V1de3s7KgLBw4csLKyYtNlZmZma2sbGBgIGJqZmUk6SEJCAhMcOUiAA4yuXBju7u7BwcEYFMHpCQsLY7qPj49nE33mzJno6GikmcQ0FRYWouC8cePGtWvX8AE5c+YMsaCwgiC684VEPefm5jY0NPT19T1+/PjZs2cPHjwgiau7u7u7u7usrIxMraampnv37t25cwdDrJcvX0ql0qdPnz579uznn3+mb7158+bjx48fPHiAPTYbnt7e3tbW1p6enqampgsXLpiZmenr6xsaGop8AUNDQ6jBPj4++/btmzRpkqAwMu390+tTVmXDTDZmzBhHR0fqFxJ+odTASQ9MICYmJj8/v6amprGxkYRabjbJycnoHY4ePcpscf78eRwJEBnDzw8NDQVJwDwbWj5MJrb/sKwiIiKIJsMHB5othuLNzc0kOebm5sL3wNIhPT09MzOz9vUh27ylpeX+/fuvXr169uxZV1fX1atXoTaDwALRiuVbdHQ0Xwv/zN/f/+TJk8R2QZtllwUj++TJk9hUHjhwwNDQEJ9GIyOjo0eP8vZwdXX98ssvBVVJSJD+9Vr65vnX+K3i2w8ePPjChQtSqdTIyOiDDz4YNmzYhx9++Je//OW777779NNPBw0aBJy6efNmvvbzzz9PTEx8+fKluro6T6iqqtrW1lZQUMACytfXVyqVbtu2Te51cz5kyJDIyMhXr15paWm9/fbbGRkZDx8+pLbyBqW2GhkZ8YQCozh48CBDPQX6T3/607Bhw4YOHfrhhx+OHj3a1ta2u7v7559/VlVV/eabb2pra8vKypSUlIYOHfrNN9/MmDFDVVV1xowZ33777YQJEwoLCx88eLBq1ar3339/2LBh69ev7+7uLioqmjlz5tChQz/44IPDhw9LpVJPT8+//vWvkZGRUqnU2dlZXl7+q6+++vjjj8EEjIyMPv/881GjRgk+FiUMcGD+/PmwdoBcBeoqtljCfkUArKJdFQUU32shB6AbFbQqGliRUSiyYai5Ir9g2rRpSCoxIV20aNGiRYsMDQ1Z8lpYWKxbt27NmjUGBgY7duzYsmXLrl27cBTMzs7GUfDs2bOUNlLqKH/oFAlogZcTEBAQGhpKbFxwcLBEIsFLCZYPJlt44iGWx/QPx5aurq7Kykpom0QwsclBaOvn5xccHJyT83/Ye8+wqs90fRuTjJPJpGcykz2T/Z9JGaNJTDEkGhNjCaCIKNhFBOmCgHTpvSNdOiK9914XvVcB6SAqir0lJkaT+H44D59jjck48+7sY7/7/c/8PnggUmSx1v27n/u+rvNqmpqampqaIq+b8/7s7CwC8q6uru7uboHaam9vn5mZuXr1Ko0tQ9UffviBRRZkLEJecWrRvf7444/4Yi9evDg6OjoyMlJfX+/i4sIWxcDAQFtbm/W0q6trbGzsoUOHXn31VemXj1BhP/plTEldsGABh7lnn31WX1/f19c3LCwsIiKCm0pSUlJFRQVrKMYvmI/7+/uvXLly/vx54AxYA+Bbc88Dn5qenk5xJEQL81VYWBhKrIaGhry8PLpjctLApgB/AComIgwYal+9epWbEMW6sbGxubmZ3EPo5tC5hoaGWK8x8j5//jx+jdnZ2b6+vr6+PsprT09PYWEhy1JSBurq6qi2DCsAYsEtJJjA2tra3t7e09MTuzYobg8PD21tbWNjY319/cOHD0dGRlZVVXV1dUVERMjKyi5ZsuT1118XNnqZ/7F5qyis0spWOzu7+/fvBwUFCbivoaHh/Px8cHDw448/zrzV2NiYf/rjH/9YXV1969YtDvUyMjLr1q2bnJxsb29/9913ZR70rQUFBcuWLeMbbdq0iQHZhx9++Jvf/Ka2tvbbb7+Vl5eXedC3JiUl3b9/X1NTky/42WefIXzDPyMa5KSkpOvXr+/YsYO//va3v83Ozr5///7u3bsXLFhQUlJy7949+uXf/va3y5cvr66uvnz5sr6+/ltvvdXa2nr9+nUVFZXnn3/+T3/6k7a29oULF5qbm9euXfvKK6+8/PLL3t7e9+7dCwoK+uCDDzo6Om7fvr19+/aFCxc+99xzb7zxRmNjI//DF154AdE+hi6U5EgF6FilHa7SATCUS2lii6BoUxCpocwBhB5Aul0Vey0St4jSWrx4MeWVyQDAgc8++wx+HQ40OTm5LVu2uLq6cvQ2MzOj49bW1raxsbGwsHBycjp+/Dgu9bS0NLI38P9g4ib0BdomB1WGpHl5eRgNWFCUl5ePjY3Nzs52dHSg5omLi6PZIR2P9Keqqqq+vr65ubn29nY0ldI8UAavwDj6+/snJyfPnDkzOzs7Nzc3MjJCjoCQDRUVFXHmJT52ampqbm4Od+zMzMzc3NxXX331zTffUEPv3r17/fp1ZAP3799HlvT9999DdZmbmwO1lZeXh+TIzs6OXYqFhQUcxZ07dyKlFOWSN8Qg9e+NXJEnigXyY489tn79+sjISFtbW4LIXF1dIyIiiouLQXpXVFRwJkhNTc3Ly5uZmblx48b4+HhjY2N9fT15rmVlZWlpaSy7MOyTKI4tlfElcDLIZ4zRsUshVmXak5KSgnMBkQYnDDJ6T506hZqC9EMcCkhE2FI2NjZiD2lqahLq5nPnzl25cmV8fBxrQ3t7O3ycjo6O8vJyPhG/NU6HqqqqzMzMwMDA8PBwsraOHDkSGBhImBjwNnDaPj4+zs7Obm5u5Jzb29uHhIRERkampKRwADI3Nzc3N9+9e7e0bOB/aCbAJZypPDmWLVvW1NT0zTffHDt2bOvWrR4eHqdPn/7222/37NkjIyMTHx8vPRN49dVXm5ub7969q6ioyHvoW3t6eqitfPzt27ezsrJ2796tq6s7MDDw3XffeXp6PvbYY//xH//R1tYmxrX8B6itlEX63IyMDJ7xyAD4RjY2Nj/88MPIyIilpeXmzZuDgoKuXbs2MDAgKysrIyOza9cuuJyenp4GBgbl5eXff/99d3f3l19++e677/b19X399de7d+9+5ZVXXnrpJT09vZs3b+KZ+/3vf//MM88EBQXdv38/PDz8j3/8Y35+/o8//lhWVmZgYGBpaVlQUHDz5s379+9nZGQsXbr0L3/5C3mFgOaEpFxa1oqzgGkAHi3RzIraKmqoiBIQY1OxmBKrf2EoQD8gPQ2g1IpkQzZgGHkVFRWhfG3btg1U3k6wngAAIABJREFUVVBQkI2NjZyc3MqVK3ft2oUMy9PTk1rJ1pgeiuN/amoqaSLsVYQQkjMjbU5HR0dlZWVWVpZEIsEIcOLECSKY0tLSJBIJDNaBgYGWlhZwIRCtWlpaqKQAmTCnY39MTEysqqoiBWtiYuKrr766fv368PAwrCxYsZjNJRIJJvrR0VHCXEnMZkN99epVdFfffvvt7du3b926xaDg+++/F/0suCw43IODg05OTsuWLdPQ0CDH1M7OLiAgwN7eHlk3T0VpVKi0xeYRGiDhBX/sscdWrlwZFBTk6emprq5ubW1tZWXl6OiYnJzc2to6ODjY2dmJAC4tLS01NbWlpQWvan19PSL8zs5O4nYgtyJsIscFpT2iV0x3kZGRwcHBuPhJdkhKSkL6jTQ1LS0NrB9bSuLIZmZmTp48yYyIqO3a2trm5mZmrBw+JBJJf3//0NAQY4Ta2tq+vj7hDiBUAh10Y2PjyMgIx4uioiKJRML9mOFyeXl5cnIyLILk5GRE06gUfHx8PD09MXoFBwd7e3uTXuzm5mZnZ3f06NHY2Fgwb5Ao8IlZWlq+/vrrCx6Ytf7ndAKcSqQNrwsWLHj33XdTU1MvXryINaKzs3PLli00lUFBQdevX2eJLyMj84c//CEnJ+fy5ctKSkp8QTk5OZ4N77//vsyDmQD7x8nJyQsXLly8eNHf3x/7wF/+8pfi4uJTp04pKCjIPGjXjx49eu3aNU1NTVHuTU1Nr1+/fv/+/QMHDoiH5qWXXrK0tBwfH798+fKFCxcuXLjQ1NSkpKQkfpadO3cSxYzqtri4eMOGDb/73e9kZWUlEsnU1JSamtorr7zyyiuvaGpqMsmVl5f/wx/+8Nprr/n5+V2+fDkiImLx4sWKiooSieTGjRsXLlyYmZkpKirKz88/f/78xYsXDQwM3nnnHbDZa9asIcgarZXYX0lPWvFoISEQ1CuqqmACsIASCyuRlCWSt0VeoZgPCEkW75HeaH3yySfr1q3D3ornXVlZedeuXU5OTocPH7a0tLS3t9+/fz+N7f79+y0sLHx8fPDnoHaE6ZmSkiKkjtnZ2RhJGWviYQfCAkuU/W9vb+/Zs2cZz1VUVJSUlNTU1NDmkMbKWK26unpkZITTN6nIFEr06vh5iouL29rahoeHkR+xwzlz5gwUPkxKBMFWVVWBtjp37tytW7du37599erVy5cvs/VCqT4yMoLq+ezZs9988w3BBLBmGMgiGpFIJH19ff7+/i+++OIzzzwDvHXTpk1ffPHF73//+wUPPNniDWkoB6/kv2d7Fe/81a9+tXjxYjc3t5SUlL179yopKR06dMjBwSE0NLS4uLixsbGmpgYqAsnhnZ2dMzMz09PTnZ2dKF6Ze7a2tjY0NIhTOREP1FYCXWpra1kzsnWMiYlJTU3Nzc3loc7IyGCYA1lV4B+ZpbLxb2lpqaio4DdOrCHq2u7u7sHBQSr4yZMnBwYG6uvr+aeBgYHTp0+fPXt2dna2paUFrmt2dnZ1dTVh4PX19cXFxUh6RRAWGzYAmMnJyUSlFRcXQ1Y7duwYc2FQNW5uboDcuG34+fm5u7sHBwejlPDz8zt48KCVldW6deuYwHBi+GWl9RezsZ966ilk8x999NFzzz0n7rFPP/30yy+//NRTTz355JN4WF944YWXX34ZxT5PlxdeeOH555/nZ2Btpaen99RTT7311lvLli179dVXBeDqV7/6FZt6nKkIA59++umXXnrpN7/5jVgLbNu27eLFi6dPn/78889lpIZZCxcufPHFF1euXKmsrPzXv/71mWeekZZtP/bYY88999yiRYsIc5WVlV20aBHzlyVLlixfvhx1PfR+Wkghtl+6dOnq1as//PDDP//5z6+99tqbb76poKCwe/fuFStWvPnmm4sXL5aTk1NVVaXfBJAK4lNwW4SngC5VGrwitAEigkWMWSmOzE9FpCBdKgIskZHF29TZh8CvTGP5mDVr1uzcudPAwEBXV5ehIVBwU1NTAwMDAwMDDDYGBgbq6uqGhoYotGhak5OT0U4hfkxPT8fgSKBIW1sbNnZgoPiFamtriW+h3xkbG8OQgx2AjhUBVnFxMSMFTDiDg4MNDQ3oEJgVRkZGsjHPyckhcY8mDoEUliqqNkpYxrhlZWUnTpzAD8J09e7du2iALl68eP78eTRDp06dGh0dHRsbQ541Pz+PZYtazPmXXXxgYCBKbRze0qZw6fWIdN/KG7BaHnpCSk8JHn/88ffff9/Z2Tk3N9fX13f79u3btm2zsrIKCQmhsFZVVfFA1dTUwKm5e/fu1atXe3t76RmBMTIb7enp6e/vHx8fn5qagi4mQl+w/HPCgKSFHTY9PR1uP70qBrmTJ08CeyWmEMhLYWFhXl5efX09410kd8wiMAtA4CVrvby8HKhge3v79PT0zMzM1NQUwrji4mJuzAKLVV9f393dzXdBlFJdXV1UVMSUH9Al056cnJzMzEzgO9zyU1NTGeKTUYh1GCZDfX19dna2tra2tra2nZ2dnp7es88+K+af/8Wa+OD678kd+Cm4T/z1Ebdl6YuZABqsh66HvqA4SYmv/8QTTzz//PPPP/98RETEDz/8EBQUxNxEmi0gPvfv/XXBggUbN25UVVWlZn3wwQeLFy9+7bXXKKzvvfceAVaLFi0ifpUdPR6nRYsW/fWvf33rrbf+8z//87XXXlu0aNGf//znN954g2qLnZSOEpUrYAFpqKB05rZwuAqhFfiCDz/8kLIoMCuMVulYhZRVFFNRNwkxXLt2rbKyMkm00v0yCFo1NbVDhw7Z29ubmJjo6OgYGRkZGRlpamqampra29ubmZnZ2trCdjMzMzMxMbGxsXF2dj527BgolrKysuLiYppW+KHgkxE29vf3d3d3t7W11dfXNzQ0lJeX5+bmYrUS5GYmA5Q2WCp9fX0UaNigvCYJiyX8DgEQ3BDUSHRt+A4mJiZaW1vR2J08eRItUVFREaav0tJSprcs/e/fv48Fa3x8vK+vDxPBxYsXL1y4cObMmcnJydOnTxNHCB3x1KlT8/PzeBCqq6srKioiIiLeeOONRz/JF0gROB8qslRYafaQ4A5v3rw5LCyMjRNZUnFxcRQmEKvQsGjBGhsbL168eP/+/fPnz3d2dkL1prxWVla2trbCbcCIgXQUDUZtbS2/NTwdmJKzsrJEIGtqaipxBkNDQ9PT05gLhoaGent7JRIJ+y48YENDQxirEFp1d3dDhOEmRH4Ed1ya6O7ubhwZ/D8ZjnP6KSoqogvGC0f0N4HeLS0thYWFqampMGFpSFE+REZGhoWFHTt2LD4+nr41NDQ0ISEBx1pwcLCzs7O7u3t4eHh3d3dOTo69vT3ZMF5eXiJE65ePBX5pbRXPkgV/e0l/wCM+V7wdGRl57949sfSXeaCalv7KD336Y489BiFQRkbG2dkZB3RHR4eCgoK0x0H0AuKbiie3NB7hhRdeMDQ0NDY2/uKLL9Awib3Q+++/D0SVqkd3CZV1xYoVfKQ4oWPSF7sjLmof9lNwWSKVQAQXAgYkxEWUVNFmcpBnl0XTCoZVwFkE5Vr8K98UXa2CggIKdg0NDfLstm/fvmPHjt27d2tqahoZGYmKaWlpqa2tvXfvXrjOhoaGzs7OZGiDLPL39yfrydHRkZdcSkoKwhpOi4WFhZBTkpKSKisr2UiAoOalguW/vr7+1KlTAuecnZ09MTFBbzgxMdHT01NWVhYTE5OXl4c7Kycnp6GhAdt4REREYGAgrWtYWJiXl1dQUBARpDgXJBLJ3Nzc+Pj48PDw9evXR0ZGcI61trbCTwJZwvTpu++++/HHH+/du3f+/Hl6MbTrd+/evXv37rfffvvNN99AaSH3BUTIt99+e+fOHYz20KGWL1/+aJ/VT5/A0mqBhwxCMjIyCxcuVFRUjIuLI0yssLCQhX57ezuq+97eXjCsbOpg38zMzHz33XcXL15E8ASpFmZrY2Pj0NAQIFr69Bs3bpw9e5YTOo44DhZZWVnJyckYMRoaGjo6OvBZdHd306tiqGXCC4ElNzcXEwHDdEC6OIkpo4AZBbaRU0htbW1paSnzAShcpaWlxG3l5+dzAx4aGoJr3tPTw4i8v78fqR9PP475vr6+3t7euGwtLS0dHR3Bwbi6urq5uUVERAD6Cg4Ohg6TlJQ0PT2dlZXl5+cHLDE3N3flypViUPMLy+t/Q9/6szoS6TOO9Hv+3rVly5bg4OBly5aJLyjN/ZN+vi6Q8t2K4ABzc/PW1tbo6Gh5eXmaVpkH1fmhr/PQf1V85f/8z/90d3e3tbVlEiq0UB999NFnn30GrYqAOVhHHOdpPymODxmlWDeJ0BSsqCz9RTGV9rBSFjn4S9tYpQ2sYouF7goANp9Io8pEVYxfP/30U3l5eeKVNDQ0tLS0DAwMjIyMwFxpaWlpaGigVzUzMztw4ICVlZWLi4uZmdn+/fvBthoZGdnY2Pj6+np6eiKrTE1NdXNz09XVdXV15aiYkZFBTjW0VlqYpKQk+g5e3idPnoQ9iBG2oKCgu7ubpT+b6+TkZBTsMzMzvG6B0VVVVTU0NDA+Y0eM4CYkJATLQHh4uIuLi6+vb3R0NEZMCPNDQ0Nzc3ODg4PwLlhq9/f3X7p06dy5c6Ojo6OjoxMTE5cuXWJDdffu3YsXL7JUuXr16q1bt+hSma7eu3fv6tWrN27cuHnzJiXjypUrExMT1dXV0dHR6Ch37tz5m9/85hHMup8OBIR2VfooBqz9pZdekpWV9fX1raioAJjr5+cXGxtLx0qRhV3CrQurRXd3d29vL41/QUFBbGwsSqni4uKysjIO5kj3z507d+HChZs3b16+fBkyFqAGGtK6ujoebQHeJb6FjyRoMikpiYRBlMUM07nQHnR3d09PT4PgEbLi4eFh2lUmpEVFRRzqIf8KXVdbW9v4+PjNmzd5wJubm7u7uxkit7W1paamkvxKIoaPjw/Bw2gnPD09eS3r6OioqalpaWmZmJj4+flBUQgJCcHElZeXNzIykp6e7urqypQgPz9fQ0ODeY60I+6/dv2i2vrQnOihZlDmH9VT6WvhwoWAB6W/1KM/hZ8cvOGzzz770ksvCfAg0wDpiZX0tEu6Oouh9XvvvRcXF+fh4YHglCX+6tWrP/nkE5ibmzdvJndeSUlJQFdZPQmatYgSENYpsXoStCr8qeIDxPxUemYq2IBiqCpysMWQlBaYGEEhCWCRtXTp0iVLlnzwwQfr16/HBbBt2zao+Nu2bdu7d6+6urqGhgZYAP48cOCAiYmJra2tl5eXt7e3g4MDzAsDAwNjY2NfX9+oqCjAcWTHm5ube3p6ciLLzc2Fq1JXV8dRDjkkJlQQKvD9iOggfeTcuXPz8/MDAwOVlZVg6ktLS8FQkaQUHh4eHx+PQDIuLs7X15eIpNTU1Ojo6PDw8LCwMBpGROMIs3ATZGZmSiQSCvrk5OSlS5cGBgaqq6thaQN8GR8fP336tIhCgBTx9ddfX7p06cKFC5iCrl279u2334qhASX4xo0bc3NzJ06cqKqqIpn58OHDoaGhZmZmzz///COe9uL94skpnpk8Y3/9618vWrRo+/bttra2YMjBVx8/fpyqERISQqd2/Pjx2tra6elppEuzs7OEYPf39yMmraurI+qcpGsmkhkZGdAAKIXNzc3QajAHnzx5Ej7LmTNnxsfHyWjAooo2dmhoiLLL/AF8BJPNsrKympqaqqqqkpKS0tJSUrO6u7tHRkZ4JLmmp6dbW1uLioqw5CYnJ6MtQb5aWVlZVVXV3Nzc29s7MTFx+fLlO3fuzM/PU4sB+/b09BQUFAQFBSGrsra2trCwcHR0xM5AHDeGQDc3N01NTTKZDA0NnZycQAq4ubkFBgZGR0dnZWUxvwoKCnJycnJxcYmOjnZycnr11Vdl/tZt/F+7/ttmAjI/18D+wyfZT7+CcAQ+oidf8CCtgNZd7MdEoyrGJT9teB/6UuIstnHjxtra2qNHj5IqCNAItamGhgZ9nIqKCpgV4jaFQJU6y59cDE+lRf7sozjUC8kqxVcw/6UJABRKIZaiUZUuwfStopgK3hWEWeh2qqqq0EOIcVZQUCBAQVFRERkA1dPAwMDMzMzU1NTS0pKE1+Dg4MOHD1N2dXV1HR0dSfLANJWRkUEIB9UzJyeHbUlNTQ3AFE6I5DgRvg2iqaGhISsrKzc3d2hoCIVQT08PfCNeXb29vQCPk5OTvby8jh8/Ti92/Phxb29vEpCOHTuGsZIIz7CwMGw5sbGxcXFxHO7AiHR2dpKkPTU1dfHixeHhYQydcLlEJvb169evX79++/btr7/+GvQ1mvYTJ07Mzs5euXLl3r17CLB++OEH9K1nz56VSCQ5OTmRkZHOzs5mZmYAbV977bV/pqsQ8HjyingeLl68WE9PLygoCLcFs86kpCTmHr6+vj4+PuHh4ampqRkZGcBth4aGmE6WlpZSKcRKKjU1VfAA0S1hr+IOxHk/PT2dSAhqMdWto6NjbGxsenoabSk6qpaWFhb6LJoYf4ssQsIOoOcwuGBqwSHg1KlTyN1Onjw5PDzMQLyjo6O6uhqRCYEIzIUwenV1dSE6Pn/+/OjoKONaIGeZmZlhYWGOjo64A/Bk29rahoaGMiIgyc3f39/a2lqczAwMDAwNDc3MzMzMzA4dOoTiIicnx8DAwN7ePjAw0MLCws3Nzdvb29fXd/ny5aIK/X9ZW6Xr6c9OWh+axv7sR8rIyIjVqrTP+mdLpMyDKikO+z8dnlKaxReUvv889JHi/dra2q2trf7+/srKyhs2bCDPVVZWVklJycTERFNTc+vWrUQVrV+/fuPGjRQpJSUlmNnCvbpmzRqhVxWnfnpMaVuqNH1VTGzFzFQUSuFb5bwvvdkXkdoic5Bll5yc3K5du/T19Y2MjPbt27dx40aR7gUGX0FBgT9VVVW1tLTMzMwYs+rq6urr6yPuCQoKCggIOHTokI6Ozv79+01NTWkbExMTMQIJmj1zMSyJ8AAZwMGvwy7FVre+vr65uZm8JhoQogZ5D0sVUl5EIGh+fj7uRrzUGL1AL5O2dOTIEXJDQ0JCeFFBMj1+/HhWVhZsJ/bajAL6+/uprb29veDrr127dvbsWYh24+Pj1JT29nZ6W/CSUFpEe/v999/Pzc3RXEdFRTk7O1taWvr4+ERFRX322WeoVqSPdD997kmvqvjXTz/91M3NLT09PSwszMnJycLCAhExTDILCwsGiIGBgaTbsi6vqKigFeW0yy2NmCkSpEljZSuVnJxMIgDjGjDYx48fLykpIQEFI3JJSUlnZye+qa6uLjJUkJeS+NDa2iqRSCiRNTU1GKiE7aqwsLCmpobccviNPKQIAFBToRIhToY1Jgca7p15eXkoW6enp0Fh4buNj48/evQoqmE8b+bm5qhW3dzciNsiPO348eNOTk6Ghobk3WlqapJXtm/fPoqsg4MDlpYlS5bIysq6urrGx8fDvUxOTv70009Fdt9/sSzKyMj8d+kEFkhZR6SfSTI/eW5Jf8pDX0H6OfcPb/4//Y5iaCWd3voPJwzi/dbW1l1dXQ4ODuQdqaioyMvLf/TRRxoaGqRsqqioEImspKSkrKzMiED0sCK6Y926dWy96Hnhp4iYAOkEbDGTld7vCxWq9CZN7KakP0B4VfkrJXv58uVKSkrcjZ2dnY2MjAj74v8pOAa4bFlwmZqaImIFHqijo3Pw4EFaJD8/P4ZWBgYGzs7OIFcSExOPHj3KOQ6taENDAy9CHDjELKelpRGpFB8fD/a4t7cXXyZzvaqqKsJci4uLGxoaRkZGxsbGAHN0dHTgBaIK9/b2stciXc7Hx8fDwwNiKSl7UVFRxJBQZEmpy8zMZAhADh2WIfgjzc3N7M1u3bp1/fr1qakp5ArsecAXANyDMHLmzBnYAoxf7927d+nSJV7zGRkZAQEBnE8TEhLk5OQe7ed56JnJX//0pz9x63J3d8cvq6urq6amRqAOiEJdXV1bW9uoqCjGpgj4MRx3d3cDZs3IyOCUIHgL8LNB67JDz8rKKioqYtxZVVVFFiHFmlVhb28vbTtLLQK0s7KyOjs7kbH39/dXVVXB3m1oaJiYmBgZGUFQTMQh5/rm5ma0U8gJuru7uenm5ORAj8RfwPYf2Wx2djZx6BKJpLOzs7W1ldUZSWixsbFhYWHx8fEMBKysrAwNDS0tLb28vCIjI+GFl5WV5eTkZGRkeHl5gcTU1dXV0tLau3evlpaWvr4+7zl06BAWlSVLlsjJyUVHR0skEuEwxM30CwcCMv9dtfUXXgv+VpvyiG2A+PhHXA+1pY/+OjIPnt9HjhwZGBiws7NTUlIirXP16tWysrKUnh07dpAyv3nzZiUlJQavVCvqKSBkgpKEAIDBK6t/elhpDYAgAUpTVKSjWUTplN5WiRaVNwAGEm1AbVVWVjYxMbG2tqYb1dLS2rVr144dOxgTA4tZs2YNOjAlJSV9fX1HR0cXFxeedkZGRgcPHnR0dITXGRgYSEiEq6trSkoKZ8/w8PCsrCzon9XV1by6aGSgtTKMS0tLQzBUXFxMnWpoaGhsbJyenp6bm8MQKZFIRG2dm5u7efMmPGZxukSjXlFRIaDIrq6uVlZWsJbxIJEsAkYEOClwuYKCAhK66uvrBwYGzp07d+bMGaw+7Mrv3Llz586ds2fPEr117ty5c+fODQ8PoyIAaD8wMHDx4kXGAuhGr169Ojk5WV9fz50mICDAxcXF0dExPj5+3bp1D+lYf/apLiNVXp999ll1dfWEhAQfHx9tbW09PT10Gjt37ty4ceOmTZv27Nmjpqamo6ND+cZHBPYpLS0NXt/IyEh7ezupqEjrExMTExMT8/PzqVPcrvh9sZovLy9n09jQ0IAMGbDL9PT0yMgIwQ1okAGtIpO4fPlyd3c3NZQqiRGA4SxCVzZRFM3KysrOzs6+vj6A6EyQyItkQJ+Wlkb6QGJiIucbkZaIN5qpzujoaFlZWWpqakFBQXJyMkMSJycnU1NTDw+P7OxsZhcpKSkhISHccUNDQxlS29raGhoaImLV09MzNDQ0NDTEdrF3714fHx/ktF5eXi4uLjExMcTtPFSCfrZBfPT1v6K2yvykvX30D/Do2vrT6+99EZkHhfXJJ5+Mj49vbW01NzdXVVVVVVXdunUr9n9kHDt27FBWVgYfp6KisnnzZrxVIkZQuh8URlXGAuSySNdWaZaVdDLgQ+d9UX/F9RA64KOPPhLoAKwNH3300aZNm6iPrKcOHjyora1NE6SkpMRkAG7sZ599pqCgoK2t7e7u7uvra2ZmZmxsbG1tzQDL19c3JCQEkSAjAkZjeXl5AFtpalpbW0+fPk0aK0qg/Pz8nJyc1NRUGMZJSUmFhYUdHR28SEZGRm7cuHHjxo36+nr4zc3NzURgXblyBcocGQT4xzMzM3FGgneKi4vz9PQ0MzNzdnaOjY1lgEgiU3JyMuA7KiyzPNJH2traRkdH2VnDppudnf3qq6+AXX3zzTc3b96EkcYi++TJkyxzhoaGLl++/N1330HA++abb6DwEVSVmJhIwt3hw4ddXFyOHz++ffv2J598UuaRtfXxB9Hu/CknJ4cd0dramhKgoaGhoaEB+JUgbi0tLTaKABVhTtvZ2fn5+aWmpjIkbWpqElTc48ePM+Dm14TqnqM6Q5KMjAzsBiRm9/T0AAFAkUouwPDwMMYKcLfnzp0j4aa3txcdcWtrK1UV1uLs7Cyorba2NhwKFGWEH8x/EKtinwPCQqhMSEhIWFgYmYOIdnG4ku8Nf+DEiROFhYWMNcLDw48cOeLt7W1tbe3i4lJWVobJkxSG0NBQkhS4tR89etTY2FhdXX3v3r06Ojp0HuHh4U1NTZAqwRAHBgZ6eHjExcXJyckBG/y/pLb+D18PVd5FixYhODcwMFBVVd21a9eWLVtWrlypqakZGBjo4uKye/duZWVlFRUVVVVV/KBksQBeoaSKS5q6QlUVf0pna0vzAYQwgFLLXwWZhT5XOKmkgdbU3Pfee+/tt99evHjx+++/LycnB92OZ5KxsfGBAwcY6u/evXvTpk1r167l/7Ny5Up5eXktLS00THZ2dpaWlg4ODo6Ojg4ODt7e3iEhIeRw0HSwniouLk5PTydTs66urr+/n04H6FFeXh77K7GHSU5OZmvf1tZGpCu4v7a2Nl7trDgGBwfn5+d/+OGHr7/+GtIHJ+64uDiWztBdkSJZWFhYWVkFBQVB6PD09OS0yBYLpxaRzsePH8/MzOzq6pqcnBwcHDxz5szt27fn5uYuXLjA/PTHH38E2Hrnzp3vv/+eOnLr1i0QrgIniNgeUyZC/fz8/PT0dGKlTU1NDx06FBYWZmdn98orr8j8nVfgQ3PYxx9//Mknn7SxscnIyED6hr3Y3NzcysrKzs7O1tbWwcHB2dnZ3t7exsbGy8sLjiq+foRx4GkaGhrY5peUlADAhSFAz07ZpU5RW8VkAKfWtWvXrl+/zmYMkn99ff34+DgUBVIYgCrcunXr1KlTIyMjQMfhimFavXLlyvT0dE9PT09Pz8TExOzsLLMFwqmownl5eYhM0T/k5eUhFYCOVldX19bWVl1djX1OIpFIJJKhoSF+kMHBwfb29vz8/KSkJEyrgYGBTk5OXl5e9fX1bW1tiYmJ4IEyMzNTUlIorwUFBXFxcfr6+oQWM1pBsVdYWBgUFAQTIywsLCQkJDAwMC4ubvXq1azHf/aX+O/a+k9dCxYsYGi9d+/e/v7+iooKAwOD7du3E+iydetWiIVWVlYaGhqqqqpbtmzZsmULTSsKLWor6iu0roIDIJKvRK9Kq4gRQISwihr6UEq2eL+o0dKuASEYkA5lYTjw+eef79q1iyD7rVu3ampqHjx40NTU1NDQUENDY8uWLUyEV65c+cUXX2zYsIGBsre3t4eHh62t7eEwx/BXAAAgAElEQVTDhx0dHZ2cnNgdIV2kvJaVlWHRyc3N5ZXc1dWFSbyvr6+9vb2mpiYlJSU6Ohq0YGZmJhtqDFrIxQGg3Lx5E20mTWJfXx8q8WvXrs3NzdHvjI6O0tcgsSwqKmLd4evra2FhYWZm5u7uTkoHG97AwECmrmFhYcHBwfHx8SAHGQgMDw/jF7p+/Tq0Vo75oK2wCbCq+vbbb0kc4Lp79+78/Dxm+b6+PgYUhB5mZmbGxsaGhIRoa2srKyubm5uHhYU9wp31UNMqIyPz7rvvMtZAUgbvJiQkhDCSwMBAwE6WlpZoNnx8fJgnUtP9/f2Dg4MzMjIYfQwODtbU1HB3QTMgkUjYejGZhY/D1hEe7smTJ6E0dHZ28vHMUltbW6enp9ngIfUlivHWrVtfffXVtWvXpqen+/v7iYycmpq6cePG3bt3Z2dnScG6dOnSnTt3pqenEZAQ7tDf35+dnc14l1USEyT0YZWVlawHSerFgkXiOp0sYXqIZ/Pz85OTk1NTU/38/AICAogI8vf3DwsLy8jIAOJz5MgROG0BAQE6OjqIEdXU1Pbv329jY0MCmIWFhaura2JiYlhYmKenp5ubm729PRosmX8iKfLR1790bZWRkfnVr3715JNPRkdHj42NxcXFHTx4UE1NbfPmzXR/zMvZNqLB2rx5s3ROsogGECAr6beps6ivqJKffvopqVbs9KXTrgQ8EPvAQ/kCwokgdlwimgXH7TsPrs8++2z37t3q6urKyspwAg0MDGxtbTFc0XQjydq0adOuXbv09PQsLS3JyHN0dCSC0MnJyd/fn/RN4B0VFRV1dXWskhC0Njc3j42NTUxMdHR0oG3Kz8+nohFgBe8dv1BfXx+xfefOncOMDxxkYGAAVzu74/n5+bGxsdbWVsI+qRTt7e2Dg4PAVuLi4vz8/GxsbKytrd3c3MAdMbdxd3dnkQUbKTIykmUOS+qWlpaRkZHZ2VlyoTnj07SKCsvbd+/epewit7p16xYGXNYvbGyysrISExPj4+ODg4MDAwNNTU0VFBQ0NTXj4+M/+OCDRzzfFkihWxYsWKCjo8MNg6zWgIAAHx8fBwcHGxsbKIWmpqba2to7duxYv3796tWrDxw4wBKG1jU8PDwmJgb5cE1NDdW/oKAgKioqOzsb2QaAvtra2t7eXjRwlZWVAwMDo6OjU1NTVEMKFmlmMB/6+/vJtiKm88KFC9RfmnqotZhlsQ4DEkNE3NzcDEp8amoKm2lnZye80OLiYtZoCBUYuDPzQS0AkgIJCrs1rL088mD4uVOSiQCvC/8CJ63k5OTIyMiEhAQMJqGhoU5OTnQVu3fv1tLS2rdvn5eXV3l5eUBAgJWVlZaWlo+PD9ngfn5+6urqgjT4f0Nt/dlJ6z/fe//C7/v55583NjZ2dXWFhIQYGRkRNK+ioqKjo6Ovr79r166tW7dSWNFgUUxhVvE2dZBe9adFlnrKnBQ9ljBriQnAQ72qmMyKgSwOAiEY4K94Ct5+++233nqLvvXdd99dtWoVtZUMwQ0bNuzZs4fcnQMHDuzevZvD0ebNm7dv366trY0Gy8XFBd4lbSC5mHFxcXCMIJ+Wl5enpKQEBATk5ua2trb29/cjYGSch2mSQxlgUDYeyCFPnjw5NzcH0O/atWuzs7Ow77AYlZWVMfWbn59H5TM8PDw6OkoASVdX19jYWGNjI8vukJAQLy8vBLb+/v5Ycm1tbV1cXNBj4WhECopYEk4r8virV6+y6//+++/v3r17584diinuLCRWmAW+//77mzdvnj59uq+vr6GhgR+H8ywgvvDwcHolf39/NTW1vXv3xsXFrVix4u893x5yG77++usBAQH+/v6Ojo42NjZMxvft26empsb+inBDIrgB+ujr62NDIg8qIiIiMTERuYVEIpmZmRkdHYW3UFhYiMifTpBbFzLSmpoaHoqxsTFyTaQhufX19SdPnmxrayspKWloaGCQOjAwwN1UBK+SsgPdisRAKiBiu+Hh4bNnz8IbxKA1Pj4+MDDATKm8vBwyOt10S0tLe3u7RCLhVESCLHkWeBawMODWk0gkuCQaGxvr6uqSkpKioqKAWrAeSE5O9vHxgTVhb29vbGxsYWHBvgEBhrm5eVZWloeHB8EEhoaGJiYmgYGB8C0VFRWfeuopoUH6JeXlX6i2PjSZFmIvJyen9vb24uLiwMBAbW1tRAJ79+7V19fX0NDYuXMniyw0revWrePI/8UXX4gwQQorxVRUWFywgmIlVKvUVpGnwvxUjFZZfKHcktZaUU+ppJCtKazSwS3vvPMOTJatW7fu2bOHMsqNwdDQEJW1lpbWnj17tm3btmnTJlVVVXV19QMHDpiamtra2vr7+0dFRbEl4KiFZhB7OESSkpISAX8jt0PsdjhLkqd0/PjxtLS0/Px8HO7t7e3AjwcHB9FC0YdiYCdyo66ubnBw8MKFC1NTU7x4JBIJ4Xesifv7+0tKSmJjYxFaRUREJCQkREREuLq62tnZ2dvbe3h40McBxo+IiADEVVdXBwmbU/CtW7c45p8+fZrIewzyGIHwuVJn7927d+HCBQTzGE9ZwWdmZh47diw8PJwIcU7uxsbGGhoaQUFBq1evfoQMi/Iq8wBuGRYW5uDgYGxsbGBgoKGhQYIhNz8ydeTl5VetWsXZZcuWLQ4ODkeOHDl48KCGhgbyI0J229rauru7efSgruDCysnJyc7OTk9PJ7WhpqaGDKuuri4qWm9vL+CVnp4epjT9/f1zc3M4mIeGhq5du3bp0iXoKgBTkFKhb+vs7IR3hXyKyHTK4vT0NKoMHmGODnAgCwoK6EPZWaHP44zCST8tLQ2elijiTBUgnJGPAFYR3S6C66ioKN6mgc3IyLC2tiZhV01NTV1dHZAg4MSPPvrorbfe8vb2dnZ21tDQMDAwoLEgcE8sun9JFfpfUVv/B66Htn6PPUgfkpWVzc/P5wbo4OCwY8eODRs2KCsr40dCcrx9+/ZNmzYpKioqKCjgcCWEVYiZKLXwpURQqzBiif5U/FUYrsRiitkr7SqKAvGJ0rrX9957b/HixTC3KK+MBZYsWfLWW2+9/fbby5cvV1BQ2LJlCyNXdCcaGhpGRkZ2dnY4iCivvIxVVVUhthw8eDAwMJAVc1RUFEfOsLAwlDEnTpyYmZkZGhpqbW0F9wlijmOyRCJhQcFqAr8A+Zo1NTXw6IDI4Q6Ynp5ub2+npJaXl5eUlECQm5ycvHbt2tWrVwcHB9EJ4KpsaGjo6+sbHR1taGiIj48X40gSXn18fIBxeHt7E5gMySUsLKykpETY5AcGBqjyU1NTsD8Igu3q6gKBiIF9bm7u0qVLGGEJdYczW1NTwzqI9pyyznbbz8/Pw8PD1dUV0/rWrVuRCvzsk1D8uWTJEhcXFw8Pj0OHDmlra6urq+94cOFOVlZWVlBQQHby8ccfr1mzxsDAwNfX19bWllOUpqamiYkJCiSSbzBBtbS0sG+Mj48XkEB6TCJV+GFJKkSiD4SFEMBbt259/fXXZ8+eHR4enp+fv3379sWLF9H/C4QYBHTSCurq6kQ6r8jv6ejogMkAuqGvr4/PzcnJgdoFJQvxANOhsrIyonqwpZCFTgYBIwvIk9x3W1paWG/C5E1KSmKDhzHPx8cnLCwsMzPzyJEjHh4eHh4eNjY2RkZGzs7OhYWF4+PjaWlpW7du/eijjxgp6Orq7tixA6Q9wGgG4v+urf/4kn6YhH174cKFTzzxhLOzc1tbW15eXmRkpJ6eHoPIzZs3a2pq7t+/n75PRUUFnyjyVZCAeFuZuorhgGhdhQVLmsAiuldpJKAYCwjygLTXgEmrtDVLtK7AD998881Fixa99dZbixYtWrp06WeffbZx40YVFZVdu3bhQjExMTE2NjYzM3NyciJBiOeZiYmJgYEBulclJSVjY2Ncg8IWSfwUjsnm5ubTp09jWGL7MTMz09fXh2KRY2BpaSnGLTpWTDsIgCjEsATR5zc3NzM7I8mOsd3JkyevXLly48aNnp4eRFf4C9AYIPtPTU0NCQkBHANmkJkaek9Q+TExMSA8iouLMXqx5GlsbBwfH8fPTqOK5Ii5YVNTE9RRpEUXLly4d+/e5cuXWYWjIaNVhxpFC5+UlIRMnSlwUFCQtrb2M88889MnoXjiycjI/PrXv9bR0fHy8jI3N9fQ0FBTU8P1t23bNsgPW7ZsUVVVVVZWVlRU5Oa9e/du9Buampqqqqpffvklz1JbW9uUlBQA1cxbQV7RsVZUVDDNJMyKH6S+vh7plUCptra2zs7OzszMDA8PX7t27fLlywMDA4y5R0dHh4eHp6enkdnhUyCXV4gTuPFwyMjKyiorKxsfH//uu++IIqe29vT0oFnGLwBxXDz+RKXBAYiLi4PcWldXx52Ppxm+PmQP2MA4GCG9On78ONGWQUFBTIQYL2RnZyMHBMx4+fLlmzdv1tTUFBUVxcTEFBcXJyUlWVlZATNycnJ67733hJ/zofO09K3xn7n+JWqrjJRme8GDwFoZGRlFRcWqqqrKykpQIHv37iVqhb513759qqqqdKwigkW6tgo4C0hWSKxgsZirCgq1kKxKUwEFP1C0q6JjZQ7ARkuUV/pTEcQisljAtSxdunTlypXr169XVlbetm3bnj17aF1xshoZGR0+fDggIODo0aOBgYEc+d3c3ExNTfX09ExNTf38/AAFUEwxRMbExCA4h8FcVlZWV1cHq59mh/pSUlKCrCcpKYm8EJa/RUVF2EYxR+HYIQeboyVC8dzcXOxAAJyQB6SlpfESPXPmDIJKGhzWu66urvb29l5eXkTSh4WF+fj4kNIRFhbGqj04ODg3N7fjwXXixAmKKS4yho8SiQS2NHRRFncMVTs6Ok6dOjU5OUk2SVNTE757KuzExER3d7dEIklMTHRxcbGzs2PqGhQUZGxsjAxL5gEnmxeqsAvKyMisX7/ez88P45CGhgYhjxwg1NTUmLfu3r1bVVV1w4YN69at27Nnj7W1tbW1NRndmzZtUlBQUFJSYpIeExNTU1MDCguJK/0+N4nW1lYaTMgMSFxpQmtra6FqCUNaV1dXf3+/+M3i7sdEwBgB2+vAwEBfX9/g4CALJdb0sAFJ7gEUi1rg7NmziE+Li4vZkjGsHx4eJlOA5MSoqChGHCkpKUhQJBIJ/lqAv8zlq6qq+EEQ2DJ4ZWOG/i8lJUXgbHJycviPdXV1zczMXL58eWxsjCYAF0xCQkJgYKCbm5uWlpaampqtre3KlSvRckjDnh6tlP97179KbZX52+5VRkbm6aefdnJykkgkgHXd3d2RXq1evVpFRYWtwtatW5WVlbFg0aXSoopIKzFXpQ4yaQWhwk5feiZAGRVElYf8r9L7K5GMzVcWI1cxbJU2YjGcXbFixfr161VUVPDj8grE76CiorJt2zYtLa3Dhw9zcOaWnpiYSGGKiYkpLCyk0NTW1uKqFplIubm5WVlZ+fn5mNOHh4dZE5O7SaBLdnY2c4CKigr2zphi8emDdi0qKjpx4sT09PTAwABVoLy8vLm5GYukiFzt7OykTBOQdeLECTihtFcZGRlHjhxxdHS0srKyt7cPCAgICgqKjIwk2YWSyg9FUinygPPnz1+6dGl8fJxWizBnaExUWKKfcnJysAPwnyeJBMo9fVlmZqbYC3GOTkxMtLe3d3V15Zt6e3sfPnxYZLVJsywWPKBifvLJJwDuuAf4+/sjbwgMDAwODg4NDfXx8bGzszM0NNy1a9emTZv27t1LgLmhoeHOnTv5FW/dunXbtm379++3t7dPSUlpbGyEPAuhvLS09MSJE5OTk9RWkK8kEk5OTpJzg/OKYjc5OQknm5kPBlBOIWRxi6Entou5ublz586x4xJWVya5cFUaGhqY23733Xfz8/MdHR3wsRoaGmA14DyGVUjSAaoyjkEigxIUekNDA48/g4Le3l7+CQUY85CxsTHGDrhRKisrQSvU1NRMTEzcu3fvq6++Gh4eTk1NdXd39/b2PnLkiJeXF3qYsLAwc3NzU1PTw4cPL1u27LEH2boPVY//twXnX6K2isdFurauWLGCX9XRo0fJ2tu2bZuCgsK6deuoROrq6ky+tmzZgmGU2koDy3RVRLFy0X4KISouVSBYvF8MXkG3UDoFhFA4WYX0lZ6XlRcfQ8cqKytLauG6desUFBQ2bNiwadMmaBQ7duwQo2E5OTkBPeClaGJi4ubmFhMTw7GLHpNlOuL/6upqSB9xcXGs70nCyMjIKCwsrK2tBeTR1dVVUFCAQQCtIkt51iPAmXiB0XXm5+c3NTWRvcrJGloHqm/8kah5Ojs7AQmi0AQjgrODDThbcnNzc24VOAhiYmKorYyJuWGg17l58+Y333xDiQcr09fXx6G+pqaGzqigoAD0lMiXJgmVTJHi4uKMjAzSwOChVFRUgCnJz89nB+Lh4QE0xMnJidr6U8zQ008/vX//frz5VVVVZCNiTo2PjyfWwdfX18XFxdzcnHydQ4cOeXl5BQcHQ3Xau3cvN8udO3dqa2s7OjoGBQXFxcVJJJJTp04RMI4m9NSpUxMTE2iYmAb09vbCAp+bmxsbGwPUAGObgOTR0VFhWs3Pz6dVhBR+/vz5U6dOjY+Pnzp1anZ29sKFC1evXiWPC4gEbSl6L/jodXV1vb29s7Ozp06d6u3tbW9v7+zsBC7DyEjwKHjypKamZmVlAaWlto6OjpaXl8fExGA04MuC6BaRtKxDMR1gTisrK+P4Rbs6MjJy8eLFq1evNjc3R0VFoeB2dXV1dHQ0MDA4cOCAj48PTe6RI0d0dXURtwqkzt8jU/8z179EbZX5Wxoja1xDQ8OGhobs7GzMc2ZmZioqKjjud+7ciQ0fOh8iAWorBWvt2rUAWVasWCGMAEJNJbiCIm6AzlRoV2lRhU1LurcV4BUKsSjQ77zzDkEDFN/Vq1fDCVRRUdmzZw8zO01NTT09PZSt69at+/jjj+nBIQ3u2bNn3759urq6VlZWkEEEJZ4judhN1dTUEOwBdBVmHWlUaFErKys5BqampkKcKioqoivp6uqiFQU9RxYTX5yjKIPOixcvstGuqKgQtXVoaAjyf01NDRC8oqIiFtDEvpaUlMTExLi4uBw8eJDtHIzX5OTk5OTkiIgIAC5xcXEJCQn5+fkdHR3Xrl27ffv20NBQUVFRWlpaTk4O2GbUQsiGcnNzMecQvoTNNz4+PiUlpaioCLQ+EKmUlBS24SRB0colJSU5OTnp6enp6uoS1Pzyyy/L/FxE9tKlSwk+CQ4OtrW1NTExgUpuamqqr68Pn2Xr1q1MolRUVFiOYUeGBonaWl1dXU1N7eDBgzAh4+PjT5w4QQimWPc3NzeTq9re3o5p4uzZs2ylOOBzrp+cnMSoSgoDHBbmsxhDZmdnyQ9nqXX69GkMwWB2ickhbhIGIKkTLLtY/QEtJGpsfHy8trYWywAiAZzTeAd6enqmpqZOnz49NTXF+SYrKys+Ph68FmGXmKq52YNU59cEzwWwLOBEWMAQDquqqoKDgzkNWFhYoOY2MjLS0dGxs7OLiYlJSkrS19dftGiRNLb837X1n7qE3ZAH6+WXX46JiZFIJNHR0TAd9PX1FRUVGZiqqalpa2tv376dBlBRUXHDhg2MC9auXSsnJ7dmzRrBD5TGVokhKV2qtDAA3KqYqPJhyx9cwkRAo8onPhR8/cknnwjq9pdffqmsrLxly5YdO3ZAoEBfqaOjwyhDXl5eVlZ29erV6LE0NTUPHDhgZmZmYWFhbm5uZ2cXHBycn58Paog/T506RcTp3Nzc7Oys2KcjkKTL6+7ubmxsZOVF08GTu7CwsL6+ngU0SCQy5iorK+vq6sCndnZ28jrs7e2dmpoaGRlhBEEYfW1t7fDw8OXLl8+cOVNaWhoREUFAEzEwWDPLy8sjIyMhdBgZGQHlQ2OUkZHB/g0FD6C82dnZO3fujI2N5ebmRkVFRUVFiQGcCHlm6y1GzIwXIiIiqNRMjUEHxMTEJCcnFxcXCz1WU1PT2NhYfX29m5sbhwayAkXyhfT1+OOPb9u2LSQkxN7eHoXGli1b1q9fDxtITk4Od8CKFSuY4MvLy+vp6QF8YvaqpaVlaGiop6cHcATjb2pqan9/P1nLJOACIycdq6uri1SC+fl53GhAv5DQnT59mvEOItPe3t66ujpg5z09PTBr+vr6zp8/f/v2bUgLnZ2dBEn09vaWl5eTOiE8rOiiRIHDNoJz5Pz584Tmsk6sqKjgLNLf39/T08MXnJ2dhepLTezq6uJ7MRdCFQC+kuEMFi/uBC0tLYwjmErhEyEzraioKDo62sHBwcPDw93dnTe8vb3RFLOH8PLyWrFiBcWB7FSZ/yWMwf+/XMJr8fnnn2P+Cw0NDQ4O9vDw0NDQQPJCbdXS0lJVVV2/fr28vDxnanl5edABDF6RAYiWU/oN5K6UV9HDiu2/CCOQnrSKwSs1mk9BA0thlZWVhXhNs0wQt4KCwubNm/ft27d//35gVwQK8FfEWOj7LCws4Ik4Ojra2tq6ublFRUVxDGcRDBaAjGhCq+BR9fT0FBUV0XsyjBNpK5Q8sGxFRUUcyth70DpROmH0nTlzBt1lSUlJS0sL0iiOiu3t7ZxDp6amvv7665s3b5aUlERGRhYUFPB+Vi401PHx8Z6enra2tqzm2YbHxcVFR0dHR0eLMEQAoOfOnZucnMSndPTo0YiICHpScmVKS0tpiMTxv6ioKC4ujulnREREZGQk5ktOsklJSaQ5ocnNzMwkLLa/vz88PNzAwMDc3Dw4OPjjjz/+2RnUE088oampaWVlpaenB/gRri7PLrajLELRTXPmQHpsYmKyd+/e7du3q6urGxsbOzg4eHl5HTlypLS0lFtRQkICOFT0nnl5ebTk9K1tbW0jIyNk0vT396MQGBoaErHVlZWVzF6zs7NJIauqqqJU1dTUTE5Onj9/vre3t7S0FMYrQ6TGxkYsAMR0s6HigEIUNggVFlM8x8bHx6GOId6CCTs+Pj42NjY4OMieDW8u+gFOBriWz5w5wzZydHSUydL09DT7RqwQBIix1yovLwe1xYAejDpkloCAAAcHB2trazMzM6iDNjY29vb2a9euRSFAuyq9y5L597z1EddDD42Ojo5EIikqKgJ+4+zsvG/fPuF+AZcpZK0Is+Tk5JgGUH+JDoRyLUqkCHNlYiDyrEQlFat/UXaFa4C3GQsIs4BQtjJDoIJ/+umnX3zxBSgDJSUlAHSY+QAm2drampmZIdGFAOLk5GRra8vW5ciRIzzJ6O94+SG4mZ+fv3Xr1uXLl8+ePQvdCjTJ4OAg0X69vb1VVVWcwZkYFBUVgaqDIsiJkiaC5T6OrN7eXmaaSA6am5tJWyHVDuUT4c/379/v7e3NzMwsKSkh0AW+Z0VFRVNTU2pqqmD6gehPTEwMDQ0NCAiIiIhAM1taWtrc3Ix+qKmpCXEPjgOwA8nJyTC02NRlZmbSUCNchXxKCyxiwBmMYCuihHGQJKY0LS0Nuo2/vz/DVrE4ld6g7t69+/Dhwzo6Ojt27ABKKWjrjM6xopDMtmbNGgUFBV1dXWtrazs7OxsbG0NDQyMjIx8fHybCiYmJw8PDZWVlK1euXLdunYeHR2lpaXt7O7TW6upqJFZs1c+dO3f9+vWZmRnG1k1NTfipOjs7YWUxOWW9mZCQgMi/rKxMIpEQ9NLR0YFPPysrC5Z5f39/TU0N8IGhoaHTp09funSJ0cT4+DhrzMnJyZ6eHiH45/mAJAufbm9v78zMDLoLThLczCAk1NbWAqscGhqC7njx4kVAiF1dXaAUgUnCnWHYiiSrtraWgbifn5+Xl1d0dDTz2cTERF9fX+I1YRgZGBhwOBBuV5gPP4tw/fdM4OFLWtz62GOPeXl5USO8vLycnZ0PHz68a9cueXl52lJtbW0dHR0BEGAdxFOfPyGnUDdFoACdLK2rOOkjShVcQSrpypUrKcQfSV0Psa6BsEgTXXG+Cv3A2rVr5eXlkYuZmJgcOnTIxMTE3Nzc2dk5JCTExcXFyMjI1NTU3Nzc1tbW1tbW2NjY2NjY3d0dLD+q6djY2JKSEhyTdXV1nZ2dDOboC/r7+9H2j46Oclo/ceJERUUFB0+C5LAnMlOj8pI8SuonANDh4eHq6mro9+Ri8b3m5uYmJiaAMw0ODt64cQNIytmzZ5E0FhQUQCTIyMiQSCQjIyO5ubkIwt3c3EJCQuLj4/lBgBigh2UuTMxyU1MTfWtERERQUJCLiws5VExOhdKosLCQBZrAd7FMg9OMoRMjGSSRpKQkQLGIf/Py8jw8PAICAg4fPvy73/1O5m9tAqK8ysvLOzs76+jooF3duHHj5s2bFRUV8V8xH1i/fj2TdP5VQUFBWVkZ11BYWFhoaCjLw+zs7LKystra2u3btz/xxBOKiorq6uru7u4cyclnHRsb+/rrr69evXr58uWvvvqKnRIDccagKFUrKirI4i0pKYmPj4+Ojk5LS6uqqkKlTxVmksCeEypuZ2fn4OAgHzM1NXXp0qXr16/TGhPEMj8/f/fuXd7u6+sj3JDfKckIzFvI7BoYGIBKwT4qPz8/ISEBKVVERERmZiYxsVNTU/39/eQVFhUVkUXIAIeJDYIWSDpVVVVs52JjY2laWUgmJCRERkZ6eXkdPHgQC5y6ujqTlhdffFHmwT7ml1//QrVVDFvfeOONyMjIysrK6OhoZ2dnWMvbt28n52rdunUQ+AmaRsxE2SVzkEWWaDkFQlC6gRWV9P333xfFlHIsKyuLq1U6zJWijHUVrRVeANpV5gMUWTFhWLVqlYqKioaGhra2NoFXQlASHR0dEBBgaWkJmJ0MDG1t7YMHD9rZ2UVFRWVkZERFRZF6zzaf1gz3C9FG2BDpPQcGBgjYOHHiBEv/jIwMRl3p6en5+fnsDVCtYqqpqamhM7iJNecAACAASURBVELcyqG7vLycWKeqqir06qBe0OvcuXPnhx9+QCuDdwBreW5ubkpKSlNT0+TkZF1dXWJiIqeN8PDw9PR0XoRkx7KeRr6DLrK5uZn/FTRCb29v+jI0XuQv0e2iwUpLS6Nex8XF8a35cVi/MNvlm8bExMTFxeXn53d2dsbHx1tYWFA3n3vuORmZh93biLFef/11GxsbExMTVHH8CaGVkc6ePXvAjGKzBrcmLy+voqKipqbG6dXFxcXBwYFZs4+Pzx//+McXX3xx165dO3futLCwAPAaHR1dXFw8Pj5+586dH3/88ebNm11dXTzmsAeJt6mpqeEnYtjd3d1dWFgI2lUikQwMDCA1AwLJ44mflSMLMi/uxFBW6+vr+/v7GaFOT0+Th4bEDSQFiojjx49D+UpPT2ejyClneHiYT8nLywsLCyM/4tixY0AqmpqaJiYmOIigQQbXy5LKxsbG398/OTkZ3TQjeKYKycnJ6NtQBB05cgRvt7GxMXkE6Gf09PReeOGFh4rGL6k5/yq1VUZq+KWiosIAHkaOq6urgYHB5s2bAZt++eWX+vr6enp69K1YD0Ffr169mqGBqJU0rahcKalMA8SSih5WvIfdF+VVIAcF93rJkiWLFy9+9913MbZ+8MEH+BSQB1DHP/74Y8QDK1asUFBQUFdXR0piZGTECJIbeHh4uIODw4EDB8BdGxgY6Ovrm5iYODo6Hjt2LCsrC4oSCxlQQwieKisrUSDW1tYyWWtsbGQ5zg4E7iraAGZ8yLnRgdOxAjPmyM9Li/gAdu7g45CsE6M0MjJy8+bN77777sqVK1NTU1hUu7q6KMqcxCn6LS0tgAeDgoJoZllPw4IiL0BYZunO4BNScUjYjo6OjomJQdOTlZXF8gctGgZK5rMoEAiYgkKbkpICT+To0aPMBEpKSsbHx3Nzcw8fPuzm5rZt2zZMWSJVU8iwHnvssWeffdbExMTd3V1LS4sxDrdGQ0PDgwcPQhXQ1NTcvn27mEGJmEuUIfv37zcyMjpw4EBAQEBxcbG6uvrChQuXLl2qoaGhpKRka2sbGRkZHR3N3aukpGRoaOjmzZss3HNyclpbWyE8TE1NlZaW+vn5hYaGpqamNjY2IrHi2IGRHwcX6ejd3d1wc7KyspC79vX1EZR7/vz54eHhysrKlJSUpKQkGka+AoNXED9QrzjopKWlcXjiyYNSmFs4FLSMjIyjR48ePXoUyUF4eLiPjw/dKznt+M0yMzMBShgZGWlqapqamgYFBSUmJpJQwJ4zLS1NENNRE/v6+oaHh4eGhmLcIIvT3NxcTU2NOijkAf/2vP6zFw/TwoULnZycmP0FBga6u7s7Ojru2bNn06ZNhLisW7eOSkSCi7KysghzZYX1ySeffPrppyIUixUTNCwqpsh0EeZX5gOCMSgrlfIicAHvv//+O++8s3jx4rffflsIY1euXLlq1SqqKigDWAQffvghYwGyWoF76ujoHD58GMFjeHi4u7u7iYmJjo4OlffQoUMWFhZkTVObgoODk5OT6Vxyc3OxtaSnp6OgEmYYhISM8BDSV1ZWEphMrpxwQDY3N6NwGh8fn5iYOHHiBAIvgUPme5GxXFtbS+IA1Hrk6AIGCH+AICbmgyxDkIXyyhRYJhTyiBlPnDiB1aesrKylpQWNOjqBxMRE+lD2WgR3A7VjZsd2hfwYMNsAlo4dOwZcNTY2Njo6GmRBbGxsWlpafX399PR0SUkJTIOVK1cKFIvwAUqLsTZu3BgQEGBtba2np8eIHIwIv8Q9e/aoqqqiTcb4R4UVcgKAI46OjgkJCV1dXWpqagsXLly1apWmpuauXbvA5iclJZGRhYQAaSdhEM3NzUy3q6uro6Oj/f39xWLq7NmzwMbAUYMz5kbY0NBAiSQ4p62tjeRtjjKzs7MVFRVMtJOSkjgHsIecmJjo6enB+M8Ok1iB2tpaYl3gvPT19XHoQRWAphUPCAGLKHmSkpKY/7LdysvLS09P9/DwAEwMLTMgICAmJiY7O5uxiZ+fn4ODg7+/PweRuLi4gIAAb29vHx8fT09PelX839bW1tu2bQOJ/etf//qhpEjpAvLPX/8qtVUoBN577z0kmYmJiViPLSwsMF+tWrXqvffeW7Vqla6uroGBAcmDGAfk5OSIxWbvBJxFkFmE7ZXhABe1VQS+YsQSOy4kAaACqa2ArIjLphazBOOrrVu3junbxx9/zHxAVlZ27dq1xM+QQ7Njxw49PT1bW1tPT09U6HZ2dqjQDx486ODg4O7uDubK3d0dTF9gYGBAQEB8fDyvovz8/Ly8PGCamLVZDbF2YBRAT0Q9xa7a0dFBCUb7MjExAdqDXQTMbEQ5mZmZCQkJWJsaGhpqamoGBgYY29EcYU7v7Oycnp5Gq9DV1YVR5+TJkz09PdnZ2az7a2treWHzibwmKZ2MHSorKxkI0ICDyEpLS4OXSmVMSEjAaEBaPTrf9vZ2EUldXFyclZUVGxsbGhqKeIDwGMBLubm5QGnT0tI8PDxMTU3FIks88aitFFwZGZk//elPxERqaGgwcQK4jiRLSUkJ9wonJEbqGzdu3L59u4aGhpaWFqstX19fhLoqKipPPvnkl19+SV6kh4cHOPOcnBxhScJBl5aWBq2RRywnJ4c7K2cISGMMvrEYNDQ0oEtD5tzY2FhRUcGIhoP2wMDAzMzM/Pz8zMzMsWPHiC/jVwy3pb6+fmpqChEIJZUdJpqqwcFB5GvZ2dkDAwNnz57lNtzc3FxWVoaJmX1AVFSUt7d3cHAwRgbMcqWlpeQMYQHYsWPHtm3bDA0Nw8PD4YunpKRkZ2e7ubmxCbS1tWUWRLUlrcDe3h4x34EDB+zt7Tdt2kRtFfPWf9fWf3wteAAklpGR0dTUpPEBSubj47N///5169YpKiquWbNm2bJlK1asMDAwOHTo0NatWxUVFVkvrFmzhkHn8uXLOaeL+BbRrorQbAEHeKh1FTpWsbMSOVeCFbB06VIo2rS06LGYVOACWL9+/YoVK/ifyMvLg1InhEZZWXnPnj1GRkbkCMC+Q3luY2PDLT02NjYwMBDnO4i8oKAgNubsB9jeMLHKy8tjTkoAPWWLKQGjOk6Ivb29NEoIVzFfYiHHjgUZhKU8Lm9oqs3Nzfgs0VdyAqUjxjJEHEh7e/vo6OjIyEhDQwNaqIqKipGRkdOnT3d1dSFfLykpQUmek5NDZQETQ/xyZGQk6KzY2FgylEgCR2MQGBgYExNDLiyQ76KiIkRaiAfALHHcRlyZlpZGUM3169fHxsbS09OdnJy++OKLhQsXShPqeHEu+NsAYw0NDfJcIQHh/eMeieL1yy+/JJIdjA6TVn19feR0Li4upL06Ozu//vrrv/3tbzdv3mxkZGRsbMwMGsBjfX09oFWkuLm5udXV1cPDw+3t7Tk5OeTupKWlkXmDIB+8jkQiaWpq4gdkylxbW4v5ivjItra2zs5OjB43btyYmpqKi4tLTk5G74zDivhYUAadnZ2wCxi58qth4ID9v6+vD4sXVrGKiorAwEAiP7y8vCCgZ2VlsVIbHh7u6urKycnx8PBwcnJyc3MzNjbevn37nj17rKys4uPjY2Njvby8EhISSHv18vKytrbeu3evs7MzKThUW9KCLS0t6VudnJyEvlVGavX975nAP7iEHeuZZ57B8XnkyBHaFjs7uy1btqxZs4ZoluXLly9btkxfX5/tFpGucnJyq1atEhsk5IfS0VgiC0uUVPFOviD1UZAHBARLIK6xXeG8knbHiqRCWVnZNWvWwE7fsmXLl19+qaiouHv3bj09vQMHDhBZgfnKyMjI1taWpQ0pAN7e3hEREUxIS0pK8vLyOJtzd+EcR6/BsKympiYvLw+FFpmdHR0dHMYZdZWVlWEGZVjW0tKCDpy0UbxMZIQw06RIIcJPSkoqKiqanp5GRiPsA1DvQOeUlZURhwdha2Rk5MKFCwiqmM3BpuLlihk3Ozub+OiampqcnJzMzEyIguy+QdDT1LDHgJh17NixiIgIam5iYiIB9+gcQLWyvcnPz09NTWWpwhdPTk7Ozc3t7++/cuXK2bNny8rKNDU12YSgkRT7q59qXVetWuXm5mZlZcXOaufOnZw5iIRA7goxYM+ePfv37zc1NbWysjI2NjY3Nw8KCuIW4ujo+OGHHz7++ON//OMf8b8aGBj4+PgkJCQQEAm5qqCgABFFYWEhZKmUlJQjR47ExsZycOYMl52djUKAhFSEaGABuC8WFRWxGCQ1dmxs7NSpU/Pz85cuXTp58iT7PabqDHyQryLPAulSWlrKY0ghzsnJgZMSGxtLVAFaV0CIsJPY/rNU5EjEgL6trS0zMzM0NBTaJBmO9vb2ISEhRUVF6enprq6u6D18fHyOHDlib2+vqalpbW3N0c3e3t7R0dHNzc3d3f3QoUMHDx50cnIyNjbmzCFuhzL/3mX9kxcP0zvvvAOsHtl5XFycjo4O8hekhbKysu+8846+vr6Dg8POnTvxvK5Zs4Z/+uKLLxQUFPDFSs9YRZirNBhbWFppP9l6rVq1CqTWqlWrZGVlaVfFGZ/p6qeffkpjK+Su77777pIlSz744IP169eDZOVGraura2xsbGlpaWVlZWRkpK+vf+jQITc3t+DgYPGa4UlM5hXeKpymGMDZraenp+Otoj3B4kkfx5qLwkcSUUlJSU5OjkQiwVIp0u3RqILyxEqANhahPit4fIrAtEZHRyUSCf8lVmREKPPi7O7uhmxUV1c3MTExPz/PkgrZFq9VApewMFAQYTKlpaURqkwp4cgPIeH48eM48TjjU004RdLUp6amMqoDDMr9g9JDth19cWZmZn5+fnd3N8zvioqKTz/9VOZBApsYQEn7JsU7//CHP1hYWGCT1dTUxHOFWgAzK9YVIyMjc3NzFxcXT09Pd3d3Pz8/esygoCA9Pb1XX32Vp/QHH3ywf//+vXv36urqRkREtLS0nDp1ioiH+vr65ORkX19fR0dH8tBCQ0MTEhIw79Jb8BhmZ2eHh4c7OTm5uLjAZGD1BNqG3zieZrpRJq2cUTiRMIIoKio6duxYWVkZIpO8vDxSWyorK9PT01koMZklHoKfKyIiIjk5ma8vDi7V1dXIxbj1kolARmxeXh5tAStHWnVuh1BmvL29+evRo0cZAlhZWQm1JRh1Nzc3gshokOXl5WHjSQPzfmHN+VeprTxeioqKYWFhrq6ugYGBBQUFQUFB7GQZtrJoevPNNzU0NDw9PTU0NDZu3CgnJ8dx/vPPP0frSm0VNZQyCmAQhKtoaSFki0zW5cuXr1mzhmyJbdu2rVu3TlZWdsmSJeiusKgikhU2WZACb7/9NlaCtWvXspvCf6Wnp2dubo5Lx8vLy8fHh5x3tv/4bSorK1FEMXbkhIjIVHQlhAZiUkxNTSVpKi8vTyQeI+1EbiXqMgQpHFOYVpOSkiIiIqhxDG0prxTW48ePs0fu7OycmZkRL0voSggbGTUUFxdDws7Pz5dIJOPj41NTU2TEjo+P19TUUOWhwRKHhaSxsrIyPz+fJrSwsBAZLxmiuAySkpJILhCMWnjMzPWYFJG8TYUlEyUyMjIwMBChJZRSVLeMhsfHx3Nycv7P//k/MjIygAR/iqSTfs+CBQvU1NRcXV0tLS1NTU11dXU1NDQOHjxoYWGBfc7Z2dnLy4vcB5YwIHETEhIMDAzefvttwd5+8sknP/74YxMTE319fXt7+6ampr6+PnT4LOgKCwsjIiJMTU0NDAzs7OxwEqelpWVlZTHr4D5EIIqLi4uPjw/5fXSg3DILCgo4xFRVVVEuh4aGkI6y92toaJiYmGhubg4KCtLX1/f39+cjk5KSGH2mpqaGhoZCEIfpZWv7/7B35mFV12n/x8osp56mqdFpZppqphq1zKXSXErBDVlE9lV22ZfDcg7LYTnsO+dw2Pd9RxZRAREEQUFBEDFBNNwyNZfKsnJs+f3xuvpeZM385plpenoe/PzRZWYIB879vT/3/X6/3v7kDEkkkoCAgJSUFCGVHQLZmTNnTp8+zc8DVZXLFo8EZjtZWVlpaWllZWXQW/jc+LoQnCEp4bkCVBOPIu+UlJSU0NBQb29vFxeXP/zhDyoqKox0/s1RgHCmS23lWFpaZmZmBgUFZWZmtrS0BAUFaWlpMdWiOV2+fPm8efNMTExSUlJcXFw2btz49ttvL1myZM2aNQRnqampCdWTOz4bKgHkyoKLe70AcMGXhTpVTU3Nzc1NIpHY2dnp6+urqqqyyGJQi9FryZIlr776Ks0sulfq7MaNG2lOXVxcnJ2dvby8IiMjY2JiEhISeEsQ40ETIdzmKGdclllAMbIE3s4fA6OHX1sIr8fcCQyUZg0UVkdHB30B1388S+hd0LTTgeJt7enpYZzHPG7v3r1kzdOJsM4CnYVhkYoA6r+lpYV85rGxsePHj+PLKi4uJlCPQAGkuB0dHQiqqqqqKKNcctPT0xMSElJTUynZBQUFkZGRJBWikaiuriYYlbcrfSvBzgBti4uLiaiSy+XMBHh9sLejN8rJyfnrX/+qoqIya9YsIWfwRyF1DP3/9Kc/6erqYn9gbhgSEhIREZGYmMjOrbi4mMXRjh07cnNzAwIC9PT0/vznP0+FwPLRXn75ZS8vL5lMVlZWxtq9sbGxpKQE01pNTY1MJrOzs3N3dyf3lBxcHp/c0IlOgO1bUFCAdEloHkm6RtAGSXrXrl0ol1tbW/lUGY4XFBRIpVJnZ+eAgADqoHBXAGdOfjCAdvZLMpksMjIyJCQkMjKyoaGBmUBvby/z9z179vCcq6+v37lzJz+HPI+5bxFjjlVM0GkhPmNsBRYrJyeHu0tiYiIG4uDgYKVSKZFI1q5d+/LLLz/99NPCWFx4bf/NsCyV6VZbuTf5+fnxI+Lu7q6jo0MwH/f0VatWLVy4UE1NLS0tLTw8fMOGDVCstLW1zczMNm7cSDdKJRWGqowChB52auIAiBYGAm+88QZkgK1bt7q5uZF6ZGRktGnTJnDajFxRxQpZAyiuUNFqaWmRHsiuMzQ0FOi9SCSKi4tDJER7SPNINamvrx8ZGcFZRH5GT0/P8PAwfQfRm3h1aNM6OztJiKqvrxe4UECLd+/eTU3JycnBSE7F5IPQeiAqAEQE7QXZTU9PD+9YdvfYirq6uk6ePEk6E/WR6QRS056entHRUeYDdKZUN+yY7FiYzPLF4uTBfoMYgIkq2yoQgqDBFQoFN+Lq6moYApmZmUR/Y0MoKCigtSHFOioqKikpiZEr0dwNDQ3kyO7evTs7O/vNN99U+Yc7EOE/8aZ95plnNm7cKBKJlEolpFQhLQpRLUJ3DQ2NF1544amnnhLe9ve0wE8++aSlpWVlZSXzHIwVRBwS3MugFglBbm4uO5yUlBRGmUQ2hIWFId3DSlteXg62nGdzZ2fnuXPnLl26BDxldHT0woULJ06c2LFjh0wmi42NJUcWYR85QM3NzYWFhcyySWyMioqKjIyMj49HP5ebm8syIDMzE0BEaWkpA/rS0tIdO3bwhCDfpaGhARX2gQMHkBOA+u7t7a2trU1LS0OkIZFIysrK0DPg0WpsbBScIHzf4+LiwsPDEWAtWrSIOYDKFEnAv19ShTMtaqvws2hjY6NUKgMCAiA9Ozg4GBgYGBoaYhxYvXq1qqoqZZE7oLa29qJFi9TV1W1sbHR0dFasWMEuC54A3AChnk6lrghIVvpW/ok09bXXXqNY29vbb9++3dbW1sHBwcLC4p133qEQ0z4vXryYaSzpray5Vq1aJVDoQ0JCJBJJUFCQj4+Pj48PUfU0IMnJyYWFhXv37mV7zmz06NGjExMTOLJJJcEMzoVd6AhwBOzcubOoqCgtLU0ul2dlZaWmpiYkJKCFrKysJHC4ubkZ7DyEaeQ1AAYRwArpRvwmEtedO3dCzELIhVhyaGiIax1/L7kg+/fvJ0WG/RIyA5piECF1dXUIv0hbwkZZVFSUlZXFGykpKYmKqVAokEkwE0hMTASqwFh5Kp8QfRiqsszMTDAfUVFR4eHh1FYkruzQ+VTr6+szMzPXrFkjvFF/2LRyppLY0GY9/fTTDIVUVVV1dHTU1dUxsCxcuPD555+fM2fOPe/MRx55BL2BQBKZMWOGhYUFOYM1NTWZmZnx8fGAn52dndl2SqVSVkNKpRLtHQaT4uLilJQUGnnmJNglhAsKSB1yzEBMXL169dNPP7169er4+PiRI0fYTwLHamxs5L4CND0jIyMhISE8PJxICCi3MTExaWlpFD5+GOrq6jIyMkJDQ1NSUnJzc4FU8ZPGTxGeY+wk2FhormldBTFlQEBAdHQ0t5OSkpKUlBSlUpmenh4YGCiRSGxtbQlDWr58OfFLzz777NQyOtVEp/JvKwSEb9b//doqHFtbW6VSGRoa2tbWVlhYCI4P4QtNKzf9pUuXBgYG5uXl2djYrFmzhjDUTZs2rVixQk1NjahXBFWCUwABwFSooEAGEFKvGaoyQn3jjTe0tLQIXPH09BSLxWZmZvTCK1asEGJa+B9pYF9//XXIWFu2bJFIJNTWkJAQHx8fJycnoL9OTk6urq4orhgRNDU1wZ+HmXLjxo3bt2+fO3eOJTutHFtvblLCxCo5OZmcagz7GRkZNTU1QKcyMjKY4dIC79mzh0o6MjKyZ88edJGlpaXofthx9fb2EgTL9hk7FmoeZE/Hjh2DPtfZ2Ynplhy6urq6vLw8Vl44ApC45uTkECswOjra19dXWVnJb+IWj4+Pj46OjoqKSk5OzsrKyszMpIGiB09JSYmNjSVyuaamBmUYqnsw+3jMKisr8/LyqFZCqHhRURFNK859TKIpKSkbNmzgXfT3CiuHvvWHjvWHvjuPPPLI1Jupyvff51NLM7+YM2eOQqEYGRlhXwR5NjMzMzg4mB2Xu7u7RCIJCwtjd6dUKnleMn1WKpWxsbHs04l3ZKVJ1PbY2Bio1tOnT8OsOXv27OjoKP0sqSrcgZDl7d+/n9wKen8eWjh02B3xFyUnJ2MOhAzAwykuLk4mk3l7e0dHR9MZIKEjIRwUZEZGRkREhK+vb0hICI5Y7LD0AQS4MuSNiooKCgqSyWQMAVatWiXECwqkK5Upsbsq37fS/SRIgelVW+3s7BQKRVxc3P79+5VKJbGa2traxLVCYOHy7ujoWFJSEhISYmRk5OjoSJFdu3YtWlecAsIoQPC/Ul6prZRUulcBbr1q1Soem7AIDAwMXF1dAar6+fkZGRmtWrVq0aJFQnALAlg4AxTlFStWODk5CQmjEonEzMxMW1tbV1d38+bN77zzjoaGhpmZmUQiYabW3t5+48YNXFITExMTExNXrly5fPkyCYxcRYlF4g1DckZhYWFycnJcXFxiYiIOGWz7HIQ+JAvQbJL1MjY21tDQQOeYnJycmpqKvhU5JLlyRG4cPXr08OHDTANQtsKXY1F26NAh/nxrayuBXcjXa2tryUFJSUnh4rl//36WLcXFxdnZ2TwnyCCQy+X08oxK8vLy0tPTAQyWlJTEx8eTZkibho01IyOjqKiIzrqtrQ3sU35+fkpKCl1wYWEhVBdmf3TiVVVVCoVCS0uLFRMarB/98RMGAsLsVVAH3nMVFd7kwu/zzp9aGvhPOjo66OFYSfENjY6OFobyHh4ebm5uwcHBrJWys7MVCgXy3oqKioyMjOTk5PT0dPA0BKQfPHgQxC2CJ2SnpFr19vY2NTXR3mLbo6/cs2dPRUUFH6S6ulrw/hcWFiYkJDBXpZFE8E99Ly4u3rNnT0dHB1I59KfJycnx8fH5+flNTU2ClDgoKMjDw4MATaQUPj4+SUlJKPDIg+E75evryzAXM6tEIrG2thY8HcJ3Z2pwyz04wZ9qLDAtaqvw5Hd0dOTu09nZGRERAR1DW1tbuOMzIV26dKmZmVlZWZlSqRSJRJ6enmZmZkhKsRiwthK0VhRKIe2KeiowsxFRLVy4cOnSpW+//ba6urq6ujruVVVVVWtra+JJWFlu3rx54cKFBGLPmzfvhRdeePHFF4nIZlaro6MTFRUFQVUul9va2oJGhHn45ptvamhoODo6JiUlFRUVNTU1TUxM3Lx5c3x8fHBwcGJiAunMsWPHiI0TUuypqkQQFxYW5ufnKxSKqKioiIgIkC60ovX19VhdaVJwnTc3N7e2tjLApVtRKBQxMTHx8fFFRUWI8AG74Bk/fvw4aIJLly4RbEc+HTM+KJ/kjB48eJBxAVAC3n4gWijoqOIZwmIiqK6uzsjIiI2NBZKUnJyMw7WwsJB3PgEkdEBcURnJMaCMj48nZxRWKfQARti0q3TfvG6AaaqrqxMTE9evX8+76B+/M2d8F3IneGGn6tWntk7Ch7pnjDB1kf3oo4/KZDIGNVxTiouLk5KSXF1dXV1daQPNzc0tLCw8PT2ZqKalpWVmZhJfxgwhPT0d8k53dzfz7qKiopKSEjaiiD3a2tp4zQ8cOEBMAMri0tJSKMDV1dXp6ekMVTBoDQwMdHR0cGNIT08HG0Z/GhISwoCF9Fb00UlJSf7+/lKpNC4uLiwsLDExkVceIIC1tbWWlpaurq6pqSmYG+JYUOMy7sjIyOChEhoaGhgYaGdnh41NW1v7V7/6lVAHhOeZ8AhEHqDy/TvH/V3Wf++4uroiRW5ubpZIJPSt6urqrJIQ+TPo3Lx5c1ZWFhpmOkrCXTZv3rxu3bq3335byGVhGiD8WgCwCn0rrIDly5czc1BXVxdWZ5Rae3t7NKqBgYEmJiZLly596aWXXn755QULFvALRkWLFi1atmyZkZFRbGxsVlYWnxhKAwa+mzZt2rZtW1BQUF5eHrupI0eO3LhxA2I8kW3nz58fHR3F0kqBQH+KEzQpKUm4RNMecvMStPQYdRCid3Z2sjtm+dDR0UH0S2FhIUsD1JQUNXSUEJThScM2Hh0dfffddycmJkAUMrgYHR0li6698wAAIABJREFU+aOxsZE9GEIF1KlIEXbv3o3BgWkG22G2yfSttD+MXFNTU9Guskfeu3dvSUkJjW1ycnJmZmZubi4zkJiYGGRkaM54eyNH4/EggLHLy8vLy8tzcnLq6uoiIyNfeeWVqbJzlb8vkJw6db0HCzJjCnxAOIS9T/0Ff+yBBx545ZVX6P5QXBUWFsbExIjFYicnJx8fn8jISE9PTxJ/7ezsgoKCYmJiYmJiiouLsZ+ShMajkXF5VVUVd/OkpKSMjIy6ujq0pTBTWITW1dVlZ2ezoQoLC8vJyenq6kKnhYyPbzo7MeQrVN7o6Ojo6Gj2bCEhIYwpkFE3NzeHhYU5OzuTgQajFgIZ4BVnZ2cdHZ2tW7fa2dk5OzvjUiUVDZ9hbGyswHsjkUEkEolEIltb26k7q3t8Afd8y6Z+j/79ajONauuMGTNEIlFhYSHQEHd3d0NDQzKyoKkSEbhkyZL58+e/9dZbMTExQJTDwsLMzMzAYmloaCDMoktFgyUssijQLKwgW3Odf/311wV1wcaNG0lg1dDQYC2mqalpZ2fn5ubm7u5ub2+vrq4OWIBhK64tPtqSJUs0NTWZz4IB3bx5M4Z0CwuLgICArKysxsZG3g91dXXj4+Nff/316OgoQkXGAvv370cnyDqVi2RaWhqDMFKp5XK5XC4vKCigH2Qoyb6I/TI9IJ7RjIwMfAoIS4FjKpVKej3kjfjWSbjr7OwcGRkhFIB4ggMHDjBvPXXq1NjYGNOJwsLC6OjonJwciKWC9ouY69raWtRC0Aaov5TjoqIixKpwj0hgBSDA+5+BIDABViiU0czMTHbKKHmrqqooEBh/2b8xEkGqxZq7sbHRy8sLtOA9Gql//ieTy/5UbexUy+zUPyD8LyoqKkZGRklJSUDzAgICbGxsTE1NqT4+Pj5+fn4kcZmbmzs5ObFKioiIKCgogELNl4ZGFUUaCmVeBJQVfX19Q0NDyKV5KickJJiZmTEr8/DwQNHIk5XNPuoxLF64yFJTU7mns0mLiIiAPW9tbS0Wi/Py8nbv3o3iRZAWMLIg16e2tjYgIMDS0pLgBnJZQPEmJyfjfAVYbGJioqenZ2Ji4unp6eHhYWdnt3jx4ocffnjqi6by/fS8n1AYcM+ZRrV1zpw5cXFxZWVlCESsra1BnGzYsIF+EzYK2tJFixb5+vryLkpJSXFwcICwKaCyQbiiwWKFxUDgHq7Vq6+++uabb5LVwS80NTUJQCYlCXGCsbGxh4cHz1tHR0fCBNXV1bW1tTds2AAmBuuBjo4On4mBgQGZiV5eXoGBgbCT6c6KioqCgoKKioogFkOWa29v7+rqIia6rq6OhRJpjIh+uMjTt6IQ4EZWU1MDcwg9E3ATRit0DampqcjR8/PzsTnRqPJOKy8v3717d0dHB3avlpYWOlaGA/v370cxiv+dTwmaQUxMjJ+fX1RUVFFRUU9PDzFK7e3tAFkYrdbX1/N1UY5hEubn57O3ycjIAAPKhZGBI6KxhoaG0tJS/hPFlBtuQ0NDS0tLa2trZ2cnOz3B+bp3796ampqMjAy0aPX19QC5Gxoa1q1bN+M7R9aPwur/mXNPA/UP/lVodW1sbCg0AQEBKF64NVtbW2/fvp2gw+3btzs4OHh5ebGvj4uLk8vlRN5iJeALgYnF4h4BKePRlpYWkNXoo3NzcwMDA7Es4lrU09Pbvn07P3iMtjGnKJVKlMIymczLy8vT05OeICgoKDIy0sfHx9LSEpyCr69vVVWVl5eXs7NzbW1tcXExu1Oe+khcAwMD4StGRkZGRUW5ubnZ2Ng4OTmJxWI8FyKRyNnZ2crKyszMzNDQ0NHRcevWrc8//zzj6RnfdwQI02qVn8J/9ffONKqtCxcuZFnR3Nycm5trYWFhbGxsbGy8fv166FYAA7nvv/rqqzY2NpDocnJyvL29LSwsTExM+F9oGFVVVfHCCjpWpKnMPYVZwfr163V0dAiGwd1obm5uZmZmYmJi9N1xcHAAUpWdnY1dRCKRBAcHBwcHu7i4gKED9EmUQEBAQGRkJEpGbCcymSwwMDAwMDAgIGD79u3e3t69vb03btw4d+4cTCPuuWVlZe3t7diZ4JhgHFQqlWRQ0yeygUX+yT4HS2haWhp9h1wu5zcFwxLtLbsU4V9xAZWVlTU2Nh44cGBycvLmzZuTk5OdnZ3IV1taWug9ITEzzCXEGyliUlISia1jY2NXrlzp6+tjsMiWGWUlJZUJbENDQ1pammAQoM4iG4iMjGRDQkNUXFxMwSVpkSGAEMtMfBZaHxR7dXV15IUwgtyxYwfL7uLi4rVr1069df5sP9L6+vpxcXEBAQFQX01MTExNTW1tbUFMkAFjZWXl4OAQFBSUmJhIQLdCoSCHhiv57t27aVfh2NbV1aEhBaXI/SYnJ8fPz8/GxgafLkg2EBxqamobNmxwcnJixp2UlISsLTo6Oi0traioKCIiwtvbm1lqcHBwQEAA+TcymczJyUlDQwPV+fz58x9//PHw8PCioqLc3FxmO35+foWFhampqa6urkTbEs5obm6+detWHR0deAvu7u4gVyA3WllZ2draLl26VOA98osfbVHv19Z/6/DyrV27Nj09PTc3t62tLTs7m3uNgYHBunXrVq1atX79erbthoaG5KRaWlrGxcUVFRUVFhZCk+KpaGpqam5ubmVlZW5uDhdu06ZNxMFyPefKr6urS900NjY2NTUlwpq0mG3btlGg+esouIGBgdCYcF7L5XI4gZGRkcL8C6YvWpOKigqe8BKJxNPTk3g+yLOOjo51dXUkyLMogBxIoBBb+7179xYWFgrbf+iWgKJxWBHajqIzPz+fdgZpemRkJIQ6RgEMYSk90E4LCwtZ4BJyB8iKNdrw8HBXVxd/HnsCofPki/BXY/9HTZWbm0vhq62tJT4LOgHkLYDWGHnBIVZUVHBPDA4OTktL48WMjo6G0JGbm7tjxw6QAri2srOz+X9JiuXRwoaKeTQWI1T9DQ0Nhw4dGhsbGxgYICoGi/DGjRsRCfwkush/5iPM+C6UOzAw0NfX19jYGAuMra2tl5cXsjxbW1twMJaWlt7e3uHh4XK5XCqVpqWl7d+/n6c4kePknWC+qKioYNWJYEupVMbHx/v4+Ojq6grpwjQK6urqGhoamzdvXr9+vZGRkVQqBV+JqgThWmRkZGBgIFltAQEBISEhCE4jIyPj4uKCg4PNzc2DgoIyMjKefPLJGTNmeHt7p6enoxPw9vZevHgxKjHACw4ODt7e3sjSt2zZArqI2x7rO3t7ezs7O3DGzz333IwZMx555JGpo9V/7dX+1860qK0cEoyzsrLwkNjY2BgaGiJuJcyV5FQNDQ0eidu2bZPJZAjOCwoKYmJifH197e3tjY2NLS0tnZycyJd3dHTEBYARwNraetuUQ0SHqakpwhEkX5s2bVJVVRWAhIAN9fT0xGIxlqHk5OSoqCj83UgRsaKi94bMlpOTQyAzSVl2dnbm5ua8i/Ly8k6fPn3+/Pm2tjYIKfX19RD8AKkIDSN+ql27dgnJVMjvScauqKgQcKgEB0AJOHDggGAToK5RiYS10t69e1l2YZcCV8jyfe/evQhI+/r6Dh8+TErzkSNHsCfSGKLkZ1ALjRRfTU5ODtuwvr4+AHrEJQA9gBVCKx0ZGcmqhIwWQL1yuRyZUVpaWkJCgqDNYjE1FSZAVSWoma+uvLwcSgN6T4GNX1lZqVAoli9fLtzT/4WfzB/e/f/xcED452OPPcbI0traWltbe9u2bQwfPTw8TE1NGWFpamqamJiYmJi4urr6+/v7+Pikp6fX1NQoFAoolDExMaSLl5WV5eTkVFdXd3R05OXlIUql1SUFWVVVdd26devWrdu0aRPvGtK9Nm3aZGFh4evrCwUpPj6e9T1aVF9fXz8/P27xrq6uoaGhLLWioqIwFNA0LFu2bO3atXS1rq6uIpFo06ZNc+fODQ0NlclkcMLs7e0hMBBCrq+vb2hoSFMM+p3nipubm7q6OgEQjzzyCN8Uocj+gxf/pz3TqLba29ujdmxpacnKyvLx8bG2ttbR0QFMtWbNGsocjoB169bp6Oi4u7vjy25qakJOHxERIZFInJychHmWvb09/S/EeGSwaGAFLcGqVav4zRUrVmDTeu21115++eWXXnpp/vz5AhJbVVWVAZa1tbWwKOBHMDIyMjQ0lHdOWFiYVCqFMSHEqOnq6m7bti0sLKygoKCnp4doVQQAoAPw7xNcSj7g0aNHBwcH+/v7Dx06NDAwgFZ/YGDg2Hfn6HcHb9WxY8euX79+586dzz///LPPPvvss8+uXbt26dIlAMnDw8PE1XHjxrtJ58suq7+/HxHY+fPnT58+jdqcUSl6fiynLN9R8tfW1jLGJeYoKSmppqaGMJixsTF4CPyTIIPKykr2G/iyUAUBTOKjMW5mBpKXl0cIAlJ5BvE8XVA+4B8DswABZ2BgYHJy8tSpU/v372e8WFlZmZCQMH/+fJWfcRogCLlUVFTU1NRguwDu4efE1tZWR0cHtq+BgYGxsfHWrVsJkvHx8SkqKqqqqmLqAiMV5S8mYLKqwsLCvLy8fH19o6OjGeaSgIAAkdQ4Ao9VVVUxLrq5uYWGhiJ9Q7CVmZkZGhrq5+fn7OxsYWGhp6dnZGTk4eEhk8lAUvn5+TEWDwsLc3Jy8vX15c8HBwc7Ojq+8sorf/7zn8PCwiIiImDd2tvb00Ygw9LW1tbX16e2CjQ4KysrLS2tZ555ZqoFQNBjCC/gPYKB/8SZRrXVzc0NZH1TU1NaWlpQUJCnpyfxroBaXn/9ddb6QFLeeOONjRs3enh4ZGdnkyQBVr2srCwxMdHb29vS0lJLS4syiqUKKSu7LFb8gnZK8CaQj43i9Y033uA+xWiC6dXGjRspry4uLmx7GSTRETOrFfIpra2t7ezsGKjBJ25tbT1+/PiFCxdQ5nOHBTN69uzZDz744MKFC+Pj4wTMEQqPawuAcUdHB44AMKnvvvsu8csXLlygogFAYgCKzfz69etXrlwhMJl0gKkN6cGDBwcHB0+cOHHy5Emi5A8dOtTR0YGqHBU6b2CFQsH+nXAnflFcXMxsBL61XC4H/Lxnzx5aeMYC4GaKiorY1SAjw/4PYwGxUXl5OZIsqglgUOybsOxY95WUlOzbt29iYmJoaIg+Nzk5uaKiYmhoiGjx9vb2/Px8GmF/f//f/va3Kt/dOv9ze+epRyivTz/9tLGxsVKpVCgUfn5+LHbs7e15PDs7OzOCtLGxEYlE/v7+NOxyuRw7P27gpKSk3NxcoIJ1dXUoUlNSUsjv8/X1ZbsAt5sugQh3ftPAwMDR0dHFxQV2YlhYWGlpKUEVycnJPj4+wqJCW1vb2NiYthRke35+fnx8vLu7O/d6b29vqVQaFBSkoaExa9asWbNmaWtr+/r6mpqabtmyxcjIyNramgQXuhny4gwNDTdu3Lh69er58+c/9dRTCAOmxj08/PDDP8/3ZeqZLrX1wQcfpLYWFBTs2LGDOCnCBdTU1NauXUvkH4lVf/3rX0kDXLBggZqamrOzc15eHvVi37593ECzs7M9PT23bNmyatUqFAL4r4SqunDhQiSuoAAwbqmpqdGZGhgYoIyRSqVYxVxdXXV1ddF4bdq0iQRQW1tbT09PX19fDw8PZ2dne3t79gnu7u6ss2JjY6OiotLS0mD1Hzp0aHBw8IMPPrh8+TKRJ+fPn798+fL7779/4cIF9KRIaphXogCvra0lk2pwcPD06dOXLl26evUqVfjatWtffvnl559/Pjo6Sjosk1A0oTt27ECchDpyYGDg1KlTJF8hUTh//vyxY8dAyo+Pj4+Pj/f19UE5osdk7gkPRTChCgPcsrIySBwKhYJddnx8fGVlZVtbG5NfhGLl5eVMG3jskZJNCwzrnrkwllAB1QoHpLe398KFC2fOnCFAYXJycmBgoLm5mejZrq6urKysmJiY1NTUpqamI0eO0O8DqIyMjMzIyDAyMhKgfz8Vno5zz4eaqpydMWPGrFmzZs+ePWPGjCeffNLIyIitgJeXF+XV399fIpH4+PjQ09EMymSyxMREkUjk4uKiUCiIVuSK0Nraitq/vLwcagy7vtjY2O3bt69Zs+btt9/etGkTvSo+GmZoBgYGDg4O7Oitra2pmGlpac3NzXBt4uLimL+ZmpoiZti2bZuVlZW9vb1UKs3MzAwPD3d1dWXgRiyxhobGU089xRf7m9/8xsTExNbWFtCtrq6usbGxsK+zt7ffunXrCy+8gFd4agGdOXPmzJkzp8qtfuYzXWrrjBkzHBwcEDM2NDRkZ2eHhoba2dmtX79+xYoVhL698847gpF/3rx5pAFi6t+yZUtubi7XTwgjHR0dDQ0Nubm5Pj4+mpqamP0RDKAcIClAQ0NDCEECIODv7x8REYFuhrJYUlKSkZEhVOqlS5euWrVq48aNmpqaRkZGXLWYOmHHRk6AlSg2NrasrGxsbOzmzZsnTpygsOIXgIB5+fLliYkJgFWgiYCoEg8Hcaq3txcB//DwMOF9RApi5bp69SrL/e7ubmTzyABI0+ro6BDa0rGxMeAsR44cGR4ePnny5MmTJ0nv6OnpEbrChoYGEgegExCqTCYV8auoqaBcs8pgoQ9Iia0LeTxA9amhbPYxcWKmhJXV2dkJsyo1NRXpGJMKIrK7urrOnj177ty5/v7+gYEBnAs7d+7EkltbW0uxzsvL27VrF+QEPjGGwpGRkcuWLRMMqSrfN//85w55eTNmzECf8MwzzyQmJsbFxYFIFwLVQZZERUV5eXmxShWLxRYWFjY2NiCsFAoFwTyHDh3auXMnD7DAwEA3NzdPT09bW1tiEehYN27cyGQAH42WlpahoSEyfmBGtra2TADCw8PT09NtbW3j4+Orq6vj4+Mphdy9jIyMWEKIRCIiGHx8fCBYSyQSGxubuXPn8mXyYr755psuLi7c983MzKysrBAGmJubr1ixYs6cOVNNxv9TlfSHZ1rUViYvzs7O7IWprb6+voaGhu+8887y5cvfeecddv0rVqx49dVXGYPSgS5YsODll19evXq1UqksLCxMS0vbuXMn1ae9vf3AgQP79u1jbO/q6qqnp0doFamrrO/9/PxYNwUEBISFhQUHB/OTIZVKEfERPykWix0cHOzs7Mjn4PnPdhtJIIoWtueZmZmoEXt6ei5fvvzVV19dvXr1+PHj77333s2bN9Hkk81XUVGhVCojIyPpUxioAb5Eng2hFecVdZbeHEigME7t7+/Hdw+ERVh/DQ4OXrly5dq1a4xc4cOyUu/u7uZN29fXBwYUVktNTQ1tcldXFysyWFYdHR0URCAyuHqUSmVERAR8Lz8/P4lEkp2djbGK7RbDWRJZIKcwASCzC7NsaWlpWlpafHy8UqkkJwpDMPME4gOQ1tJW82qQGh0XFxcVFSWY8QFr1dXVUfeXLVsmLEkEV9XPUFsFtgB/0W9/+1uRSCQWi7EPmJmZubu7025D+HdyckKvIqC4wcWSOE3EA0EpDg4OmzdvJoqNZS/CAA0NDXV1dTZXGhoa9KFs0vz8/FDsc83y9PSUyWTJyclr1qx57bXXkpOTm5qaUlJSQkJCPDw8GLwSyyoWi62srFavXq2lpQUk29fXd+vWrULTSm2dPXs2bKPt27f7+PjY2dmpqqr+6U9/mj179tSq+vM81f75My1qK8fFxQVZyY4dO7Kzs11cXDQ1NUmofvPNN+kx169f//rrr8+bN4+xKU3rSy+9tHz5crlczj0URiTBU21tbcReIq7Oy8uD+xsQEIAMSCKRAJMPDQ1Fmufu7k7qKuJ83vZA4VCrsEjF284mF9goNZG4kaamJghsWAC4ze3bt2///v24znJzc4UPyMUwPj4+Ozsb5Q1xGrDmqqqq6EARYIGqKy4u3rlzZ29v79jY2Pj4+KFDhyorK5mKBgYGQsUPCQkJDg4uLS2FXkiLitigtbUVnzjlUkB0w6ADuEVALDSsoaGh48ePDw8PDwwM9Pf3d3R0gFXNysqSy+Xh4eGsXCQSiZubW2JiIkYsIrBYTNFFCqempoZ0bnBWFFbsFSjP2Iyj30JEQXyIAIXJyMgggyQ6Opp9Jo7SwMDAzMzMXbt2ET742GOPqUx5V/89MPZPfqb+dSoqKnPmzDEzM0OyYmVlZWhoaGtry5IqLi6OyG4HBwdmSlZWVk5OTpGRkS0tLXy7GZVkZmb6+/uDOjQwMEDKio5QV1cXwzf6QtK8+ZiYCRmA6uvrk0eNCcXIyOgPf/iDu7s7l4mkpCTBRwDZ3cXFZdmyZTNnznz00UfBa6xbt+6ll16aPXv2PV8vf2bu3Lkvvvjic889x8vOmRpR/h99zf+7ZxrVVjc3t4KCgoSEBN63dnZ2BMGTSr1ixQp1dXUtLS1VVdVly5YRFyhAVNevXy+Xy4m5z83NxVmPTGf//v3j4+MXL168ePHiyZMn9+zZk56eDuLM29vb0dHRwsKCWHmJREIrGh8fz8W8vr4e+QH6f/a2crkc/RPyqcbGxra2NqCou3btQpCP4AkDKDQjtjqFhYUMLlHIIqPB7EgOUnZ2NqU8LS0tPz8frUxRUVFRUVF2dnZpaSlRgEj9z5w5MzIywuqf/jEgIICZHc5XsCbYIskHBPlBlezs7IRr1fLdaWtrQzVFpCg9Ml8dqnXQSvyN6enpbFRA04eHh8tksoCAgISEhOHh4dOnT7PmQkKA/wpkV1ZWVkVFRWtrKx+8rKwsISEB3qDwdEGehXG2oKCgoaGhp6eHQfDAwEBLS4tgbM3Pz0fElpmZiUoEeeySJUvuaZQEUMBPO3X90TNjylFRUfmv//ovbW1tNzc3JycnVp0ikSgmJiY4ONjV1dXNzU0kEglFUEtLy8rKKiMj4+jRo/39/SUlJbyAcXFxtra2W7ZsMTU1dXJycnNzMzc3pyFFzoWalQ2Sk5MThC0PDw8PDw9DQ0NNTU0rKytCBIKCghwcHFavXv373/9eT0+PXFVfX19MN1u2bFFXV1dTU5s/f74AuHn44Ydnzpz52GOP3dP732OpmvoK3MOv+qVV2GlUWx0dHcnnQMpnY2Ozfv16KunixYtXrlyJ+J+V6MqVK9XU1Fjum5iY+Pv7A9bjogqZFOt6fX19X1/f8ePHT548OT4+3tPTw7ZaKpX6+Ph4eXm5u7u7u7uHhITI5XKFQqFQKPLy8ogkamtrq62tTU9Pj42NTUhISEhISExMLCsrg8vHNpxDujXNMgHIlF04gcj+KyoqqOk5OTl4aSIiIhDoIJDgRp+Xl0etQUJLxQ8KCgoNDU1ISKirqwOb3dvbe+7cufHx8V27dmEVQwqOVwcSXW9vb29vL0wAqj9Q+vfff//8+fPDw8OdnZ379u0jjIA6u3//fkgxLNBaW1vxmBKvVFRURO/MLDsjI4OWMywsLCYmJjY2FtZfd3f3xYsX9+3bB6sUCzyEJzYzyGnxbpWVlfGyM2nNzMwEwgTCrrCwED/70NAQtWZgYIAdd3d3d19fH5DW3bt3FxUVhYeHi0Si5ORkOzu7//qv/3rgu3NPSf3Z+laV75K6H3zwQcCYbm5uDg4O1tbWeJPs7e1tbW3Zy9vb22/btg3pkre3d1lZGdLdpKSkkJCQ6Ohof39/IyMjfX19a2trZ2dnpE5btmyhIdXS0oKWYm5u7uzs7OzsbGNjI2CGLC0tLS0tg4KCuNS/8sorTzzxBCTvP/7xj2vXroWfSYACTagwS5k5c+YPxadTu9Ef1tZ74gKnQq1+fj3A3zvTqLaamZkR1AGYzt7eHmUrGv533nmHKw9zJeR7MP3IoEa1Q4tXWlqKwbyysrKsrAyOCaEadXV1pEvGxcWBPqHF49qF+pJWCIGRXC4noC0hISE9Pb2xsbG/vx9pFDlUIKBocqGN1NbWAt6n58KFydiX6zOKnMTExMjISAKT4e+Ba8PkCsA0ODiYBQLFKyoqKjc3l9aV0KTR0dGurq7U1FSGG4GBgXD5mLoKrtO9e/fiBD927NilS5cuXrx48+bNa9eugbsG60c9JU+7srIyKysrPz+/oqKCzZUgLGU0AWM7MzMTnAqJVVFRUSBlGxsbjx8/3tPTA9EO0xTWfuGz2rFjB9d/CIEYAZhuw/nG+4C5YNeuXUePHsUKfPDgQT4l4IcM1qHZh4SEeHp6JiYm6urqog146KGHINTdk738H62tQlWl7sAh/fWvf7106VJ8ShKJxMPDY/v27WzSmQaYm5vr6upqamqKRCI8zQRYMadyd3e3trbW09MTnIc4BnV1dcFfGBgYWFlZubq6Ojs7W1tb08laWVn5+/uzNwsNDfXx8VFTU8NhpaKiQiv64IMPzpw5k1//8EsQXjf+mPBKTgXTTOWqPPTQQ/zJvwcEuN+3/qyHl1tHRwcvU2lpaU1NjZubm6amJs0p8YKqqqpqamqsQTds2LB48eKFCxfa2dklJSVFR0cjYWGJRHGEaAfbrbi4GCam0H8JN3cWLJQJlmkUAoazgYGBCQkJ5B319/fzfj506BAuTAFLKqz12fMgnYG1QQQ8jBIGygkJCQqFAhwREneusdHR0b6+vv7+/tR9vi461ujoaGa7eEz37NlDh97S0tLZ2Uk2cmxsbFhYGLCM2NhYuK74r0CIlpeX9/T0DA4ODgwMjI+PI6RlTc/qDHcTkxClUkmMVW1tLf04xjOqNj07rgFAB+AFoqKi5HJ5dXU1c1tmGiRCE3ktBNPW19ezCkN7sGfPHrir4O+qqqo6OjoIDC8uLm5ubh4cHBwZGTl9+vTw8DBzCYHk3dvbq1AoMBFBtHv77beF0arQsc74DrT8M8wEVKYAR4Qy9PDDD8+ePfvZZ59VU1MDfBUREQHvDWEpEtGUlBQyCrdt2+bl5SUWix0dHU1MTPT19U1MTOht9fX1+VeoF8bGxhYWFs7OzmKx2N6eTkYsAAAgAElEQVTenpmsvr6+SCTim+Lu7r5169bFixdTSsAh3nNnnzlzpvCbgl5q6gs4lV3Ln/x7gv8fVVb9cjpWzrSorRxNTU1oT9nZ2TU1NUFBQbq6uvSn6P+JZlm9ejWuvmXLlqmqqoaEhCQmJoaEhLCvB+2RlZWVlZUFEZ3kj5SUFMw/pINQW5EWgS8RAnzQ9KSmpkKeLi0tJUR6cHCwp6eHNCqSObj4EwQA8YQ2Ge03oW8Y9qurq3Fqx8fHJyQkREZGAhuElMFVkSh2NlGxsbFEwzOsTElJSU5OTklJIRET9Cq5UmQHdHV17dq1S+ASFRQUAJyura1lW8VaH+OpUJgOHz4MSpkqT3As0oXi4mKWTvC2oaLwTKqsrGxoaKBbbGxsFDIBeWbADMzLy6NdZZeVmZlJCl59fT0phzyHWOWDWN25c+fOnTurq6shzvCMBP9KfglZs6Ojo2fOnCE4lpZ8aGiosrLSyspKJBKxWHdzc5szZ46KisqsWbPu4a4KteM/XVuFqip0iFMry4MPPvjUU0+99dZbdnZ2gYGBHh4elpaWbm5ujo6OXl5esGxoTsVisZeXl7W1NU4nYK8aGhoUVoz5CA9MTEzwIEDa3LJly7Zt23x8fEQikYWFxdy5c2fNmjX1mj/1wi48hKb+QmUKiJaX7h7u3z0v49Q9IYOFH+1efzkVdnrVVpbyCoWiqqoqMTGRNAEhRIDIACL/4Fhv27YNfDKgqaCgIPw52dnZ+FsqKiqY3hL7wTKaJWlKSopCoUhPTxdSQ+h9wsLC6NeKi4v37ds3NjZ29OjRqqqq+Pj4iIiI6OhopooA86mwtJ8w8IHk0+5hASBwDb0XC7HIyEhMRykpKaQGsXD38/NDLcD8kQ4xOzubHRqftre3t5aWlrW1NRCphIQERgpFRUUJCQm5ubm7d+8GqgLogAEF0i4UphQ4prH79+/nvt/a2gpVtqGhAQYVaFSyBevq6uhAcWTxLGlubiYshJAYJqpyuRyRL3ttZjUKhSI2NlYulzc2NpK9XFZWRlQqEgsKKGkuLMfwsCclJZWWlhK6R7va29t75cqVGzduHDt2rLGx8ciRI6dOnYqPjzc1NQ0JCaF5f/PNN6fyraeWgBk/iy9rxg+O0PdN/dsfeOCBJ554Yt26dQQDs4RMT0+PiIhgPuDq6hocHIyO1dzc3NjYmOWVlpaWvr4+EisLCwvmrVu2bNHT0xMKq76+PsSMlStXTt3a3/NJUgSFX0+NULxnQv3AlPNPPpx+Odf/Hz3TorbyPXj77bexmqAVzc3N9fT0fPvtt9944w1irN58802SV2AD6unp+fn5JSUlxcbGhoSEAPeNjo7mourj4xMWFkYgJWGTSqWSysjWBbx0RkYGidbCKJDY9L6+vqNHj0JWBRoUGhoaERERERHB3Tw2NjY5ORkBQEVFBYIk2jRK0u7duyEQR0dHSyQSLy8vLy8viUQSHh6OlzQzMzMkJATuUXl5eUxMDCoFxgLJyck01/n5+VKp1MvLy9XVddu2bVBlTU1NQ0NDBfwgGzCpVOrv75+ZmYn4jEQpOk3cWaTGtre3Hzx4kPWUEBiDy4DdHQfPpYDc5stsampC31pSUlJbWys4DgQOHhs/AvVgg/GcA/K0Z88emLA03XzhkBKZVqOdkMlk6enpBBOUlJS0t7cPDQ2dOHECI++dO3e+/PJLeF2Tk5MNDQ0ikcjNzS0qKiosLGzr1q1PP/30PT9dU9/kP8Mb/oe1Vfgc7rlEq6ioIF1ic+Dq6sqT28vLSyQSMeXA2mRubs7Pj4uLC6swWNRGRkaamproroR/Ghsb0+q+/vrrP9RL/fBT/Xu//uG//gwt/892pkVt5fz1r3/Nz88vKioKCQmRyWSAk83Nzd9666233npr1apVb731Fr6sl1566c9//rOOjg6Se5lMRrIb7NS4uDilUhkYGCiTyaqrq1lqU/5YvMjlcmCGiC5LSkr27NnT19c3PDw8Ojo6Ojra399PVFFaWlpKSgosotjYWCKb0BWRLwTIknEnwSTFxcXczUGxMQP18vJycHBwcHBwc3NDpUQoC7d7niju7u5GRkZbt241Njb28vICgcGTQCQSoTmHr6ihoaGrq0s2Bv1OVlZWfX19UVFRamoqTClCq1pbW7GKnjx58t133+3v7+/q6mJwyRiB6XNubi6mfoLq8Augoi0qKqL3J5KetpeJdnV1dW9vL0CZQ4cONTc3k6iKpoIvDakZct3k5OTm5uahoaGdO3eSkp2Xl8cH5G/BQQuriRhwIIE4IFDRXbt27cqVK2NjYwcOHOjv7x8dHfX19V29erWpqamDg8OWLVteeOGFe5bUv7Rzz2Vc5btB58yZM2fPnv2Xv/xFXV3dysqKn2dXV1cLCwtDQ0N7e/uQkBAuXkFBQQxhcfHjwsI+YG5ujr1KW1v7xRdfnLqeuudvv3+mS22dMWPGo48+GhkZmZubKxaLUSYlJSWRFaGpqQlPACDA8uXLlyxZsnXr1uDgYBT4YrEY34iXlxdNX05ODlBnhEREgEBQRopPL8akj3U/oSMNDQ3ctfEawflnfS+YMnkGkInCZVYIR+G2K2D0QkNDfX19gXXSaHh7e/PppaSkCMVaKpVaWVmZmpqCzfbz83N0dMQeA80LWKKtra2tra2ZmRmWbXt7eycnJxcXF5lMhrAJMQATz127dr377ruAC06dOnX69Olz585duHDh9OnTUAsYAuzatau8vJxJNEZ1mvdDhw719vYyUaGwNjc3E5BHCe7s7CS1EJsp+y4u9WxpAOKR3YTqgHyt6upq1l/Z2dnoMXiOksRHaI1Q6Blk9/f3X79+/caNGyMjI/39/agUsPOGhYUtXrz4+eef//3vf//rX/9aoCxPHSmq/Cy6q//vEYrp1MGlMC4QPj1kpHPmzHn22Wc1NDTwyDo6Om7evJllg56enrOzs1Qq9fPz493BQICcC11d3fnz5z/xxBM/zEr5e7++p0X9z78Sv4gzXWorRyqVQheEICkWi6VSqVgsNjMz09DQgFO1ZcsWV1dXT0/PwMDAiIgIf39/sVhMunpQUBDtXmhoKINLkB979+7t6upqbGwsLCxkkMd7u6CggJqL958M0erqanz9qDKRHNTW1rLCpl4Q2InrnxUQF+eMjAy5XA4lhC2Eu7s7ChuIRzSbSqWyoKAgJSUlLCxMIpH4+/uLRCI7OztXV1cE5PgO0UUI5Avows7OzvCT0OVIJJLo6Gj4JlFRUfjEm5ubu7u7T5w48f7774+Nje3Zs4f0l/b29vHxcWBXo6Ojx44d6+/v7+vrg8PQ3t6OmpWIFwKyent7+R0KK5NlILOHDx8+derUyMgIalPEUqgR6PcrKirIH+Xujy6NcFbms8BfiL3KyckRdoBKpZLgmaqqKuIVTpw48fHHH58/f55MAZ6FSBGKioosLCyAgXJmzJhBJ/jDacAvp3DwydyTC/vD3fpvfvObl19+ecmSJS+++OKjjz7K/n3mzJnPP/+8tra2SCTy9vbGoGVlZaWjo/PGG2/MnTv3ge+CFAWQwn/rC7/nD/9yXrSf9kyL2sqPwpw5c9i8Q7LAvyiRSGxtbbW1tdXV1ZG4uri4BAcHx8XF8f4MDw/39/enpPr7+5OfztqKMkd/hIdKuKqjT0LUyXUe5hOLaWooPP/S0lIhAJnhIBttgdgPJQA7f2JiIls1Hgk+Pj4+Pj4ggQEX+Pr6ymSy3NxchJxU+fj4eH9/fycnJ4FFT54SlztE5jY2Ni4uLmKxmA49JCQEQExMTExRURE5UaGhoaBhmJySiU3iFnPPmu8OCBg6zb179w4ODg4PDw8PD9OHIjU7derUxMTEyMgIYOz9+/eTqcXrQEpVR0dHf3//kSNHyIDhYUZTT7QBcO60tDSUWNRQSicWLGor6gV2Ymwm+T6CgGltbb18+fLt27fHxsaGhoagIHZ1dSmVSrFYrFAo7OzsWNcIqxhhl/VLq633rLNUvj/ZFJKjhLxYfnNqII0gwn/88ccXLFiAZmblypXz5s373e9+R696z8bpR/EoM34g9RV+/Ut70f5DZ1rUVs6KFSt6e3vr6+vd3NyAS7EDMTU1Xb169ZIlS5YuXaqvr0/qlFQqJfEiNTU1IiIiKCgIaFtgYCDjWkKAIyMjWUAlJydXVlZC2m9uboaCunv37vz8fKVSya0fgB5OIbzqZOGxtWdWi2aoqamJ1o++j/U6O7To6OiQkBAqKZ8Ajik+SdrMkpISdPjkEqalpYWFhYnFYryPMInBs8PcRJiFOYKEQURmSJ24raNC3b9/f1dXF4NLWr/KykqyrPmKCBZzdHQEYhAVFVVcXNzS0gJVa3R0FG7A6OjoyZMnR0ZGDh8+jKJgYGBgdHR0YGAA/M2+ffuIAmQ5tnfvXoSrpaWlBATQh5KxLCQyIFMj55UvJzMzs6ioqLu7GzJpdXW1UqnkO5icnAwVbHBw8NatW7du3RobGzt9+vTY2NiFCxdqamqMjIxMTU3FYvHGjRtnzZql8gNX5S+tLkz9ZO5x2QsiramEF0otYiaV74ynUwslVRiOqiCnVfm+K0zlH8qe/t4uazqcaVRbdXR0QB3DmnRycgoODo6NjfX09NTW1l65cuVbb71F6iSAS3Y4FMfw8HDu4NiTPD09/fz8qKp0c8nJySUlJbt376blRHZOmChNFnJXdEuMBRgC0vly0PMTetre3s5u/eDBg8XFxXio/Pz8IGMFBgb6+fkJMURisdjX19fT09PNzS0wMBCUIiNOFFeJiYnx8fHh4eHQW/hfCN2kQCsUCky0FRUVGBAYYtbV1XV3dx8+fHhoaGhwcLC1tbWsrIwIe2Rb8Krj4+MDAgJAgdjY2FhYWNjZ2UFihplbXV3d2NjY0dExMjJy6tQpBrJDQ0MHDx7s7u4eHBwcHx+/fPnyjRs3Ll26NDk5ee7cOQwRTLErKyubmpowFECr4eGBF4t5AqUTuRXe1ry8PEYuxMxgu8jMzExMTFQoFEx+u7u7P/jggzt37ly7du38+fMsss6fP5+dnc140cbGZuHChYL5StCx/nJ0lPece7rIe5SwKlO6TpXvi09Vvv/YwEwlFOip4wXhdfihhn9aVc9/fKZRbdXX1+/r66uqqnJzc8O0B66fLD8rKyttbW1LS0sBKiyVSuPi4lJTU7FURUREUM7ATaIbjYqKQjNYVVXV1tYGV6mlpaWxsVGhUAQHB0dERDA9kMvl7PTJWRPMl5RUNAME/B08eLC8vHzTpk1LliyRSqU48dnme3p68k8PDw+IloKvkYpmYWHh4uLi5+cHnEWhUMjlcjDyEGQI2uTxIJFIkFV5e3vLZDKACU1NTfSGlNf09HRwfPg+idFG/0B7C5Mff61YLBaJROCNQ0NDuXSjJ8Mf1dzc/O677546dYokUZrZY8eOodi/du3a3bt3v/zyy08++eSLL7745JNPJicnR0dHMaFiUYOhtXfvXgAxPT09/GZ3dzdGA8Kcsbfm5+fv2LGDxJfm5macWjg78vLympub+/v7Jycnb9++/fnnn8O9vXr1Kn9pXFwcD+BNmzZN1W8KV+xfbG3994/wBQoX/+nWcv4kZ1rUVn4s9PT0urq6Kisrqa1GRkYWFhYikQhQEDk8jBqBBNKiSqXS1NTU4uJilKRhYWH8J2LaYFahyuzp6dmzZw935+TkZHd3dxZikKjo8nAipKWlQQ7MycmBcs0FHBt7Z2dnWFjYnDlzZs6cuXbt2oSEhPb29vb2drwAISEhKK4QBuD+NjMzI5rbxsbG0dFx+/btLi4uEokEJlZGRgZ/EdmxiAfItZdIJPS84eHhubm5QqAp+x9ssigNIiIiGCP4+vrSO6NSIMNDoVDgs2KVR0seHx/P+gu9bV5eXnt7+8jICL0nDGyEuvBcoA6eOnXq7NmzZ86cuXr1KtlcH3300cWLF4eGhpjh4mfdtWvX0NAQATMNDQ1NTU2NjY2kN1dWVgoUMYa/9fX1dXV1KBAqKysJ3D5w4MDExATk2ZGREeJq3nvvvZGRkba2NoB427Ztm6pmnSb1ZcbfOf/Tn9f/sjONaquRkVF7e3tFRYW7uztOPlhqZPnBCoqJiQkNDaVwEE7JbxYUFFRWVpaWltKIxcfHI58UsCD19fUdHR28aRsaGqRSKZNNcoOBpaKvogAx7EPXCaqZISlGTBMTk4ULFzo5OaFDgDbQ09OzY8eOtLS0wMBAENp2dnZoA2xtbRG3MhlA8m1mZubj45OWlsbmHfktkvuoqCgiNBwdHSnBYAMZ0dbX17e0tGDZQl5OxDxxMh4eHrSljH19fX1hfhP3DSyRRhVfLDjqHTt2YA2oq6uTy+XR0dHcCbAesNzHzEY+YH19fVtb24kTJy5fvnznzp1vvvnmiy++uHr16nvvvTcxMdHV1ZWfn5+dnd3U1ETQTlVV1e7du7u7u3n9eUlBIjAUxlNLrCQ1nWhFdFeHDx8eGxsbHR09f/78iRMnamtrmcXr6Oj8H39v3D//sTMtaivHzs6uo6OjuLgYB7S5ubmJiYmlpSXXaisrKw8Pj+TkZGoE12dKlZ+fX2JiIm4oFiwMCpCyEhFKXGh7e3t3d3d+fr6HhwdFh1QrtAQVFRUNDQ2oRJnDVlVVlZaWZmZmIon38/OLi4vz9/dfuXKlt7d3TU1Nfn5+dHR0QkJCdnY27q/o6GgPDw8YnZaWllRYZ2dnMjJjYmLCwsJIowMyDyuW1Dk61sjISLxJzG2Dg4P5Hcori3Xu4MXFxfBcEhMTsTagB6CuJSQkhIaGgtqKiYmRyWTgbDCwCQ7L9PR0BqOEY3t7eyOh1dXVtbKyYmeID5V2mA2+QARvb28/c+bM9evXb9++fffu3Rs3bnz00UeXL18+ePAgdgCksqWlpVVVVWSD19XVsZQTGtiqqiosGETeNjc3Hzhw4NKlS5988smVK1eOHTs2NDR09uxZwsHee+89hULh7++/ffv2RYsWCSrOe87/4ZnA/fOTnGlUW318fDo7O7Oysry8vBhNAv21trZ2cHAgTYgAK0oJF2dyJkJCQpRKJR1WVlZWdHR0fHw899ycnJyqqiowS4SUhIWFubq6MpMlu6m+vl6ITgHvwi4rNjbWx8eHsampqam2traXl5e2trampqZCoSAX3tbWlm0+KoLg4GAEVSYmJgYGBkZGRo6OjsHBwbCvEhISYmJiqLC+vr5isZhMJL4W5A0oHHCCUQrpr5laUCtzc3PLysrIjmZkkZ2dTSeYn59P845GQi6X5+fn5+Tk4EaNiYmJiIggugbhmkwmi4uLQ3KQmprq7u5ubGysr6+/YcMGDQ0NMzMzkUjEpwQMgZlJVlZWTk4OMdf79u0bHh4+e/bszZs3iTi8evUqsYaMEYDM8oRj/YUqbseOHc3NzS0tLfX19Y2NjcgPyI85c+bMF198cePGjRMnThw8ePDkyZO3bt36+uuvv/zyy6tXryYmJtrY2CxbtuzRRx+deiO+fy++f/75M11q68MPPxweHt7a2pqcnOzr6wuEAhIwYRjOzs6WlpZSqRSBZGRkJEtwQQYbExPDBRN0v1wuLy4u5pILWnDv3r0DAwOVlZUymQyvQUpKCuASWHbQCFNTU+Pi4sgXiY2NdXFxsbS01NXV3bBhg7a2tlQqVVNTs7S0JFeOJZWpqamtrS2fEmkxsIvI2/D09JTL5Tk5OUlJSegHoqOjcW3FxsYmJSWR+CRQYCBwc+dFEkttDQsLY5pMAo2gxsXUkJ+fT/PL3w5VKzw8PDo6Go+vXC6HFsZYOTY2FnVtWFgYZkrINdHR0Z6enk5OTtbW1qampiA/PD09iV1Cd0zCM0Cs5uZmFLLnzp27fPnyzZs379y58/HHH09OTvb19QHcOnLkCHSFqqoqSioPMAYLxH91dHR0dHS0tLQcPnz47NmzH3/88aeffjo+Pt7b2zs4OHj16tW7d+/euXOHwi2VSpcuXfqrX/1K5fsb9vtjx/vnnz/TpbYShLljx46EhAR/f39HR0dzc3MglUB/yfAJDAxkuRQREcEShjVOeHg4xvySkhLKK+B64uoYiR44cKCjowNiCzur3Nxc4qBRBYBqZkFEVhXxwlu3bt28ebO2tjYW7+eff97U1DQ8PNzR0RFisbm5uZubGx+W3GzwRc7Ozk5OThKJhJlDeHg4A2LZdwdKP4w+cASI52lakcTSsQoIrqCgIGqfh4cHrEKcwXCUPT09SUmiCGI2k8lkiGfxpNNvso4HZ0dBZ8YaHR3NMJpUcAsLi23btjk6Ojo4OLCaY6MYExOTkZHR0NCwb9++lpYWbGDEap09e5Yie/bs2d7e3r1792INaGxshLC1d+/ejo6OHTt2EHPQ2NhInuuBAwd6e3vPnDlz8eLFW7dunT17Fk3YzZs3v/jii88+++yjjz769NNPd+3a9frrrwvKzV+gQeD++V9xpkttnTdvHnsSYKweHh6mpqZbt27V09MjqQJXNeArYj+EwkRSCHaggoKC9PT0tLS0mpoa3AHg+5qamrq6uhQKhYeHh0QiQdifmZmJq1KANvGRYQyWlpbGx8dbWVlt2bLFxMTExcXFx8dnzZo1Dz30kL6+flRUlLW1tb29PaoGZ2dnxqNisZgxBTNiHFYymSw1NVUmkzHnlUqlLNAEiRgKMDgACDyhOkmlUqlUGh4eHhkZST8bFhaGRxabVmRkpEgkMjIyIr3D1dUVjZdSqUR3JZfLw8LCoCK5uLgolUo0FfD9qNfkdKWkpOBtEwIZ3d3dbW1todm7u7vzUujr6+PidXV1hQbJS83lnazAw4cPf/jhh1999dW1a9eGh4cPHjzY1dUF6/rQoUMTExOHDx+mVz169CgxB3v27Dlw4MDIyAg+3cuXL+O4vXDhwu3bt2/duvXhhx9euHDh8uXLIpGITAHB4wQ8f+qP0/0Ke//8f890qa1Lly5NSUkBkoIRwMTEhAggDQ2NTZs2GRkZMSSNiIggp0+AgAATKS8vz8rKUigUWVlZVVVVLK8AmyJK3blzp0QiQWGKSKu4uBhsNiuyuLg4BpGxsbF8/PDwcAhbvr6+bm5uq1at4h76+uuvS6VSogwJ1hZImlpaWjBWDA0NEWC6ubklJSVBnCKSCxAMmyt8BGDlAgIC2ImhecjNzY2IiABOKJVK6YhjYmLAuZKhRJy9gYGBp6dneHg4ATA0oT4+Pp6eniEhIWKxeNu2bXZ2drGxscyg09LSoqKifHx83N3dmcniKEM9BqnAyclJJBI5OTnZ2Ni4u7sHBgZ6eXnxtHBxcTE2NlZXVzczMwsMDMzKyurq6jp79uyRI0ewYDQ3Nx8/fvyjjz66e/fuV199dfv27TNnzhw8eHBwcBDrQXt7e1NT0759+w4fPnz06NEjR44cOnRoYGDg1KlT77//PqFely9fvnjx4vnz57FjnT9/fnBw8Pr16xYWFoK680f59vfP/fPPnOlSW9evX8+Om+Gjn5+fvb29kZGRjo6Opqamjo6OmZmZs7Ozp6dnQEBASkoKuVhsabAVVVVVYUutqanB/F5dXZ2fn19eXt7d3V1eXs6UEyc+zvf4+HhiL7mSJycnkzUQExMjFot1dHQ2bNhgampqaWmpra09b948YSU9d+5ca2trlE+EahAWT0mFWwzvijwoRJ1VVVXY8BEhlZaWQnuprq4uKSnJyMhAElBTU9Pd3d3a2lpUVBQUFCTIqtBaUWGBbXt5ednb25uZmdnY2EAOw8rFgJWvApqBs7Ozq6sr/ykjIwM2DVB6BAmAQU1MTHR1dY2Nja2srBDhuru7u7m5ubq6enh4eHt70xpbWlrylerq6hLLXFZWBvmlubmZfVpVVdWhQ4euXbv27bfffvvtt7dv38aSgEW4tbW1ra2tu7u7p6env7///Pnzly5dGhoaGh0d/eCDD9Ba3b59++OPP37vvfcAHQwPD7/77rs3b940NDQUfmx+nnSW++f/5JkutXXz5s30oXilGAtAhDIzMwPzQ2a6SCQKDQ0lh7m0tJQIkJycHEhLTU1N+FDr6+vT09N37do1MDBQWlqqqam5Zs0aFxeXoKCg8PDw1NTUxMREHF/h4eHU6Li4uJiYmJCQEB8fn7Vr186ePfvBBx+cPXv2I4888sgjj0yF2D/wwAOLFi1ycXGJiYkhhpMoVolEwtotJCQkMzOTJL64uDiC57y8vAgdgTwQGxtbXl6+a9cuHAERERHz589funRpSEjIrl27Ojs7KyoqQkNDvby8goKCiIQJCAiATuDq6gqF3snJyd3d3c/PLyEhITY2Fo4BowAitVFxeXl5gSgUi8U0qnBvg4KC/Pz8MDggzEAkYGxsbGlpaW1tjazYzc0NiTG+DEdHR2tra3wQHh4eISEheXl5DQ0NxcXFjY2NnZ2dzFgHBwdv3LiB9PXu3bufffbZtWvXbty4ceXKldOnT4OAgV1AW/r+++/fuHHj/fffP3LkyMjIyPnz58+ePXv27FlmCH19fR9++OHk5OTq1aunfiPu19b7518706W2rl69GjYK40iZTEa35eLi4uTk5OjoSOQ6o0Y3N7fg4OC0tDQgqgitsJ+j9sdS2draevTo0YKCAl1d3WXLlpG1tXLlSg0NDS7geElZXllYWKxcuXLp0qULFiz43e9+B89NeN8KLvUHH3wQr/oDDzwwd+7cDRs2sODy9PT09fX19vbmE8vKyoqJiUGMBcB406ZNurq6Hh4erNGkUqm1tTUkb3BZXl5ey5cv19HRCQ8PBweze/duQm5wTPj7+7PQh/fq4uLi7Owsk8m45qNqEIvF7u7uYrGYrZSgkHVzczMyMtLW1jYxMbG2tnZ3d0fbGxQUJBKJ9PX1DQ0NIRkSOGpmZobojdffycmJ0QdqYolEgjqYTNmCggJcABkZGWz/d+/effjwYWBa165du3Pnztdff01ewN27d7/99tu//Uswf+MAACAASURBVO1vH3744ZkzZ86ePTs5OTk2NjYxMYFI9vLly0QM0NJOTk6Oj4+DPfziiy/6+vpeeOEFFRUVspiEPJL/0R/e++d/5ZkutXXBggVwQ7y9vT08PLBv2tvbYxywsbExMTFxdHQENe3u7u7s7Ozt7Z2YmFhQUIAHtLKyEsYSmdi7d+/u6urKzMy0tLQkuWD58uVvvfXW0qVLV65caW1tHRISQgZBQECAjo7Oc889NzVMjc8KHMbUwMsZUwBF/IHZ351HH3109uzZr7zyioODQ3h4OPmdOjo6FNY1a9bAOUZY6uHhYWBgwNpdT0/P1tZWKpVS8jAjoPyXyWQQ+QQad1ZWFmAXZAkxMTE1NTXNzc2RkZFubm4C15WlP3iwsLAwHx8fU1NTzGDm5uZsouhJPT097e3t8WiwwqKMwpx1cXFxdHTk+eHv769UKqurq0tLSyEEVlRUYFetrKwsKCjgxSe3ta2tDSPAxYsX79y589VXX33zzTfffvstPey333771Vdf3b179+uvv7579+7HH39MrMD169evX79+8eLFwcHBw4cPj46OTkxMHD16tK2t7dixY1999VV/f/8rr7yi8l1cq/Ccu19e75//7pkutfUvf/kLtZW0S0dHRxsbG0tLS1Su+F/t7Oz8/PwovrztfX19YbnixE9MTCRMtLe3t6ysjGGolpbWmjVrVq1apaqqunHjxjVr1qipqW3dutXS0tLV1dXQ0HDRokVPPfXUVBsPe2dQQ1NBRAIVlK30jzp/HnrooSVLltjY2FCkrKysjI2Nt27damhoiIYsODhYIpEwJ7WwsCDgCD4WIBVsuBKJxNramqkuwTPkrSqVSjc3NzMzs82bNy9btmzz5s3+/v7x8fFisZhnEgsoiDZMqJkyc5G3srICBcujy97eXiQSicViZ2dnBwcHhqpovCipfATQiLW1tYcPH3733XdHRkYOHDgAZ6C3t7e3t7ezs7O1tbW9vZ0kmMbGRiQBp0+f/uSTT77++usvvvjiiy+++PLLL2/duvXZZ5999tlnt2/f/tvf/vbtd+f69evj4+OXLl367LPPkApMTk6eP38eDwKCgW+++ebixYvGxsb3eLHu19b7518406W2vvjiizRoCPKFSaupqamenp6BgQFR7M7OztQO1jugTunvyBqoqqpqbW1VKpUaGhpLly5du3btunXrVFVVQQirq6urq6uvWbNm8eLFf/zjH5mlCqA2QdMjwNlUvp+0LtRWLqRTM9yn/pnHHnvsxRdfVFVVpUMUlkJOTk4EKKirq9vY2HCzFihZWlpampqaFDtvb2+xWMxLQeMZFBSUkpJSVlbm6en5wgsvEMn56KOPmpmZJSQkEGaDvJ+JCshwDGPR0dFRUVGkGRIphrmAUUZwcDA+t/DwcCwV4eHhAnub8TTMWRCrKSkpra2tJ0+enJycnJiYGB4ePnr06MDAQHd3N3eF48ePT05OctmfmJg4d+7chx9+ePXq1StXrty8efP27duffvrp5cuXz549e+7cuU8++YQ29vPPP2d68M0335CMcOzYseHh4WPHjh08ePDgwYNnzpy5devWjRs33N3dp+brzfhBfur9Onv//DNnutTW5557jhW2q6urjY0N4VGGhoZGRkZ6enqUVx0dHVtbW19fX1BSglA0MjIST1RZWVlra6ufn9+8efOee+65pUuXMmOlvK5cufK111577rnnnnjiialcd5Up0cq0qFQule8zhqf+YuoiZeo7+cEHH5w1a5ZwXX388cf/+Mc/zp8/f/HixQsWLJg7d+4jjzzy0EMP/eY3v3n11VffeecdfX19c3NzAwOD11577fHHH3/66ac3bNigq6u7Zs2aTZs22dnZIfPavHkzhHkfHx8DAwOQes8++6yBgQGsQtCxQUFBoaGhmFzDwsLQAKSnp2dnZwPzZ2IbGBjo6urKsAWCjLe3d1BQkFQqRcIF6gVMQWJiYnJyslKpxILl5+dnYGAQHh6+Z8+ekZGRwcFBkLIArpKTk8vKyk6fPv31119fuXIFAuz4+Pjk5OTNmzdv3bqF2+rGjRvnzp07efLk0NDQe++9d/v2bSawX331FYoC6FltbW2dnZ1DQ0Mssk6cOHHx4sX33nvPzs5O6Ft/VIZ1v7beP//MmS619be//W1UVFRGRgb5P7Sr+vr6RK5zaPeCgoKorQEBARBaY2JioqOjU1NTW1paPD09FyxY8OKLLy5YsGDFihXLly9fsGDB73//+yeffHL27Nkso/7l955QUtlo8dFUvs98++H9dGo5nvqbBB/NmjVLGOmqqKj86le/IkXu4YcffuaZZ/7yl78888wzlJL/196ZRjV1pnH8RkxIWMWqrFUqCi4gOEAFBaHVVlkDhjUmrNn3hSxAQCQoAoJV9rArwtSKHdRqcbdOad0QB7XKVDvOtLWt58y0czrnzHRmzsyH5/ieW9AuYCst7+8D5xKSm+Ty3ue+93mf5/+3srKyt7eHAlt3d/e4uLgtW7aAVovJZAIFg5SUFJFIpFQqV65cuWDBguzs7P3790P427t3L1S2FhUV8Xi85OTk5OTk9PR0qA2A9gelUgntrSAovnPnTtAkbG1tBe2CsrIySDv09vaOjo7evHnz6NGjUHGFismuXbv29ddff/7558PDw3/4wx9GR0cfPHjw5Zdffvzxx7du3QIn3dHR0fv37//pT3+6ceMGdBn873//++9///vNN9/8/e9//9vf/vbZZ5/BjHhkZOS9994bHBwcGRn5+OOPh4aGYmNjUU5mvIwA+Xo5sf8yZpowXWIrlUrV6/VgRCgSiTIzM6EOH2pFWSxWSkpKVFRUbGwslBnJZDKwJKmtrYVVnaNHj5aXlwcFBXl5efn6+gYHBwcHB3t5eaFZ6hgmc+6R068/9lU/9iWPff6KFStyc3NB61qj0Wg0GvD7jIqKSkxM5HA44eHhDg4Oixcv5vP5cEjBdhsKeKVSKcyXU1JSBAIBpCzUajV4efX394O0zZkzZ86cOdPd3d3Q0ADStAUFBZWVld3d3RcuXLh169bVq1ePHTsGzmMXL148cuRId3f373//+5s3b96+fXtkZOTixYuDg4ODg4M3btwA4cGOjo6zZ89++OGHX3zxxVdffQVuhp999tm///3vTz/99MGDBw8fPnz48OE333zz5Zdffvjhh6Ojo8PDw+fOnRsaGvr666+PHz++bNky4pEJCq7EwkyY6RJbZ8yYYTAY2tvbDQaDVCrlcrksFisxMTExMTEhIYHJZML0KjExUSaTobJN1FIFustRUVFeXl7+/v7BwcGhoaHLly+fPXv2kzJxP8/Z+GMjKdoYs03OP9jb27/yyitSqTQzM5PNZvP5fJBWycnJAQWDjIyMjIyMgIAAOp1uZ2fHYDAYDMaMGTOWLl2alpYGNWFQogBlVXl5eXl5ebGxsbGxsZWVlUhNFTwH9+/fX11dbTQaxWJxaWkpCG719va2tbWZzWb4Lxw7dmx4eBhqdQcGBt58882TJ09eunQJvLVPnjx56tSpw4cPd3V1dXZ2Hjt27Nq1a3fu3Llz585777138ODBS5cuPXz4cGRk5MaNG59++unVq1c/+ugjENMaGRm5cuXK+fPnb968+a9//WvPnj2zZs0iCAIconBsxUyYaRRb8/Pzu7q68vPzZTIZl8tNTEyMjo6Oj49PTU0F6X4ul5uamgppAUgFQrkVmDXBjbCfn5+/v7+vr6+3t/ecOXPQ3TSauj71k/Dp7vBJE1Vy+HB0dHz55ZehG5XP57PZ7LCwsFWrVkEtl0AgEAqFUqk0JibG0dER7WHmzJmrV69OTExctWqVn59fVFQUOMgKhUIWi7V8+XIajRYREQGCBtDfVV1d3dXVZTabuVyuTqcDDYTy8nIo8wJlMplMZjabW1pawJdl37594Oj15ptvDg4Otre3t7W1nTlz5sKFC6A2ANWvMJk9e/bswMAAdNmBGuG1a9c++eSTDz744OrVqxcvXoQiBLCHGR0d/fOf/2wwGMAum+wfhXMCmAkwXWIrQRBarbazs9NoNCoUCpi6xsXFMZlMDocDOn5gLp2ZmanT6SorK8EOBESdFQrFwoULXV1dFy5c6OzsPHv2bFtbWxRPUWIUmORZ99OdtCiwfkeEJQjCyspq/vz5GzduhGr/devW2dnZWVlZOTs7e3l5LV++PDo6OicnJyYmBqZ4kNj19fXNysoSCoVMJnPDhg1wlcrOzhaLxZs3b4Z8NI/H6+7uBkUbqGZtbW1NTU318PCIioqCkjg+nx8SErJhwwaBQKDVaqGT2Gw2//a3vz1x4sTAwEB/f39zczPIyxYVFdXX158/f/79998/d+7c66+/brFYenp6jhw58vbbb587d+78+fONjY1NTU2HDx++du3a0NDQ2bNnr1+/PjQ0BG6PAwMDly9fvn///v379y9fvqzX6+fOnUvOtI45Vji2Yn4g0yW2zpgxQ6vVNjY2IgE9hUIhl8vBeAqcUUBGRCAQaDSahoaGEydOnDp1qrOzUyQSubu7UygUGo0G/VSwTyjNeYbn2JPu8SewHwAm4LDt4uISGhoaFhbm6emJysXAZnnlypVcLjc8PJxOp8PbMRiM+Ph4hUIhk8ngQpWZmcnj8aAUITc318nJydnZWaPRQBsxCHiDWaFYLF62bNmKFSs2btwIJWJr165NS0uDigJQ9S4uLgYv7gsXLpw/f76vr89isfD5/MjIyPLy8v7+/r179xYWFoIHmtls3rdv3/Hjx0HaFTrQbt68+cUXX3z00UdgQ/D+++9fvnz55MmT77zzzp07dz7//PNPPvnk/PnzJpNp7ty5BMkA9Zn/lzG/UKZLbLW2tgZFJYFAkJqaCnrYarUa9EHAmtRkMsGN6htvvPHuu+/W19fHxcV5e3tDTRKDwYAMAJrRjD/lnjQf/Il4bGz93pc89lVkO3uYj1tZWdHpdKi0hToklFl2cnIKCAhwc3MjCAKebG9vn5qaKhaLob4tNTWVw+GADotKpYqMjKTRaI6OjklJSY2NjdA6vG/fvra2tp6eHovFIhAIsrKyQLPVbDarVCrogADfBHD/rqurAyOcurq6urq60tJSf3//oKCg+vr6gwcP1tbWCgSCNWvWrFu3Lj8/H8Rrurq6+vr6+vr63n777dHRUZDIOnToUHNz89mzZ0dGRgYHB69fv37v3r27d+/evXv35MmTYrEYcgJQ6DaxRUUMhpg+sZVCoRgMho6ODrFYDOvX0NoEuoLQqgRVASCorNVqXVxcoIx0zGoPqo6iPK4EdZIf8kftbcJzVfK7oAiC3h01hgEzZ85Ei+YoCwkxF+3H1tYWNHAhRQuKAXDdEovFvr6+cBjpdPqyZctiYmIyMjKUSmVjY2NHRwekCIqKinp7e+vr66VS6fbt25uamoqLi8FkF9y/S0tLQUhMqVRCD5i/v79arT5x4sSBAwfq6+v1en1CQgKLxSoqKrJYLPX19aDluH///u7u7uPHjw8ODkK/wMDAwODgIBTAjoyM3Lx5c2ho6I9//OPx48djY2PRFZR8vZn8McdMN6ZLbCUIQiAQtLa26nQ6oVAI3Z/wEymDVFdX9/b2Hjx4MCsrCzKJxKN5HLkihxyDfuaJ6k8HfB10zRhzO0yeqqOIg1rLCIJgMBgvvfQSGCOyWKygoKCVK1dyOBxwRVywYAFBmu/DxcnZ2VkgEJjNZqVSCeUEJSUlBQUFIFawb98+kPqG+mJQszWZTBqNRiqV5uTkxMfHh4aGdnZ2Dg8PHzlypL6+3mg0gtSsVCpFrXRNTU3t7e3QAQHy2KCMdeXKlbt37w4PD4+MjEC1wL179/r7+/39/QmSngPSxkaPEDiqYn4Y0yi2RkVFgbPe1q1by8rKKisr6+vrwaZl7969hw8fPnr0aFVV1caNGx0cHAhSMxXx7er9MY88s+/ztBn/jcZ/QXKcJUiTOwqFMm/evNDQ0DVr1nh6elKpVDs7u4iIiOTk5NDQULjLHrNDBweHsLCwtLQ0mOpmZ2dDoxdocdXV1RmNRplMBq20Go3GaDQKBAImk5mamhodHe3q6urj49PV1XX69Om6ujrw7obeXLAzSEpK0mq1+/fvr6mpkUgkNTU1/f39IHcL+oR/+ctf7t27B/2vQ0NDw8PDhw4d8vHxIUjJVviokBb4jsOCwYxnGsXW+fPnSySS9vb23/3ud2B8XV9fD2JOKpWKz+evX78e8gDE4+6an+lnn3Kg6EOukaDRaCDKRxAEhUJxdHR87rnn0JSfIB1VKysrJyenhQsXhoaGstlsqVQKeobgEK5QKEwmk1arzcnJgZgLMuFRUVGBgYE+Pj6/+c1vQkJCcnJyenp6du/ezeFwUlNT8/LywHLRZDKBx0x1dXVPT09+fr5SqbRYLG+88cbOnTvBBbKuru7ixYv//Oc///GPf1y7du3SpUvvvvtud3c3TLHJ0oLPPKuO+YUyXWIr3N6CRl9kZGRgYKCnp+esWbNATsXa2hru++DJ6M53/HT1V8kEvh054kCERb+iFArxKAyh7AF6Dixt0el0b2/v3NxcWFSsrKzU6/VhYWFMJpPP52dkZKSlpfF4vJKSkqqqKi6XO2fOHGjMXb9+vVwu3717d2trq1wuZzKZycnJOp2uqqpq165dRUVFAoGAz+e3tbU1NTVpNJotW7aAMc+OHTtAJkar1e7cufPq1av/+c9/Ll++fOrUqStXrtTV1bm4uBAEQf60+MqKmRjTJbaS7eTGyBohIEagVRri2x3lv+ITbHwegHzjP/7J6OCgw4gkvdHyOoVCGTONJb8EdVt4enpCJ4JEIikuLs7NzX3hhRfYbLbRaJTL5Xl5eeCJUF1dvW3bNiaT6eHhsX79+srKSovF0tfX19TUxOfzuVyuwWAAq9rt27fLZDKZTKbX68FUXKFQmM3m7u7u06dPWyyWsrKykpIScMk1mUzXr1+/ffv2lStXbt26pdVqUfqC/PWnw/UV89SZFrEVnRsQN9GDBEFYWVnRaDRUdYTiwne40uNzDI4SEoiiPFoHQ6GTQloHQ9cnVDxLkI7hrFmzwC5Bp9NJpdL169fb2dmFh4cLhULorJXL5Xq9vri4GIy48/LywC2xoqLiwIEDtbW1oGML/QXIlxuEYmECm5WVVVhYaLFYoFSrvLy8rKwMnGUzMjKam5sfPHjw1VdfHT16dNWqVeR/OvHkSSsOtZjvZVrEVoIkk4rOeSjeRGEXzbwI0p3sk6a3P/vHn1qQ4yOKrXCs0DFEoANOrisgR2RfX18QH1i7dq2HhwckZ+bNm+fg4ECj0fz9/SG8yuXyqqqqpqYmo9GYnp4uk8m2b98OEt2lpaVg+whp1oSEhOzs7FdffTUzM1Oj0QgEgoKCgpaWFqjfMpvNZrMZ1ruysrK0Wm1DQwMY88BpQE5xPCmG4tiK+V6mS2xFk1OUHKCQygDIYZTyyA6AwGH0yZBT0gRJ55Ccp0ZPI/fmE48yA+j4U6lUT0/PhQsXQpcXubSWIIi5c+dCqaxEIgHJR2iNBftCgUBgNBobGhpqamqUSiWbzY6Li4uNjeXxeD4+PsHBwaA5W1FR0dXVJZPJkpOTVSoVrF6mpaWpVCoul+vm5mZjY4O6JMZ8KQIPA8yEmC6xdcy9HkC+qyXPRPC5NDHQcUNpa4KUkBnT4PQda0TkvgwqlfrSSy+pVCqVSoWUYsBPISoqis/nGwyGXbt27dixIzc3F7x50tLS1Gr1ggULbG1tYbZbV1f3+uuvq1SqmJgYDocD1rZgghAfH29tbU2MS6riwYCZGGhgT5fY+ljI2UB8lzd5yPFo/IEdE7y+e/2dvJzo5+fHZrMTEhJ8fHwgObt161Zo/RIKhUqlsrCwUK/XZ2dnc7lcsOaWSCQuLi5UKhVUzYxGY0tLS2lpKYfDAQEapVJZW1trMpl8fHwoFAoUNoypY8VgJsO0jq2Yp8uTUpMT2BWkZWAC6+DgsHTpUldXVwqF8uKLL4pEoi1btiQlJfF4PIVCwePxRCIRrGjxeDyQicjKynJyciIIIiYmRqlUSiSS6urqiooKMEAEX69du3a98sorUJ+LTCEnewgwmEcwGAyUxMdgphDkSS6dTocZpaura0ZGhkajWb169Zo1a0QiEdRgCYVCKL1Sq9XFxcWbNm2Caqq1a9eCZMy2bdt27typ0+mKioqgqKu4uNjd3R3tnFylR+CcAObHM2bMwLyV7Gs57cAnz1OEMo7HPud7d4J+jinbolKpkZGR0dHRc+bModPpSUlJIpGIw+GIxWJwoi0sLNyyZUt4eDiVSiUIwt/fX6lU5ufn6/V6UBjYtm1bVVVVc3NzXFwczCnGlzNjMBMGLdJO99j6HSEA8xPxvQecQqpERs9E9QZz5syZN28ehE4mkymXyyE5AAWt5eXlJSUlQUFB8GR3d3epVGo2m8FaPD8/v7Ky8rXXXtPr9c8//zzaM7ka7yf97phfPWgI4ZwA5ueAHLN+SAhD1bJUKhU1dxEE4eTk5OrqamdnR6FQrK2t09LSSkpKDAZDaWkprPtXVFSUlJSsWbMGbvCff/556KmFglkejwexNTo6GhxtQZRrfGDFK5yYSWJnZ8disXBsxTxNvjsk/cCcgK2trbe3d2BgYFBQkIeHx8yZM+fOnRsTE5OSkhIcHEyj0VxcXDQajcViqa2t7erqamtrg7arwsLCdevWQQ9CeHi4Wq1Wq9UrV64MDQ0tKSnp6upqbW2NiIiA94Igjn7iSIqZMGMGz6xZs1JSUnBsxUwtKBTKkiVLMjIy9Hq9wWBgsVjLli2Li4sTCoVCoXDDhg0LFixISkrq7Ozs6elpbW2tq6sDjavi4uK8vDw2m+3t7R0eHl5YWNjQ0NDZ2bl3796BgQGwIHzrrbc0Gg0sZAE4J4B5WqDrtI+PT3p6Oo6tmKkFjUYLDAwUi8U6nQ4sznJyciQSiUwmA2HsnJwcuLvfvn27VqsViURqtbqgoECpVCqVypqamra2ts7OTnDZGhoa+uCDDy5cuHD69Ol33nnn3Llzp06dslgsoNVL1pHAsRUzGVAlH5VKjY2NZbPZ0JmCwUwJINI5ODj4+vpGREQkJCTw+Xww4IEiVr1eX1ZWVlRUpFAoBAIBm81OTU2VSCQ6nU6r1ZaVlR06dAi8Xpqamrq7u48dO3bq1KnGxsbq6mqLxdLa2nrgwIFz587dvn27t7fX19eXwOUimElDruGj0WibN2+OiYnBsRUztUBLSaDbEh4enp2dzePxOBxOVlYWqASAF7parWaz2enp6SKRCOa5Fovlrbfe6u7uLi8vr6ysrKqqam1tPXjw4I4dO/Ly8sxmc1VVVVVVVUtLy1//+tfh4WHwcbG2th4jZYDBTAAYRQwGg8/nv/jii7jTDzOFoHxbbJtCoXh6emZkZMhksqioqKioKLDalkgkcrl827ZtKpUqNzc3NzeXx+OVlpZ2dnZ2dHRs3749Ozu7qKiotLS0qqqqr6+vtrZWIpEYDIaamprXXntt165dHR0dcrkcvNFoNBqeumImCYqkXl5eCoXCw8Pj2X4eDObxQLsUQRDPPfdcfHx8Zmbm8uXLg4KCxGKxSCTKzc3NyckBlSy1Wi0Wi1UqVW1tbUtLy44dOwoLC5lMplAoLC4uLigo6O3thUhqNBrb29tra2ubm5t5PJ6bmxvl23K9GMwkodFoPB5PIBDQ6fRn/VkwGBJI6gWJpzg7O0dGRvr5+dnY2Pj4+AiFQh6PJ5PJEhMT3dzc0tPT8/Pzy8rKqqqq9uzZU1paqtVqi4qKwsPD16xZA74Gzc3Nra2tSqWytLS0q6sLpLJZLBboCYw3ScNgJoynp6fRaAwODsbDCTO1QFEVevypVGpAQEBycjJUTQUEBIBZt1QqDQ8Pd3d3Z7PZOp1u27ZtZWVlJpNJJpOJRKKCgoLAwMBFixZt3rxZIBBUVFTs3r1brVaXlZW1tLT09/dbLJaQkBB0E4flWjCTBLW6gkcRrr7CTFHQLJJKpUZERAgEAjC4DgsLy8nJUSgUmZmZL7zwwssvvyyXy0F4UKfTicViHo+Xm5urUCh8fX0DAgJUKlVhYWFFRUV5eblOp9u5c2dbW1t3d3dSUhIa/VhdEDOeMRfa8dddtPhJHjzBwcFbt26F4hMMZmox5t6cRqMtXbp09erVs2fPJghi0aJFoNDq4+Pj5uaWk5MDprAwXc3KyuJwODwej8vlOjs7r1692mw2V1ZWCgQCuVxuNptramosFotcLodZMLwXnrFiHsv4NBGS9SF7RKG/Ll682GQyoZYBPKgwUw4Y06ik397e3tHREaYJNjY2S5YsWbZsGYPBWLRokVgsTk9PZ7PZHA4HvAt1Op1CoVi7di2VSg0JCZHJZDweLywsjMvl7tmzp6urq6mpKTIyEtn2QFkCnrdivhd0JYZfxzg/eXh4GAwGqVQKUhXkdmoMZmpBNi5DVobkBiovL6/NmzcnJSUxmUwWiyUWi0tKSrZu3ZqVlQXTUgaDMX/+fBcXFysrKz8/P7FYrNVqU1JS5s2bR5CcE7GSAOY7IC+rokcIUk6AQqF4e3sbDAaTyQRDCw1RPK4wUwiyoCq6+UKeK+QhO3v27A0bNmzevHnjxo3JyckKhYLD4bz66qtLliyB4i3ikVYAQRDW1tb29vZ2dnYMBgMVBsDGkzx9MdOZx9aNjL8Y0+n04ODg/Px8iUTi6upK4HiKmcqQh/WYSSXZrHvmzJlLly5NTk5OS0sTCAQsFsvd3R26AMaM7zE9V/ByFFvJrQoYzBgoJE9oMjQazdPTUygUlpSUpKenOzg4EN9WHMaDCvPLA411W1vbpUuXrlu3Li4ubvHixegJjx3WZKf0n+FDYn5lWFlZ0Wg0Op3OYDAWLFiQmZlZUFAgk8lWrFhBo9GIb9u6oHuvsXuhYzDPCMYjbGxsbG1t0Ya9vT166TkZXgAAARxJREFUnMFgODg4wIaNjY2LiwtoZts+wsbGBv5qb29vY2MDu3V0dIScAIJOp8NbwDYGg0AjjU6n29jYeHh4hISEJCQkpKen8/l8lUolFAoDAwPt7OxQPIUNFE8fr1CRgME8IxITE8nbCHhk06ZNsM1isVgsVmJiIpPJHP/88a8l/7pp0ya0H/TIz/kdMVMfNDwSEhJSUlLS09OTkpJSUlKio6NDQ0Pd3d3pdPpEboAYGMyUBKYSsIG2J7Ofx/6KwQDo3sjW1tba2tra2hosLcYETLwWisFgME8HXGiF+ZWARzDmmUBeofohj2MwvzDwCMY8E3BsxWAwmJ8WchIA5wQwvyrGlxBOcj+P/RWDAVD0RL18xONWrn74Wtb/ATKKqcQNIDjuAAAAAElFTkSuQmCC\" style=\"height: 139px; width: 190px; margin: 1px; float: left;\" /> <em>&epsilon;&iota;&kappa;ό&nu;&alpha; 3. &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ό &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha;.&nbsp; </em><br />\n&Omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &tau;&omicron;&upsilon; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;&omicron;ύ &epsilon;&mu;&phi;&upsilon;&sigma;ή&mu;&alpha;&tau;&omicron;&sigmaf;, &delta;&epsilon;&nu; &sigma;&upsilon;&mu;&pi;ί&pi;&tau;&epsilon;&iota; &alpha;&pi;&omicron;&lambda;ύ&tau;&omega;&sigmaf; &mu;&epsilon; &tau;&omicron; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ό &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha;, &pi;&omicron;&upsilon; &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &alpha;&nu;&alpha;&gamma;&nu;&omega;&rho;ί&zeta;&epsilon;&tau;&alpha;&iota; &sigma;&epsilon; &omicron;&pi;&omicron;&iota;&omicron;&delta;ή&pi;&omicron;&tau;&epsilon; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;, &alpha;&kappa;ό&mu;&eta; &kappa;&alpha;&iota; &sigma;&epsilon; &kappa;&alpha;&pi;&nu;&iota;&sigma;&tau;έ&sigmaf;, &chi;&omega;&rho;ί&sigmaf; &kappa;&rho;&iota;&tau;ή&rho;&iota;&alpha; &Chi;&Alpha;&Pi;. &Pi; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &tau;&omicron;&upsilon; &epsilon;&mu;&phi;&upsilon;&sigma;ή&mu;&alpha;&tau;&omicron;&sigmaf; &epsilon;&mu;&phi;&alpha;&nu;ί&zeta;&epsilon;&iota; &lambda;&iota;&gamma;ό&tau;&epsilon;&rho;&epsilon;&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf;, &sigma;&upsilon;&gamma;&kappa;&tau;&iota;&tau;&iota;&kappa;ά &mu;&epsilon; &tau;&omicron;&nu; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron; &tau;&eta;&sigmaf; &chi;&rho;ό&nu;&iota;&alpha;&sigmaf; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha;&sigmaf;, &alpha;&lambda;&lambda;ά &epsilon;ί&nu;&alpha;&iota; &pi;&iota;&theta;&alpha;&nu;ό&nu; ό&tau;&iota; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ό &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha;, &alpha;&nu;ή&kappa;&omicron;&upsilon;&nu;, &epsilon;&pi;ί&sigma;&eta;&sigmaf;, &sigma;&tau;&omicron;&nu; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron; &tau;&omega;&nu; &kappa;&alpha;&theta;΄έ&xi;&iota;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&omega;&nu;, &epsilon;&iota;&delta;&iota;&kappa;ά &epsilon;&kappa;&epsilon;ί&nu;&omicron;&iota;, &mu;&epsilon; &sigma;&omicron;&beta;&alpha;&rho;ό&tau;&epsilon;&rho;&epsilon;&sigmaf; &mu;&omicron;&rho;&phi;έ&sigmaf; &tau;&eta;&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/21788524\">&amp;</a>). Έ&chi;&epsilon;&iota; &alpha;&nu;&alpha;&gamma;&nu;&omega;&rho;&iota;&sigma;&tau;&epsilon;ί ό&tau;&iota; &pi;&lambda;έ&omicron;&nu; &epsilon;&kappa;&tau;&epsilon;&tau;&alpha;&mu;έ&nu;&omicron; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ό &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha; &kappa;&alpha;&iota; &pi;ά&chi;&upsilon;&nu;&sigma;&eta; &tau;&omega;&nu; &tau;&omicron;&iota;&chi;&omega;&mu;ά&tau;&omega;&nu; &tau;&omega;&nu; &alpha;&epsilon;&rho;&alpha;&gamma;&omega;&gamma;ώ&nu; &sigma;&upsilon;&nu;&delta;έ&omicron;&nu;&tau;&alpha;&iota; &mu;&epsilon; &tau;&iota;&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; &epsilon;&pi;ί &Chi;&Alpha;&Pi;, &pi;&omicron;&upsilon; &epsilon;ί&nu;&alpha;&iota; &alpha;&nu;&epsilon;&xi;ά&rho;&tau;&eta;&tau;&epsilon;&sigmaf; &tau;&omicron;&upsilon; &beta;&alpha;&theta;&mu;&omicron;ύ &alpha;&pi;&omicron;&phi;&rho;ά&xi;&epsilon;&omega;&sigmaf;. &Eta; &pi;&omicron;&sigma;&omicron;&tau;&iota;&kappa;&omicron;&pi;&omicron;ί&eta;&sigma;&eta; &tau;&omega;&nu; &epsilon;&upsilon;&rho;&eta;&mu;ά&tau;&omega;&nu; &alpha;&pi;ό &tau;&eta; CT &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &epsilon;&iota;&sigma;&phi;έ&rho;&epsilon;&iota; &sigma;&tau;&eta;&nu; &tau;&alpha;&upsilon;&tau;&omicron;&pi;&omicron;ί&eta;&sigma;&eta; &tau;&omega;&nu; &upsilon;&pi;&omicron;&omicron;&mu;ά&delta;&omega;&nu; &epsilon;&kappa;&epsilon;ί&nu;&omega;&nu; &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu; &mu;&epsilon; &Chi;&Alpha;&Pi; &pi;&omicron;&upsilon; &beta;&iota;ώ&nu;&omicron;&upsilon;&nu; &sigma;&upsilon;&chi;&nu;ό&tau;&epsilon;&rho;&alpha; &pi;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf;, &pi;&rho;&omicron;&kappa;&epsilon;&iota;&mu;έ&nu;&omicron;&upsilon; &nu;&alpha; &sigma;&chi;&epsilon;&delta;&iota;&alpha;&sigma;&tau;&omicron;ύ&nu; &sigma;&tau;&omicron;&chi;&epsilon;&upsilon;&mu;έ&nu;&alpha; &epsilon;&rho;&epsilon;&upsilon;&nu;&eta;&tau;&iota;&kappa;ά &pi;&rho;&omega;&tau;ό&kappa;&omicron;&lambda;&lambda;&alpha; &kappa;&alpha;&iota; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;ά &sigma;&chi;ή&mu;&alpha;&tau;&alpha;.<br />\n<img alt=\"An external file that holds a picture, illustration, etc.Object name is 330_2012_2480_Fig2_HTML.jpg\" class=\"tileshop\" src=\"http://www.ncbi.nlm.nih.gov/pmc/articles/PMC3431473/bin/330_2012_2480_Fig2_HTML.jpg\" style=\"width: 321px; height: 227px; margin: 1px 11px; float: left;\" title=\"Click on image to zoom\" />&sigma;&chi;ή&mu;&alpha; 4. &Sigma;&tau;&eta; &mu;&epsilon;&lambda;έ&tau;&eta;, &alpha;&pi;ό ό&pi;&omicron;&upsilon; &eta; &pi;&alpha;&rho;&alpha;&kappa;&epsilon;ί&mu;&epsilon;&nu;&eta; &epsilon;&iota;&kappa;ό&nu;&alpha;(<a href=\"http://www.ncbi.nlm.nih.gov/pmc/articles/PMC3431473/\">&amp;</a>) &sigma;&upsilon;&sigma;&chi;&epsilon;&tau;ί&zeta;&epsilon;&tau;&alpha;&iota; &tau;&omicron; &mu;έ&gamma;&epsilon;&theta;&omicron;&sigmaf; &tau;&omicron;&upsilon; &delta;&epsilon;ί&gamma;&mu;&alpha;&tau;&omicron;&sigmaf; &sigma;&tau;&iota;&sigmaf; &mu;&epsilon;&lambda;έ&tau;&epsilon;&sigmaf; &pi;&alpha;&rho;&alpha;&tau;&eta;&rho;ή&sigma;&epsilon;&omega;&sigmaf; &pi;&omicron;&upsilon; &epsilon;&kappa;&pi;&omicron;&nu;ή&theta;&eta;&kappa;&alpha;&nu;, &alpha;&nu;&alpha;&zeta;&eta;&tau;ώ&nu;&tau;&alpha;&sigmaf; &tau;&eta; &sigma;&chi;έ&sigma;&eta; &mu;&epsilon;&tau;&alpha;&xi;ύ &tau;&omicron;&upsilon; &beta;&alpha;&theta;&mu;&omicron;ύ &alpha;&pi;&omicron;&phi;&rho;ά&xi;&epsilon;&omega;&sigmaf; &kappa;&alpha;&iota; &tau;&omega;&nu; &epsilon;&alpha;&pi;&epsilon;&iota;&kappa;&omicron;&nu;&sigma;&iota;&tau;&kappa;ώ&nu; &epsilon;&upsilon;&rho;&eta;&mu;ά&tau;&omega;&nu;. &Alpha;&nu;&alpha;&gamma;&nu;&omega;&rho;ί&zeta;&epsilon;&tau;&alpha;&iota; &eta; &delta;&iota;&alpha;&chi;&rho;&omicron;&nu;&iota;&kappa;ή &alpha;ύ&xi;&eta;&sigma;&eta; &tau;ό&sigma;&omicron; &tau;&omicron;&upsilon; &mu;&epsilon;&gamma;έ&theta;&omicron;&upsilon;&sigmaf; &tau;&omicron;&upsilon; &delta;&epsilon;ί&gamma;&mu;&alpha;&tau;&omicron;&sigmaf;, ό&sigma;&omicron; &kappa;&alpha;&iota; &tau;&omicron;&upsilon; &alpha;&rho;&iota;&theta;&mu;&omicron;ύ &tau;&omega;&nu; &tau;&omicron;&mu;ώ&nu; &pi;&omicron;&upsilon; &delta;&iota;&epsilon;&rho;&epsilon;&upsilon;&nu;ή&theta;&eta;&kappa;&alpha;&nu;, &mu;&epsilon; &tau;&eta;&nu; &pi;ά&rho;&omicron;&delta;&omicron; &tau;&omicron;&upsilon; &chi;&rho;ό&nu;&omicron;&upsilon;.&nbsp; &Sigma;&tau;&eta; &mu;&epsilon;&tau;&alpha;&nu;ά&lambda;&upsilon;&sigma;&eta; &alpha;&upsilon;&tau;ή, &alpha;&nu;&alpha;&gamma;&nu;&omega;&rho;ί&sigma;&theta;&eta;&kappa;&epsilon; &eta;&sigma; &chi;έ&sigma;&eta; &mu;&epsilon;&tau;&alpha;&xi;ύ &tau;&omicron;&upsilon; FEV1%&pi;&rho;&omicron;&beta;&lambda; ή &tau;&omicron;&upsilon; &delta;&epsilon;ί&kappa;&tau;&eta; FEV1/FVC %&pi;&rho;&omicron;&beta;&lambda;. &mu;&epsilon; &tau;&eta;&nu; &pi;&alpha;&rho;ά&mu;&epsilon;&tau;&rho;&omicron; %LAA-950 (percentage lower attenuation area than -950 HUMLD = mean lung density; P WA% = wall area percentage. &Omicron;&iota; &sigma;&chi;&epsilon;&tau;&iota;&kappa;&omicron;ί &kappa;ί&nu;&delta;&upsilon;&nu;&omicron;&iota; &epsilon;&mu;&phi;&alpha;&nu;ί&zeta;&omicron;&nu;&tau;&alpha;&iota; &omega;&sigmaf; &epsilon;&xi;ή&sigmaf; (<a href=\"http://www.ncbi.nlm.nih.gov/pmc/articles/PMC3431473/\">&amp;</a>, <a href=\"http://www.ncbi.nlm.nih.gov/core/lw/2.0/html/tileshop_pmc/tileshop_pmc_inline.html?title=Click%20on%20image%20to%20zoom&amp;p=PMC3&amp;id=3431473_330_2012_2480_Fig3_HTML.jpg\">&amp;</a>). &Alpha;&pi;ό &tau;&eta;&nu; &iota;&delta;&iota;&alpha;ί&epsilon;&rho;&omicron;&upsilon; &epsilon;&nu;&delta;&iota;&alpha;&phi;έ&rho;&omicron;&nu;&tau;&omicron;&sigmaf; &mu;&epsilon;&lambda;έ&tau;&eta; &tau;&omicron;&upsilon;&sigmaf; &alpha;&upsilon;&tau;ή, &omicron;&iota; <a href=\"http://www.ncbi.nlm.nih.gov/pubmed/22699870\">XueQian X. et al., 2012</a> &delta;&iota;&alpha;&pi;ί&sigma;&tau;&omega;&sigma;&alpha;&nu; ό&tau;&iota; &omicron;&iota; &mu;&epsilon;&tau;&rho;ή&sigma;&epsilon;&iota;&sigmaf; &epsilon;&pi;ί &tau;&omega;&nu; &tau;&omicron;&mu;ώ&nu; &tau;&eta;&sigmaf; CT (&epsilon;&iota;&pi;&sigma;&nu;&epsilon;&upsilon;&sigma;&tau;&iota;&kappa;ή&sigmaf;/&epsilon;&kappa;&pi;&nu;&epsilon;&upsilon;&sigma;&tau;&iota;&kappa;ή&sigmaf; &phi;ά&sigma;&epsilon;&omega;&sigmaf;) &sigma;&upsilon;&sigma;&chi;&epsilon;&tau;ί&zeta;&omicron;&nu;&tau;&alpha;&iota; &pi;&omicron;&lambda;ύ &iota;&sigma;&chi;&upsilon;&rho;ά &mu;&epsilon; &tau;&omicron; &mu;έ&tau;&rho;&omicron; &tau;&eta;&sigmaf; &alpha;&pi;&omicron;&phi;&rho;ά&xi;&epsilon;&omega;&sigmaf;, ό&pi;&omega;&sigmaf; &alpha;&pi;&omicron;&tau;&iota;&mu;ά&tau;&alpha;&iota; &mu;&epsilon; &sigma;&upsilon;&nu;ή&theta;&epsilon;&iota;&sigmaf; &pi;&alpha;&rho;&alpha;&mu;έ&tau;&rho;&omicron;&upsilon;&sigmaf; &lambda;&epsilon;&iota;&tau;&omicron;&rho;&upsilon;&gamma;&iota;&kappa;&omicron;ύ &epsilon;&lambda;έ&gamma;&chi;&omicron;&upsilon; &tau;&eta;&sigmaf; &alpha;&nu;&alpha;&pi;&nu;&omicron;ή&sigmaf; (FEV1%&pi;&rho;&omicron;&beta;&lambda;, FEV1/FVC% &pi;&rho;&beta;&lambda;&epsilon;&pi;). T&omicron; &sigma;&omicron;&beta;&alpha;&rho;ό &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ό &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha;, &tau;έ&lambda;&omicron;&sigmaf;, &sigma;&upsilon;&nu;&delta;έ&epsilon;&tau;&alpha;&iota; &mu;&epsilon; &pi;&lambda;έ&omicron;&nu; &epsilon;&pi;&iota;&phi;&upsilon;&lambda;&alpha;&kappa;&tau;&iota;&kappa;ή &pi;&rho;ό&gamma;&nu;&omega;&sigma;&eta; &kappa;&alpha;&theta;ώ&sigmaf; &alpha;&pi;&omicron;&tau;&epsilon;&lambda;&epsilon;ί &pi;&rho;&omicron;&gamma;&nu;&omega;&sigma;&tau;&iota;&kappa;ό &delta;&epsilon;ί&kappa;&tau;&eta; &gamma;&iota;&alpha; &mu;&epsilon;&gamma;&alpha;&lambda;ύ&tau;&epsilon;&rho;&eta; &epsilon;&tau;ή&sigma;&iota;&alpha; &mu;&epsilon;ί&omega;&sigma;&eta; &tau;&omicron;&upsilon; FEV1 (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/22016444\">&amp;</a>).<br />\n<a id=\"χρβρ\" name=\"χρβρ\">[&delta;]</a> &omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &tau;&eta;&sigmaf; &chi;&rho;ό&nu;&iota;&alpha;&sigmaf; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha;&sigmaf;<br />\n&Eta; &chi;&rho;&omicron;&nu;ί&alpha; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha; &omicron;&rho;ί&sigma;&tau;&eta;&kappa;&epsilon; &sigma;&tau;&omicron; &sigma;&upsilon;&mu;&pi;ό&sigma;&iota;&omicron; Ciba &tau;&omicron; 1958, &kappa;&alpha;&iota; &alpha;&nu;&alpha;&theta;&epsilon;&omega;&rho;ή&theta;&eta;&kappa;&epsilon;, &tau;&omicron; 1961, &alpha;&pi;ό &tau;&omicron;&nu; &Pi;.&Omicron;.&Upsilon;. &kappa;&alpha;&iota; &alpha;&pi;ό &tau;&eta;&nu; &Alpha;TS, &tau;&omicron; 1962, &omega;&sigmaf; &eta; &pi;&alpha;&rho;&omicron;&upsilon;&sigma;ί&alpha; &epsilon;&pi;&epsilon;&iota;&sigma;&omicron;&delta;ί&omega;&nu; &pi;&alpha;&rho;&alpha;&gamma;&omega;&gamma;&iota;&kappa;&omicron;ύ &beta;ή&chi;&alpha;, &kappa;&alpha;&iota; &alpha;&pi;&omicron;&chi;&rho;έ&mu;&psi;&epsilon;&omega;&sigmaf;, &pi;&omicron;&upsilon; -&alpha;&theta;&rho;&omicron;&iota;&sigma;&tau;&iota;&kappa;ά- έ&chi;&omicron;&upsilon;&nu; &delta;&iota;ά&rho;&kappa;&epsilon;&iota;&alpha; &gt;3 &mu;&eta;&nu;ώ&nu;, &kappa;&alpha;&tau;ά &tau;&alpha; &tau;&epsilon;&lambda;&epsilon;&upsilon;&tau;&alpha;ί&alpha; 2 &chi;&rho;ό&nu;&iota;&alpha; (<a href=\"#4\">&amp;</a>).&nbsp;&Mu;&epsilon; &tau;&omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron; &tau;&eta;&sigmaf; &chi;&rho;ό&nu;&iota;&alpha;&sigmaf; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha;&sigmaf; &tau;&alpha;&upsilon;&tau;&omicron;&pi;&omicron;&iota;&omicron;ύ&nu;&tau;&alpha;&iota; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &sigma;&tau;&omicron;&upsilon;&sigmaf; &omicron;&pi;&omicron;ί&omicron;&upsilon;&sigmaf; &eta; &chi;&rho;ό&nu;&iota;&alpha; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha; &epsilon;ί&nu;&alpha;&iota; &tau;&omicron; &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ό &tau;&omicron;&upsilon;&sigmaf; &sigma;ύ&mu;&pi;&tau;&omega;&mu;&alpha;. &Eta; &chi;&rho;ό&nu;&iota;&alpha; &upsilon;&pi;&epsilon;&rho;έ&kappa;&kappa;&rho;&iota;&sigma;&eta; &pi;&alpha;&theta;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;ή&sigmaf; &sigma;&upsilon;&sigma;&tau;ά&sigma;&epsilon;&omega;&sigmaf; &beta;&lambda;έ&nu;&nu;&eta;&sigmaf;, &sigma;&tau;&omicron;&upsilon;&sigmaf; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; &Chi;&Alpha;&Pi;, &sigma;&upsilon;&sigma;&chi;&epsilon;&tau;ί&zeta;&epsilon;&tau;&alpha;&iota; &mu;&epsilon; &epsilon;&upsilon;&rho;ύ&tau;&epsilon;&rho;&eta; &phi;&lambda;&epsilon;&gamma;&mu;&omicron;&nu;ή &tau;&omega;&nu; &alpha;&epsilon;&rho;&alpha;&gamma;&omega;&gamma;ώ&nu; &kappa;&alpha;&iota; &mu;&epsilon;&gamma;&alpha;&lambda;ύ&tau;&epsilon;&rho;&omicron; &kappa;ί&nu;&delta;&upsilon;&nu;&omicron; &lambda;&omicron;&iota;&mu;ώ&xi;&epsilon;&omega;&nu; &tau;&omicron;&upsilon; &alpha;&nu;&alpha;&pi;&nu;&epsilon;&upsilon;&sigma;&tau;&iota;&kappa;&omicron;ύ (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/7489800\">&amp;</a>), &gamma;&epsilon;&gamma;&omicron;&nu;ό&sigmaf; &pi;&omicron;&upsilon; &epsilon;&xi;&eta;&gamma;&epsilon;ί &gamma;&iota;&alpha;&tau;ί &omicron;&iota; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; &chi;&rho;ό&nu;&iota;&alpha; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha; &epsilon;&mu;&phi;&alpha;&nu;ί&zeta;&omicron;&upsilon;&nu; &mu;&epsilon;&gamma;&alpha;&lambda;ύ&tau;&epsilon;&rho;&eta; &sigma;&upsilon;&chi;&nu;ό&tau;&eta;&tau;&alpha; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&omega;&nu;, &pi;&alpha;&rho;΄ό,&tau;&iota; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; &Chi;&Alpha;&Pi;, &chi;&omega;&rho;ί&sigmaf; &chi;&rho;ό&nu;&iota;&alpha; &upsilon;&pi;&epsilon;&rho;έ&kappa;&kappa;&rho;&iota;&sigma;&eta; &pi;&alpha;&theta;&omicron;&lambda;&omicron;&gamma;&iota;&kappa;ή&sigmaf; &sigma;&upsilon;&sigma;&tau;ά&sigma;&epsilon;&omega;&sigmaf; &beta;&lambda;έ&nu;&nu;&eta;&sigmaf; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/21353517\">&amp;</a>, <a href=\"#5\">&amp;, </a><a href=\"http://www.ncbi.nlm.nih.gov/pubmed/21474571\">&amp;</a>). &Alpha;&pi;ό &mu;&iota;&alpha; &pi;&rho;ό&sigma;&phi;&alpha;&tau;&eta; &mu;&epsilon;&lambda;έ&tau;&eta; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/21474571\">2011</a>), &alpha;&nu;&alpha;&gamma;&nu;&omega;&rho;ί&sigma;&tau;&eta;&kappa;&epsilon; ό&tau;&iota; &omicron;&iota; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; &chi;&rho;ό&nu;&iota;&alpha; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha; &beta;&iota;ώ&nu;&omicron;&upsilon;&nu; &chi;&epsilon;&iota;&rho;ό&tau;&epsilon;&rho;&alpha; &alpha;&nu;&alpha;&pi;&nu;&epsilon;&upsilon;&sigma;&iota;&tau;&kappa;ά &sigma;&upsilon;&mu;&pi;&tau;ώ&mu;&alpha;&tau;&alpha;, &kappa;&alpha;&iota; &epsilon;&kappa;&tau;ί&theta;&epsilon;&nu;&tau;&alpha;&iota; &sigma;&epsilon; &mu;&epsilon;&gamma;&alpha;&lambda;ύ&tau;&epsilon;&rho;&omicron; &kappa;ί&nu;&delta;&upsilon;&nu;&omicron; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&omega;&nu;. &Eta; &omicron;&mu;ά&delta;&alpha; &alpha;&upsilon;&tau;ή &chi;&rho;&epsilon;&iota;ά&zeta;&epsilon;&tau;&alpha;&iota; &kappa;&alpha;&lambda;ύ&tau;&epsilon;&rho;&alpha; &sigma;&tau;&omicron;&chi;&epsilon;&upsilon;&mu;έ&nu;&eta; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; έ&nu;&alpha;&nu;&tau;&iota; &tau;&eta;&sigmaf; &chi;&rho;ό&nu;&iota;&alpha;&sigmaf; &upsilon;&pi;&epsilon;&rho;&epsilon;&kappa;&kappa;&rho;ί&sigma;&epsilon;&omega;&sigmaf; &beta;&lambda;έ&nu;&eta;&sigmaf;, &kappa;&alpha;&iota; &delta;&iota;&alpha;&kappa;&omicron;&pi;ή &tau;&omicron;&upsilon; &kappa;&alpha;&pi;&nu;ί&sigma;&mu;&alpha;&tau;&omicron;&sigmaf;, &lambda;&omicron;&chi;&iota; &mu;ό&nu;&omicron; &gamma;&iota;&alpha; &tau;&eta;&nu; &beta;&epsilon;&lambda;&tau;ί&omega;&sigma;&eta; &tau;&omega;&nu; &sigma;&upsilon;&mu;&pi;&tau;&omega;&mu;ά&tau;&omega;&nu;, &alpha;&lambda;&lambda;ά &epsilon;&pi;ί&sigma;&eta;&sigmaf;, &kappa;&alpha;&iota; &gamma;&iota;&alpha; &tau;&eta;&nu; &mu;&epsilon;ί&omega;&sigma;&eta; &tau;&omicron;&upsilon; &kappa;&iota;&nu;&delta;ύ&nu;&omicron;&upsilon;, &tau;&eta; &beta;&epsilon;&lambda;&tau;ί&omega;&sigma;&eta; &tau;&eta;&sigmaf; &pi;&omicron;&iota;ό&tau;&eta;&tau;&alpha;&sigmaf; &zeta;&omega;ή&sigmaf; &kappa;&alpha;&iota; &tau;&eta;&sigmaf; &epsilon;&kappa;&beta;ά&sigma;&epsilon;&omega;&sigmaf; &tau;&eta;&sigmaf; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha;&sigmaf;.&nbsp;&Sigma;&epsilon; &sigma;&eta;&mu;&alpha;&nu;&tau;&iota;&kappa;ό &alpha;&rho;&iota;&theta;&mu;ό &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu; &mu;&epsilon; &chi;&rho;ό&nu;&iota;&alpha; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha; &kappa;&alpha;&iota; &epsilon;&pi;&alpha;&nu;&epsilon;&iota;&lambda;&eta;&mu;&mu;έ&nu;&epsilon;&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &epsilon;&nu;&tau;&omicron;&pi;&iota;&sigma;&tau;&omicron;ύ&nu; &beta;&rho;&omicron;&gamma;&chi;&epsilon;&kappa;&tau;&alpha;&sigma;ί&epsilon;&sigmaf;, &epsilon;ά&nu; &mu;&epsilon;&lambda;&epsilon;&tau;&eta;&theta;&omicron;ύ&nu; &mu;&epsilon; HRCT (<a href=\"#6\">&amp;</a>) &kappa;&alpha;&iota; &nu;&alpha; &epsilon;&upsilon;&rho;&epsilon;&theta;&omicron;ύ&nu; &epsilon;&pi;&omicron;&iota;&kappa;&iota;&sigma;&mu;έ&nu;&omicron;&iota; &mu;&epsilon; &delta;&upsilon;&nu;&eta;&tau;&iota;&kappa;ά &pi;&alpha;&theta;&omicron;&gamma;ό&nu;&omicron;&upsilon;&sigmaf; &mu;&iota;&kappa;&rho;&omicron;&omicron;&rho;&gamma;&alpha;&nu;&iota;&sigma;&mu;&omicron;ύ&sigmaf; <a href=\"http://www.ncbi.nlm.nih.gov/pubmed/21546440\">(&amp;</a>).<br />\n<a id=\"χαρφαιν\" name=\"χαρφαιν\"><strong><em>&chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&mu;ό&sigmaf; &phi;&alpha;&iota;&nu;&omicron;&tau;ύ&pi;&omega;&nu; </em></strong></a>&nbsp; &nbsp;&nbsp;<br />\n&Omicron;&iota; &tau;&rho;&epsilon;&iota;&sigmaf; &pi;&rho;&omicron;&eta;&gamma;&omicron;ύ&mu;&epsilon;&nu;&alpha; &pi;&epsilon;&rho;&iota;&gamma;&rho;&alpha;&phi;έ&nu;&tau;&epsilon;&sigmaf; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&omicron;&iota; &Chi;&Alpha;&Pi; (&omicron; &mu;&iota;&kappa;&tau;ό&sigmaf;, &omicron; &epsilon;&mu;&phi;&upsilon;&sigma;&eta;&mu;&alpha;&tau;&iota;&kappa;ό&sigmaf; &kappa;&alpha;&iota; &omicron; &beta;&rho;&omicron;&gamma;&chi;&iota;&tau;&iota;&delta;&iota;&kappa;ό&sigmaf;), &epsilon;ί&nu;&alpha;&iota; &alpha;&mu;&omicron;&iota;&beta;&alpha;ί&omega;&sigmaf; &alpha;&pi;&omicron;&kappa;&lambda;&epsilon;&iota;&sigma;&tau;&omicron;ί &kappa;&alpha;&iota; &eta; &delta;&iota;ά&gamma;&nu;&omega;&sigma;&eta; &beta;&alpha;&sigma;ί&zeta;&epsilon;&tau;&alpha;&iota; &sigma;&tau;&alpha; &pi;&lambda;έ&omicron;&nu; &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&iota;&tau;&kappa;ά &kappa;&lambda;&iota;&nu;&iota;&kappa;ά &epsilon;&upsilon;&rho;ή&mu;&alpha;&tau;&alpha; &kappa;&alpha;&iota; &tau;&eta;&nu; &epsilon;&upsilon;&kappa;&alpha;&mu;&psi;ί&alpha; &tau;&omega;&nu; &delta;&iota;&alpha;&gamma;&nu;&omega;&sigma;&tau;&iota;&kappa;ώ&nu; &kappa;&rho;&iota;&tau;&eta;&rho;ί&omega;&nu;. &omicron; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&sigmaf; &tau;&omega;&nu; &#39;&kappa;&alpha;&theta;΄έ&xi;&iota;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&omega;&nu;&#39;, &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &sigma;&upsilon;&nu;&upsilon;&pi;ά&rho;&chi;&epsilon;&iota; &mu;&epsilon; &tau;&omicron;&upsilon;&sigmaf; &pi;&rho;&omicron;&eta;&gamma;&omicron;ύ&mu;&epsilon;&nu;&alpha; &alpha;&nu;&alpha;&phi;&epsilon;&rho;ό&mu;&epsilon;&nu;&omicron;&upsilon;&sigmaf; 3 &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&upsilon;&sigmaf;, &sigma;&chi;&eta;&mu;&alpha;&tau;ί&zeta;&omicron;&nu;&tau;&alpha;&sigmaf;, έ&tau;&sigma;&iota;, 4 &phi;&alpha;&iota;&nu;&omicron;&tau;&upsilon;&pi;&iota;&kappa;&omicron;ύ&sigmaf; &sigma;&upsilon;&nu;&delta;&upsilon;&alpha;&sigma;&mu;&omicron;ύ&sigmaf;, &pi;&omicron;&upsilon; &chi;&rho;&epsilon;&iota;ά&zeta;&omicron;&nu;&tau;&alpha;&iota; &delta;&iota;&alpha;&phi;&omicron;&rho;&epsilon;&tau;&iota;&kappa;ή &delta;&iota;&alpha;&chi;&epsilon;ί&rho;&iota;&sigma;&eta; (<a href=\"#σχ1\">&sigma;&chi;ή&mu;&alpha; 1</a>),<br />\n<img alt=\"\" height=\"205\" src=\"data:image/png;base64,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\" style=\"margin: 1px 11px; float: left;\" width=\"325\" /></font></font></p>\n<p><font color=\"#0000ff\"><font color=\"#100000\"><a id=\"σχ3\" name=\"σχ3\">&sigma;&chi;ή&mu;&alpha; 5.</a> &Omicron;&iota; 4 &phi;&alpha;&iota;&nu;&omicron;&tau;&upsilon;&pi;&iota;&kappa;&omicron;ί &sigma;&upsilon;&nu;&delta;&upsilon;&alpha;&sigma;&mu;&omicron;ί &mu;&epsilon; &epsilon;&iota;&delta;&iota;&kappa;έ&sigmaf;, &kappa;&alpha;&theta;έ&nu;&alpha;&sigmaf;, &alpha;&pi;&alpha;&iota;&tau;ή&sigma;&epsilon;&iota;&sigmaf; &delta;&iota;&alpha;&chi;&epsilon;&iota;&rho;ί&sigma;&epsilon;&omega;&sigmaf;: [&alpha;] &tau;ύ&pi;&omicron;&sigmaf; &Alpha;: &Chi;&Alpha;&Pi; &chi;&omega;&rho;ί&sigmaf; &kappa;&alpha;&theta;΄έ&xi;&iota;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf;, &mu;&epsilon; &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha; ή &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha;. [&beta;] &Tau;ύ&pi;&omicron;&sigmaf; &Beta;: &mu;&iota;&kappa;&tau;ό&sigmaf; &tau;ύ&pi;&omicron;&sigmaf; &mu;&epsilon; ά&sigma;&theta;&mu;&alpha;, &mu;&epsilon; ή &chi;&omega;&rho;ί&sigmaf; &sigma;&upsilon;&chi;&nu;έ&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf;. [&gamma;] &Tau;ύ&pi;&omicron;&sigmaf; C: &kappa;&alpha;&theta;΄έ&xi;&iota;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; &mu;&epsilon; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ό &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha;. [&delta;] &Tau;ύ&pi;&omicron;&sigmaf; D: &kappa;&alpha;&theta; έ&xi;&iota;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; &mu;&epsilon; &chi;&rho;&omicron;&nu;ί&alpha; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha;</font></font></p>\n<p><font color=\"#0000ff\"><font color=\"#100000\">&sigma;ύ&mu;&phi;&omega;&nu;&alpha; &mu;&epsilon; &tau;&omicron;&nu; &alpha;&lambda;&gamma;ό&rho;&iota;&theta;&mu;0 1.</font></font></p>\n<p><font color=\"#0000ff\"><font color=\"#100000\"><img alt=\"\" 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\" style=\"width: 362px; height: 261px; margin: 1px 11px; float: left;\" />&delta;&iota;&alpha;&gamma;&nu;&omega;&sigma;&tau;&iota;&kappa;ό&sigmaf; &alpha;&lambda;&gamma;ό&rho;&iota;&theta;&mu;&omicron;&sigmaf; &tau;&omega;&nu; &kappa;&lambda;&iota;&nu;&iota;&kappa;ώ&nu; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omega;&nu; (<a href=\"http://www.archbronconeumol.org/en/spanish-copd-guidelines-gesepoc-pharmacological/articulo/90141688/\">&amp;</a>)<br />\n<a id=\"ασαφης\" name=\"ασαφης\"><strong>&pi;&epsilon;&rho;&iota;&pi;&tau;ώ&sigma;&epsilon;&iota;&sigmaf; &alpha;&sigma;&alpha;&phi;&omicron;ύ&sigmaf; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&upsilon; </strong></a><br />\n&Sigma;&tau;&iota;&sigmaf; &pi;&epsilon;&rho;&iota;&pi;&tau;ώ&sigma;&epsilon;&iota;&sigmaf; &pi;&omicron;&upsilon; &epsilon;ί&nu;&alpha;&iota; &delta;ύ&sigma;&kappa;&omicron;&lambda;&omicron; &nu;&alpha; &tau;&alpha;&xi;&iota;&nu;&omicron;&mu;&eta;&theta;&omicron;ύ&nu;, &epsilon;&pi;&epsilon;&iota;&delta;ή &epsilon;&mu;&phi;&alpha;&nu;ί&zeta;&omicron;&upsilon;&nu; &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ά &alpha;&pi;ό &pi;&epsilon;&rho;&iota;&sigma;&sigma;ό&tau;&epsilon;&rho;&omicron;&upsilon;&sigmaf; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&upsilon;&sigmaf;, &lambda;&alpha;&mu;&beta;ά&nu;&epsilon;&tau;&alpha;&iota; &upsilon;&pi; ό&psi;&eta; &tau;&omicron; &sigma;&eta;&mu;&alpha;&nu;&tau;&iota;&kappa;ό&tau;&epsilon;&rho;&omicron; &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ό. &Epsilon;&pi;ί &alpha;&sigma;&theta;&epsilon;&nu;&omicron;ύ&sigmaf; &sigma;&tau;&omicron;&nu; &omicron;&pi;&omicron;ί&omicron; &eta; HRCT έ&delta;&epsilon;&iota;&xi;&epsilon; &mu;&epsilon;&gamma;ά&lambda;&eta; &alpha;&nu;&alpha;&lambda;&omicron;&gamma;ί&alpha; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&iota;&kappa;&omicron;ύ &epsilon;&mu;&phi;&upsilon;&sigma;ή&mu;&alpha;&tau;&omicron;&sigmaf;, &epsilon;&nu;ώ &epsilon;&kappa;&epsilon;ί&nu;&omicron;&sigmaf; &epsilon;&mu;&phi;&alpha;&nu;ί&zeta;&epsilon;&iota; &upsilon;&pi;&epsilon;&rho;έ&kappa;&kappa;&rho;&iota;&sigma;&eta; &beta;&lambda;έ&nu;&nu;&eta;&sigmaf; &kappa;&alpha;&iota; &beta;ή&chi;&alpha;, &epsilon;ί&nu;&alpha;&iota; &pi;&rho;&omicron;&tau;&iota;&mu;ό&tau;&epsilon;&rho;&omicron; &nu;&alpha; &tau;&alpha;&xi;&iota;&nu;&omicron;&mu;&eta;&theta;&epsilon;ί &sigma;&tau;&eta;&nu; &kappa;&alpha;&tau;&eta;&gamma;&omicron;&rho;ί&alpha; D, &pi;&alpha;&rho;ά &sigma;&tau;&eta;&nu; &Alpha; ή D &lambda;ό&gamma;&omega; &tau;&omega;&nu; &alpha;&pi;&epsilon;&iota;&kappa;&omicron;&nu;&iota;&sigma;&tau;&iota;&kappa;ώ&nu; &tau;&omicron;&upsilon; &epsilon;&upsilon;&rho;&eta;&mu;ά&tau;&omega;&nu;.<a name=\"α\"><br />\n<strong>&Theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &tau;ύ&pi;&omicron;&upsilon; &Alpha; </strong></a><br />\n&Eta; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &alpha;&upsilon;&tau;&omicron;&upsilon; &tau;&omicron;&upsilon; &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&upsilon; &pi;&epsilon;&rho;&iota;&lambda;&alpha;&mu;&beta;ά&nu;&epsilon;&iota; 1 ή &delta;ύ&omicron; &beta;&rho;&omicron;&gamma;&chi;&omicron;&delta;&iota;&alpha;&sigma;&tau;&alpha;&lambda;&tau;&iota;&kappa;ά&nbsp; &alpha;&pi;ό &delta;&alpha;&iota;&phi;&omicron;&rho;&epsilon;&tau;&iota;&kappa;έ&sigmaf; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;έ&sigmaf; &omicron;&mu;ά&delta;&epsilon;&sigmaf;. &Sigma;&tau;&omicron;&upsilon;&sigmaf; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &pi;&omicron;&upsilon; &delta;&epsilon;&nu; &pi;&rho;&omicron;&sigma;έ&rho;&chi;&omicron;&nu;&tau;&alpha;&iota; &mu;&epsilon; &pi;&alpha;&rho;ό&xi;&upsilon;&nu;&sigma;&eta;, &delta;&epsilon;&nu; έ&chi;&omicron;&upsilon;&nu; έ&nu;&delta;&epsilon;&iota;&xi;&eta; &gamma;&iota;&alpha; &alpha;&nu;&tau;&iota;&phi;&lambda;&epsilon;&gamma;&mu;&omicron;&nu;ώ&delta;&epsilon;&sigmaf; ή &beta;&lambda;&epsilon;&nu;&nu;&omicron;&lambda;&upsilon;&tau;&iota;&kappa;ό &phi;ά&rho;&mu;&alpha;&kappa;&omicron;.<br />\n&Tau;&omicron; &pi;&rho;ώ&tau;&omicron; &beta;ή&mu;&alpha; &tau;&eta;&sigmaf; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha;&sigmaf; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi; &epsilon;ί&nu;&alpha;&iota; &tau;&alpha; &beta;&rho;&alpha;&chi;&epsilon;ί&alpha;&sigmaf; &delta;&rho;ά&sigma;&epsilon;&omega;&sigmaf; &beta;&rho;&omicron;&gamma;&chi;&omicron;&delta;&iota;&alpha;&sigma;&tau;&alpha;&lambda;&tau;&iota;&kappa;ά (&beta;&rho;&alpha;&chi;&epsilon;ί&alpha;&sigmaf; &delta;&rho;ά&sigma;&epsilon;&omega;&sigmaf; &beta;2-&delta;&iota;&epsilon;&gamma;έ&rho;&tau;&epsilon;&sigmaf; (SABA), (ό&pi;&omega;&sigmaf; &eta; &sigma;&alpha;&lambda;&beta;&omicron;&upsilon;&tau;&alpha;&mu;ό&lambda;&eta; ή &eta; &tau;&epsilon;&rho;&beta;&omicron;&upsilon;&tau;&alpha;&lambda;ί&nu;&eta;) ή &alpha;&nu;&tau;&iota;&chi;&omicron;&lambda;&iota;&nu;&epsilon;&rho;&gamma;&iota;&kappa;ά (SAMA). &Epsilon;&pi;&iota;&pi;&lambda;έ&omicron;&nu;, &tau;&alpha; &phi;ά&rho;&mu;&alpha;&kappa;&alpha; &alpha;&upsilon;&tau;ά, &pi;&rho;&omicron;&sigma;&tau;&iota;&theta;έ&mu;&epsilon;&nu;&alpha; &sigma;&tau;&eta; &beta;&alpha;&sigma;&iota;&kappa;ή &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha;, &kappa;&alpha;&tau;΄&epsilon;&pi;ί&kappa;&lambda;&iota;&sigma;&eta;, &alpha;&pi;&omicron;&tau;&epsilon;&lambda;&omicron;ύ&nu; &pi;&rho;ώ&tau;&eta;&sigmaf; &gamma;&rho;&alpha;&mu;&mu;ή&sigmaf; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha;, &sigma;&epsilon; &omicron;&pi;&omicron;&iota;&omicron;&delta;ή&pi;&omicron;&tau;&epsilon; &sigma;&tau;ά&delta;&iota;&omicron; &tau;&eta;&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf; (<a href=\"#7\">&amp;</a>). &Epsilon;&alpha;&nu; &omicron; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ή&sigmaf; έ&chi;&epsilon;&iota; &sigma;&upsilon;&chi;&nu;ά &sigma;&upsilon;&mu;&pi;&tau;ώ&mu;&alpha;&tau;&alpha;, &chi;&rho;&epsilon;&iota;ά&zeta;&epsilon;&tau;&alpha;&iota; &sigma;&upsilon;&chi;&nu;ή &chi;&omicron;&rho;ή&gamma;&eta;&sigma;&eta; SAB&Alpha;, ή &epsilon;&mu;&phi;&alpha;&nu;ί&zeta;&epsilon;&iota; &delta;&upsilon;&sigma;&alpha;&nu;&omicron;&chi;ή &sigma;&tau;&eta;&nu; ά&sigma;&kappa;&eta;&sigma;&eta; &eta; &chi;&omicron;&rho;ή&gamma;&eta;&sigma;&eta; &kappa;&alpha;&nu;&omicron;&nu;&iota;&kappa;ή&sigmaf; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha;&sigmaf; &epsilon;ί&nu;&alpha;&iota; &alpha;&pi;&alpha;&rho;&alpha;ί&tau;&eta;&tau;&eta;. &Sigma;&tau;&iota;&sigmaf; &pi;&epsilon;&rho;&iota;&pi;&tau;ώ&sigma;&epsilon;&iota;&sigmaf; &alpha;&upsilon;&tau;έ&sigmaf; &pi;&rho;έ&pi;&epsilon;&iota; &nu;&alpha; &tau;&omicron;&upsilon; &chi;&omicron;&rho;&eta;&gamma;&eta;&theta;&epsilon;ί έ&nu;&alpha; &mu;&alpha;&kappa;&rho;ά&sigmaf; &delta;&rho;ά&sigma;&epsilon;&omega;&sigmaf; &beta;&rho;&omicron;&gamma;&chi;&omicron;&delta;&iota;&alpha;&sigma;&tau;&alpha;&lambda;&tau;&iota;&kappa;ό.</font></font><font color=\"#0000ff\"><font color=\"#100000\"><strong><a id=\"β\" name=\"β\"><br />\n&theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi; &tau;ύ&pi;&omicron;&upsilon; &Beta;</a></strong><br />\n&Epsilon;ί&nu;&alpha;&iota; &pi;&iota;&theta;&alpha;&nu;ό&nu; ό&tau;&iota; έ&nu;&alpha;&sigmaf; &alpha;&sigma;&theta;&epsilon;&nu;ή&sigmaf; &mu;&epsilon; &Chi;&Alpha;&Pi; &mu;&iota;&kappa;&tau;&omicron;ύ &tau;ύ&pi;&omicron;&upsilon;, &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &kappa;&alpha;&tau;&alpha;&chi;&omega;&rho;&eta;&theta;&epsilon;ί &omega;&sigmaf; &alpha;&sigma;&theta;&mu;&alpha;&tau;&iota;&kappa;ό&sigmaf; &kappa;&alpha;&pi;&nu;&iota;&sigma;&tau;ή&sigmaf;, &chi;&omega;&rho;ί&sigmaf; &pi;&lambda;ή&rho;&eta; &alpha;&nu;&alpha;&sigma;&tau;&rho;&epsilon;&psi;&iota;&mu;ό&tau;&eta;&tau;&alpha; &tau;&omicron;&upsilon; &beta;&rho;&omicron;&gamma;&chi;&omicron;&sigma;&pi;ά&sigma;&mu;&omicron;&upsilon; &tau;&omicron;&upsilon; (<a href=\"#8\">&amp;</a>). &Tau;&omicron; &chi;&alpha;&rho;&alpha;&kappa;&tau;&eta;&rho;&iota;&sigma;&tau;&iota;&kappa;ό &tau;&omicron;&upsilon;&sigmaf; &epsilon;ί&nu;&alpha;&iota; ό&tau;&iota; &epsilon;&mu;&phi;&alpha;&nu;ί&zeta;&omicron;&upsilon;&nu; &eta;&omega;&sigma;&iota;&nu;&omicron;&phi;&iota;&lambda;&iota;&kappa;ή &phi;&lambda;&epsilon;&gamma;&mu;&omicron;&nu;ή &tau;&omega;&nu; &alpha;&epsilon;&rho;&alpha;&gamma;&omega;&gamma;ώ&nu;, &sigma;&tau;&eta;&nu; &omicron;&pi;&omicron;ί&alpha; &alpha;&pi;&omicron;&delta;ί&delta;&epsilon;&tau;&alpha;&iota; &eta; &mu;&epsilon;&gamma;&alpha;&lambda;ύ&tau;&epsilon;&rho;&eta; &sigma;&pi;&iota;&rho;&omicron;&mu;&epsilon;&tau;&rho;&iota;&kappa;ή &kappa;&alpha;&iota; &kappa;&lambda;&iota;&nu;&iota;&kappa;ή &alpha;&pi;ά&nu;&tau;&eta;&sigma;&eta; &sigma;&tau;&alpha; &epsilon;&iota;&sigma;&pi;&nu;&epsilon;ό&mu;&epsilon;&nu;&alpha; &gamma;&lambda;&upsilon;&kappa;&omicron;&kappa;&omicron;&rho;&tau;&iota;&kappa;&omicron;&epsilon;&iota;&delta;ή (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/11069811\">&amp;</a>,<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/17301099\">&amp;</a>). &Eta; &chi;&rho;ή&sigma;&eta; iCS &pi;&alpha;ό &kappa;&omicron;&iota;&nu;&omicron;ύ &mu;&epsilon; LABD &delta;&iota;&lambda;&alpha;&iota;&omicron;&lambda;&omicron;&gamma;&epsilon;ί&tau;&alpha;&iota; &omega;&sigmaf; &pi;&rho;ώ&tau;&eta;&sigmaf; &gamma;&rho;&alpha;&mu;&mu;ή&sigmaf; &phi;ά&rho;&mu;&alpha;&kappa;&omicron;, &sigma;&tau;&omicron; &epsilon;&pi;ί&epsilon;&pi;&delta;&omicron; &beta;&alpha;&rho;ύ&tau;&eta;&tau;&alpha;&sigmaf; &Iota; &kappa;&alpha;&iota; &Iota;&Iota;, &mu;&epsilon; &sigma;&tau;ό&chi;&omicron; &tau;&eta; &beta;&lambda;&epsilon;&tau;ί&omega;&sigma;&eta; &tau;&eta;&sigmaf; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ή&sigmaf; &lambda;&epsilon;&iota;&tau;&omicron;&upsilon;&rho;&gamma;ί&alpha;&sigmaf;, &tau;&omega;&nu; &alpha;&nu;&alpha;&pi;&nu;&epsilon;&upsilon;&sigma;&tau;&iota;&kappa;ώ&nu; &sigma;&upsilon;&mu;&pi;&tau;&omega;&mu;ά&tau;&omega;&nu;, &kappa;&alpha;&iota; &tau;&eta;&sigmaf; &mu;&epsilon;&iota;ώ&sigma;&epsilon;&omega;&sigmaf; &tau;&omega;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&omega;&nu;, &epsilon;ά&nu; &kappa;&alpha;&tau;&alpha;&gamma;&rho;ά&phi;&omega;&nu;&tau;&alpha;&iota; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/19750192\">&amp;</a>, <a href=\"http://www.ncbi.nlm.nih.gov/pubmed/21440355\">&amp;</a>). &Sigma;&epsilon; &pi;&epsilon;&rho;&iota;&pi;&tau;ώ&sigma;&epsilon;&iota;&sigmaf; &mu;&epsilon;&gamma;&alpha;&lambda;ύ&tau;&epsilon;&rho;&eta;&sigmaf; &sigma;&omicron;&beta;&alpha;&rho;ό&tau;&eta;&tau;&alpha;&sigmaf;, ό&pi;&omega;&sigmaf; &sigma;&tau;&alpha; &sigma;&tau;ά&delta;&iota;&alpha; &Iota;&Iota;&Iota; &kappa;&alpha;&iota; IV, &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &kappa;&alpha;&tau;&alpha;&sigma;&tau;&epsilon;ί&alpha; &alpha;&nu;&alpha;&gamma;&kappa;&alpha;ί&omicron; &nu;&alpha; &chi;&omicron;&rho;&eta;&gamma;&eta;&theta;&epsilon;ί &tau;&rho;&iota;&pi;&lambda;ή &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha;, ICS/LABA +LAMA. &Eta; &tau;&rho;&iota;&pi;&lambda;ή &theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; έ&chi;&epsilon;&iota; &alpha;&pi;&omicron;&delta;&epsilon;&iota;&chi;&theta;&epsilon;ί &alpha;&pi;&omicron;&delta;&omicron;&tau;&iota;&kappa;ή &sigma;&epsilon; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; &Chi;&Alpha;&Pi;, &omicron;&iota; &omicron;&pi;&omicron;ί&omicron;&iota; &epsilon;&mu;&phi;&alpha;&nu;ί&zeta;&omicron;&upsilon;&nu; &sigma;&eta;&mu;&alpha;&nu;&tau;&iota;&kappa;ή &alpha;&nu;&alpha;&sigma;&tau;&rho;&epsilon;&psi;&iota;&mu;ό&tau;&eta;&tau;&alpha; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/19644045\">&amp;</a>). &Epsilon;&pi;&iota;&pi;&lambda;έ&omicron;&nu;, &tau;&omicron; &tau;&iota;&omicron;&tau;&rho;ό&pi;&iota;&omicron; έ&chi;&epsilon;&iota; &alpha;&pi;&omicron;&delta;&epsilon;&iota;&chi;&theta;&epsilon;ί &alpha;&pi;&omicron;&tau;&epsilon;&lambda;&epsilon;&sigma;&mu;&alpha;&tau;&iota;&kappa;ό &sigma;&epsilon; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; ά&sigma;&theta;&mu;&alpha; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/20979471\">&amp;</a>).&nbsp; &Epsilon;&pi;&iota;&pi;&lambda;έ&omicron;&nu;, &sigma;&epsilon; &alpha;&kappa;ό&mu;&eta; &sigma;&omicron;&beta;&alpha;&rho;ό&tau;&epsilon;&rho;&epsilon;&sigmaf; &kappa;&alpha;&tau;&alpha;&sigma;&tau;ά&sigma;&epsilon;&iota;&sigmaf;, ό&pi;&omega;&sigmaf; &sigma;&tau;ά&delta;&iota;&omicron; IV, &mu;&pi;&omicron;&rho;&epsilon;ί &nu;&alpha; &pi;&rho;&omicron;&sigma;&tau;&epsilon;&theta;&epsilon;ί &theta;&epsilon;&omicron;&phi;&upsilon;&lambda;&lambda;ί&nu;&eta;, &alpha;&kappa;ό&mu;&eta; &kappa;&alpha;&iota; &rho;&omicron;&phi;&lambda;&omicron;&upsilon;&mu;&iota;&lambda;ά&sigma;&tau;&eta;, &epsilon;ά&nu; &pi;&rho;ό&kappa;&epsilon;&iota;&tau;&alpha;&iota; &gamma;&iota;&alpha; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; &upsilon;&pi;&epsilon;&rho;&beta;&omicron;&lambda;&iota;&kappa;ά &pi;&alpha;&rho;&alpha;&gamma;&omega;&gamma;&iota;&kappa;ό &beta;ή&chi;&alpha; &kappa;&alpha;&iota; &upsilon;&pi;&epsilon;&rho;έ&kappa;&rho;&iota;&sigma;&eta;. &Delta;&epsilon;&nu; &upsilon;&pi;ά&rho;&chi;&omicron;&upsilon;&nu; &epsilon;&iota;&delta;&iota;&kappa;έ&sigmaf; &mu;&epsilon;&lambda;έ&tau;&epsilon;&sigmaf; &gamma;&iota;&alpha; &tau;&eta;&nu; &alpha;&pi;ό&delta;&omicron;&sigma;&eta; &kappa;&alpha;&iota; &tau;&eta;&nu; &alpha;&sigma;&phi;ά&lambda;&epsilon;&iota;&alpha; &tau;&omega;&nu; &phi;&alpha;&rho;&mu;ά&kappa;&omega;&nu; &alpha;&upsilon;&tau;ώ&nu;, &sigma;&epsilon; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; &sigma;&omicron;&beta;&alpha;&rho;ή &Chi;&Alpha;&Pi; &mu;&iota;&kappa;&tau;&omicron;ύ &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&upsilon;.</font></font><font color=\"#0000ff\"><font color=\"#100000\"><strong><a id=\"γ\" name=\"γ\"><br />\n&Theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &tau;ύ&pi;&omicron;&upsilon; C: &kappa;&alpha;&theta;΄έ&xi;&iota;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; &epsilon;&pi;ί &epsilon;&mu;&phi;&upsilon;&sigma;ή&mu;&alpha;&tau;&omicron;&sigmaf;</a></strong></font></font><br />\n<font color=\"#0000ff\"><font color=\"#100000\">&kappa;&alpha;&theta;΄έ&xi;&iota;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf;-&pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ό &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha;. &Omicron;&iota; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; &pi;&nu;&epsilon;&upsilon;&mu;&omicron;&nu;&iota;&kappa;ό &epsilon;&mu;&phi;ύ&sigma;&eta;&mu;&alpha; &mu;&pi;&omicron;&rho;&epsilon;ί, &epsilon;&pi;ί&sigma;&eta;&sigmaf;, &nu;&alpha; &epsilon;&mu;&phi;&alpha;&nu;ί&zeta;&omicron;&upsilon;&nu; &sigma;&upsilon;&chi;&nu;έ&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; &kappa;&alpha;&iota; &chi;&rho;&epsilon;&iota;ά&zeta;&omicron;&nu;&tau;&iota;&alpha;&theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &pi;&omicron;&upsilon; &alpha;&pi;&omicron;&sigma;&kappa;&omicron;&pi;&epsilon;ί &sigma;&tau;&eta; &mu;&epsilon;ί&omega;&sigma;&eta; &tau;&omega;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&omega;&nu; &kappa;&alpha;&iota; &nu;&alpha; &beta;&lambda;&epsilon;&tau;&iota;ώ&nu;&epsilon;&iota; ά&lambda;&lambda;&epsilon;&sigmaf; &pi;&alpha;&rho;&alpha;&mu;έ&tau;&rho;&omicron;&upsilon;&sigmaf; &tau;&eta;&sigmaf; &pi;&alpha;&theta;ή&sigma;&epsilon;&omega;&sigmaf;. &Tau;&alpha; LABD &epsilon;ί&nu;&alpha;&iota; &phi;ά&rho;&mu;&alpha;&kappa;&alpha; &epsilon;&kappa;&lambda;&omicron;&gamma;ή&sigmaf; &gamma;&iota;&alpha; &tau;&alpha; &sigma;&tau;ά&delta;&iota;&alpha; &beta;&alpha;&rho;ύ&tau;&eta;&tau;&alpha;&sigmaf; &Iota;-&Iota;&Iota;, &tau;&alpha; &omicron;&pi;&omicron;ί&alpha; &mu;ό&nu;&alpha; &tau;&omicron;&upsilon;&sigmaf; ή &sigma;&epsilon; &sigma;&upsilon;&nu;&delta;&upsilon;&alpha;&sigma;&mu;ό &epsilon;ί&nu;&alpha;&iota; &delta;&rho;&alpha;&sigma;&tau;&iota;&kappa;ά &sigma;&tau;&eta; &mu;&epsilon;ί&omega;&sigma;&eta; &tau;&omega;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&omega;&nu;. &Sigma;&epsilon; &mu;&epsilon;&rho;&iota;&kappa;έ&sigmaf; &pi;&epsilon;&rho;&iota;&pi;&tau;ώ&sigma;&epsilon;&iota;&sigmaf; &epsilon;ί&nu;&alpha;&iota; &alpha;&nu;&epsilon;&pi;&alpha;&rho;&kappa;ή &kappa;&alpha;&iota; &chi;&rho;&epsilon;&iota;ά&zeta;&epsilon;&tau;&alpha;&iota; &epsilon;&nu;ί&sigma;&chi;&upsilon;&sigma;&eta; &tau;&eta;&sigmaf; &phi;&alpha;&rho;&mu;&alpha;&kappa;&epsilon;&upsilon;&tau;&iota;&kappa;ή&sigmaf; &alpha;&gamma;&omega;&gamma;ή&sigmaf;. </font></font><font color=\"#0000ff\"><font color=\"#100000\"><strong><a id=\"δ\" name=\"δ\"><br />\n&Theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &tau;ύ&pi;&omicron;&upsilon; D: &kappa;&alpha;&theta; έ&xi;&iota;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf; &epsilon;&pi;ί &chi;&rho;ό&nu;&iota;&alpha;&sigmaf; &beta;&rho;&omicron;&gamma;&chi;ί&tau;&iota;&delta;&alpha;&sigmaf; </a></strong><br />\n&Eta; &pi;&alpha;&rho;&omicron;&upsilon;&sigma;ί&alpha; &beta;ή&chi;&alpha; &kappa;&alpha;&iota; &chi;&rho;ό&nu;&iota;&alpha;&sigmaf; &alpha;&pi;&omicron;&chi;&rho;έ&mu;&psi;&epsilon;&omega;&sigmaf; &epsilon;ί&nu;&alpha;&iota; &gamma;&nu;&omega;&sigma;&tau;ό&sigmaf; &pi;&alpha;&rho;ά&gamma;&omicron;&nu;&tau;&alpha;&sigmaf;, &pi;&rho;&omicron;&kappa;&lambda;&eta;&tau;&iota;&kappa;ό&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&sigma;&epsilon;&omega;&nu; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/21353517\">&amp;</a>). &Tau;&omicron; &pi;&rho;ώ&tau;&omicron; &beta;ή&mu;&alpha; &sigma;&tau;&eta;&nu; &alpha;&nu;&tau;&iota;&mu;&epsilon;&tau;ώ&pi;&iota;&sigma;&eta; &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu; &sigma;&tau;&alpha;&delta;ί&omicron;&upsilon; &Iota; &epsilon;ί&nu;&alpha;&iota; &eta; &chi;&omicron;&rho;ή&gamma;&eta;&sigma;&eta; LABD &lambda;ό&gamma;&omega; &tau;&eta;&sigmaf; &iota;&kappa;&alpha;&nu;ό&tau;&eta;&tau;ά &tau;&omicron;&upsilon;&sigmaf; &nu;&alpha; &mu;&epsilon;&iota;ώ&nu;&omicron;&upsilon;&nu; &tau;&iota;&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&iota;&sigmaf;, &Sigma;&tau;&omicron; &sigma;&tau;ά&delta;&iota;&omicron; &Iota;&Iota; &chi;&omicron;&rho;&eta;&gamma;&omicron;ύ&nu;&tau;&alpha;&iota; &delta;ύ&omicron; &phi;ά&rho;&mu;&alpha;&kappa;&alpha; LABD ή έ&nu;&alpha; LABD + &alpha;&nu;&tau;&iota;&phi;&lambda;&epsilon;&gamma;&mu;&omicron;&nu;ώ&delta;&epsilon;&sigmaf;, &epsilon;ί&tau;&epsilon; ICS ή &rho;&omicron;&phi;&lambda;&omicron;&upsilon;&mu;&iota;&lambda;ά&sigma;&tau;&eta;</font></font><br />\n<font color=\"#0000ff\"><font color=\"#100000\"><u><strong>&beta;&lambda;έ&pi;&epsilon;, &epsilon;&pi;ί&sigma;&eta;&sigmaf;, &sigma;&chi;&epsilon;&tau;&iota;&kappa;ά &lambda;ή&mu;&mu;&alpha;&tau;&alpha;</strong></u></font></font><br />\n<font color=\"#0000ff\"><font color=\"#100000\"><strong><a href=\"http://respi-gam.net/node/5058\"><em>&beta;&lambda;&epsilon;&nu;&nu;&omicron;&lambda;&upsilon;&tau;&iota;&kappa;ά</em></a></strong></font></font><br />\n<font color=\"#0000ff\"><font color=\"#100000\"><strong><a href=\"http://respi-gam.net/node/5244#LADs\"><em>&mu;&alpha;&kappa;&rho;ά&sigmaf; &delta;&rho;ά&sigma;&epsilon;&omega;&sigmaf; &beta;&rho;&omicron;&gamma;&chi;&omicron;&delta;&iota;&alpha;&sigma;&tau;&alpha;&lambda;&tau;&iota;&kappa;ά</em></a></strong></font></font><br />\n<font color=\"#0000ff\"><font color=\"#100000\"><strong><a href=\"http://respi-gam.net/node/5246#θεο\">&theta;&epsilon;&omicron;&phi;&upsilon;&lambda;&lambda;ί&nu;&eta;</a></strong></font></font><br />\n<font color=\"#0000ff\"><font color=\"#100000\"><strong><a href=\"http://respi-gam.net/node/5545\">&theta;&epsilon;&rho;&alpha;&pi;&epsilon;ί&alpha; &upsilon;&pi;&omicron;&kappa;&alpha;&tau;&alpha;&sigma;&tau;ά&sigma;&epsilon;&omega;&sigmaf; &mu;&epsilon; &kappa;&epsilon;&kappa;&alpha;&theta;&alpha;&rho;&mu;έ&nu;&eta; &alpha;1&Alpha;&Tau;</a></strong></font></font><br />\n<font color=\"#0000ff\"><font color=\"#100000\"><strong>&eta; &pi;&omicron;&rho;&epsilon;ί&alpha; &pi;&rho;&omicron;&sigmaf; &tau;&eta;&nu; &epsilon;&xi;&alpha;&tau;&omicron;&mu;&iota;&kappa;&epsilon;&upsilon;&mu;έ&nu;&eta; &Iota;&alpha;&tau;&rho;&iota;&kappa;ή &sigma;&tau;&eta; &Chi;&Alpha;&Pi; (<a href=\"http://respi-gam.net/node/5568#64\">&amp;</a>)</strong></font></font><br />\n<font color=\"#0000ff\"><font color=\"#100000\"><strong>&omicron;&iota; &beta;&iota;&omicron;&delta;&epsilon;ί&kappa;&tau;&epsilon;&sigmaf; &sigma;&tau;&eta; &Chi;&Alpha;&Pi;: &sigma;ύ&gamma;&chi;&upsilon;&sigma;&eta; ή ό&phi;&epsilon;&lambda;&omicron;&sigmaf;; (<a href=\"http://www.ncbi.nlm.nih.gov/pubmed/24532968\'\">&amp;</a>)</strong></font></font><br />\n<font color=\"#0000ff\"><font color=\"#100000\"><strong>&eta; &sigma;&upsilon;&mu;&beta;&omicron;&lambda;ή &tau;&omega;&nu; &phi;&alpha;&iota;&nu;&omicron;&tau;ύ&pi;&omega;&nu; &sigma;&tau;&eta;&nu; &pi;&omicron;&rho;&epsilon;ί&alpha; &pi;&rho;&omicron;&sigmaf; &mu;&iota;&alpha; &epsilon;&xi;&alpha;&tau;&omicron;&mu;&iota;&kappa;&epsilon;&upsilon;&mu;έ&nu;&eta; &Iota;&alpha;&tau;&rho;&iota;&kappa;ή &sigma;&tau;&eta; &Chi;&Alpha;&Pi; (<a href=\"http://respi-gam.net/node/5568#64\">&amp;</a>,<a href=\"http://respi-gam.net/node/5568#65\">&nbsp;&amp;</a>). </strong></font></font><br />\n<font color=\"#0000ff\"><font color=\"#100000\"><strong>&omicron;&iota; &beta;&iota;&omicron;&delta;&epsilon;ί&tau;&iota;&kappa;&epsilon;&sigmaf; &sigma;&tau;&eta; &Chi;&Alpha;&Pi;&nbsp;(<a href=\"http://respi-gam.net/node/5568#63\">&amp;</a>,&nbsp;)</strong></font></font><br />\n<font color=\"#0000ff\"><font color=\"#100000\"><strong><a href=\"http://respi-gam.net/node/5388#%CE%B2%CF%81%CE%B4%CF%81\"><em>&beta;&rho;&alpha;&chi;&epsilon;ί&alpha;&sigmaf; &delta;&rho;ά&sigma;&epsilon;&omega;&sigmaf; &alpha;&nu;&tau;&iota;&chi;&omicron;&lambda;&iota;&nu;&epsilon;&rho;&gamma;&iota;&kappa;ά (&alpha;&nu;&tau;&iota;&mu;&omicron;&upsilon;&sigma;&kappa;&alpha;&rho;&iota;&nu;&iota;&kappa;ά) &phi;&alpha;&rho;&mu;ά&kappa;&alpha;</em></a></strong></font></font><br />\n<font color=\"#0000ff\"><font color=\"#100000\"><strong><em><a href=\"http://respi-gam.net/node/5388#μακδρ\">&pi;&alpha;&rho;&alpha;&tau;&epsilon;&tau;&alpha;&mu;έ&nu;&eta;&sigmaf; &delta;&rho;ά&sigma;&epsilon;&omega;&sigmaf; &alpha;&nu;&tau;&iota;&chi;&omicron;&lambda;&iota;&nu;&epsilon;&rho;&gamma;&iota;&kappa;ά&nbsp; &phi;ά&rho;&mu;&alpha;&kappa;&alpha;</a></em></strong></font></font><br />\n<font color=\"#0000ff\"><font color=\"#100000\"><strong><a href=\"http://respi-gam.net/node/5313#αντιβ\">&epsilon;&iota;&sigma;&pi;&nu;&epsilon;ό&mu;&epsilon;&nu;&alpha; &sigma;&tau;&epsilon;&rho;&omicron;&epsilon;&iota;&delta;ή <em>&alpha;&nu;&tau;&iota;&beta;&iota;&omicron;&tau;&iota;&kappa;ά &sigma;&tau;&eta; &sigma;&tau;&alpha;&theta;&epsilon;&rho;&omicron;&pi;&omicron;&iota;&eta;&mu;έ&nu;&eta; &Chi;&Alpha;&Pi;&nbsp; </em></a></strong><a id=\"θεραλγ\" name=\"θεραλγ\">&theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;&omicron;ί &alpha;&lambda;&gamma;ό&rho;&iota;&theta;&mu;&omicron;&iota; &sigma;&tau;&eta; &Chi;&Alpha;&Pi;&nbsp; </a><br />\n&Sigma;&tau;&eta;&nu; &epsilon;&pi;&iota;&kappa;&alpha;&iota;&rho;&omicron;&pi;&omicron;&iota;&eta;&mu;έ&nu;&eta; &delta;&eta;&mu;&omicron;&sigma;ί&epsilon;&upsilon;&sigma;&eta; &tau;&eta;&sigmaf; GOLD (<a href=\"http://www.goldcopd.com/\">&amp;</a>) έ&chi;&omicron;&upsilon;&nu; &epsilon;&nu;&sigma;&omega;&mu;&alpha;&tau;&omega;&theta;&epsilon;ί &mu;&epsilon;&rho;&iota;&kappa;έ&sigmaf; &alpha;&lambda;&lambda;&alpha;gέ&sigmaf; &omega;&sigmaf; &pi;&rho;&omicron;&sigmaf; &tau;&omicron;&nu; &tau;&rho;ό&pi;&omicron; &tau;&omicron;&upsilon; &sigma;&chi;&epsilon;&delta;&iota;&alpha;&mu;&sigma;&omicron;ύ &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;ώ&nu; &pi;&rho;&omicron;&gamma;&rho;&alpha;&mu;&mu;ά&tau;&omega;&nu; &sigma;&tau;&omicron;&upsilon;&sigmaf; &alpha;&sigma;&theta;&epsilon;&nu;&epsilon;ί&sigmaf; &mu;&epsilon; &Chi;&Alpha;&Pi;, &epsilon;&nu;ώ, &epsilon;&pi;&iota;&pi;&lambda;ό&epsilon;&nu;, ά&lambda;&lambda;&omicron;&iota; &epsilon;&pi;&iota;&sigma;&tau;&eta;&mu;&omicron;&nu;&iota;&kappa;&omicron;ί &phi;&omicron;&rho;&epsilon;ί&sigmaf; έ&chi;&omicron;&upsilon;&nu; &epsilon;&iota;&sigma;&phi;έ&rho;&epsilon;&iota; &mu;&epsilon; &tau;&iota;&sigmaf; &delta;&iota;&kappa;έ&sigmaf; &tau;&omicron;&upsilon;&sigmaf; &pi;&rho;&omicron;&tau;ά&sigma;&epsilon;&iota;&sigmaf; (<a href=\"#11\">&amp;</a>, <a href=\"http://www.archbronconeumol.org/en/spanish-copd-guidelines-gesepoc-pharmacological/articulo/90141688/#bib8\">&amp;</a>). &Sigma;ύ&mu;&phi;&omega;&nu;&alpha; &mu;&epsilon; &tau;&iota;&sigmaf; &upsilon;&pi;&omicron;&delta;&epsilon;ί&xi;&epsilon;&iota;&sigmaf; &tau;&eta;&sigmaf; GOLD, 2013, &gamma;&iota;&alpha; &tau;&omicron; &theta;&epsilon;&rho;&alpha;&pi;&epsilon;&upsilon;&tau;&iota;&kappa;ό &sigma;&chi;&epsilon;&delta;&iota;&alpha;&sigma;&mu;ό &tau;&omega;&nu; &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu; &mu;&epsilon; &Chi;&Alpha;&Pi;, &pi;&rho;έ&pi;&epsilon;&iota; &nu;&alpha; &lambda;&eta;&phi;&theta;&omicron;ύ&nu; &upsilon;&pi;΄ό&psi;&eta; ό&chi;&iota; &mu;ό&nu;&omicron; &omicron; FEV1, ό&pi;&omega;&sigmaf; &sigma;&upsilon;&nu;&eta;&theta;&iota;&zeta;ό&tau;&alpha;&nu; &sigma;&tau;&omicron; &pi;&alpha;&rho;&epsilon;&lambda;&theta;ό&nu;, &alpha;&lambda;&lambda;ά &pi;έ&rho;&alpha;&nu; &tau;&omicron;&upsilon; &sigma;&tau;&alpha;&delta;ί&omicron;&upsilon;, &tau;&alpha; &sigma;&upsilon;&mu;&pi;&tau;ώ&mu;&alpha;&tau;&alpha;, &eta; &pi;&omicron;&iota;ό&tau;&eta;&tau;&alpha; &zeta;&omega;ή&sigmaf;, &kappa;&alpha;&iota; &eta; &sigma;&upsilon;&chi;&nu;ό&tau;&eta;&tau;&alpha; &tau;&omega;&nu; &pi;&alpha;&rho;&omicron;&xi;ύ&nu;&sigma;&epsilon;&omega;&nu; (&pi;&epsilon;&rho;&iota;&sigma;&sigma;ό&tau;&epsilon;&rho;&epsilon;&sigmaf; &pi;&alpha;&rho;&omicron;&xi;ύ&sigma;&nu;&epsilon;&iota;&sigmaf; &kappa;&alpha;&iota; &pi;&epsilon;&rho;&iota;&sigma;&sigma;ό&tau;&epsilon;&rho;&eta; &pi;&upsilon;ώ&delta;&eta;&sigmaf; &alpha;&pi;ό&chi;&rho;&epsilon;&mu;&psi;&eta;, &pi;&rho;&omicron;&sigma;&alpha;&nu;&alpha;&tau;&omicron;&lambda;ί&zeta;&epsilon;&iota; &pi;&rho;&omicron;&sigmaf; &tau;&eta;&nu; &chi;&omicron;&rho;ή&gamma;&eta;&sigma;&eta; &Iota;CS, &epsilon;&nu;ώ &delta;&iota;&alpha;&lambda;&epsilon;ί&pi;&omicron;&nu;&tau;&alpha; &sigma;&upsilon;&mu;&pi;&tau;ώ&mu;&alpha;&tau;&alpha;, &alpha;&lambda;&lambda;ά &delta;&upsilon;&sigma;&alpha;&nu;&omicron;&chi;ή &sigma;&tau;&eta;&nu; ά&sigma;&kappa;&eta;&sigma;&eta;, &pi;&rho;&omicron;&sigma;&alpha;&nu;&alpha;&tau;&omicron;&lambda;ί&zeta;&epsilon;&iota; &sigma;&tau;&eta; &chi;&omicron;&rho;ή&gamma;&eta;&sigma;&eta; LAMA. &Sigma;&upsilon;&nu;&omicron;&sigma;&eta;&rho;ό&tau;&eta;&tau;&epsilon;, ό&pi;&omega;&sigmaf; &omicron; &sigma;&alpha;&kappa;&chi;&alpha;&rho;ώ&delta;&eta;&sigmaf; &delta;&iota;&alpha;&beta;ή&tau;&eta;&sigmaf;, &epsilon;&gamma;&epsilon;ί&rho;&epsilon;&iota; &tau;&omicron; &epsilon;&nu;&delta;&epsilon;&chi;ό&mu;&epsilon;&nu;&omicron; &chi;&omicron;&rho;&eta;&gamma;ή&sigma;&epsilon;&omega;&sigmaf; &alpha;&nu;&alpha;&sigma;&tau;&omicron;&lambda;έ&omega;&nu; &tau;&omega;&nu; &upsilon;&pi;&omicron;&delta;&omicron;&chi;έ&omega;&nu; &lambda;&epsilon;&upsilon;&kappa;&omicron;&tau;&rho;&iota;&epsilon;&nu;ί&omega;&nu; &kappa;&lambda;&pi;). &nbsp; &nbsp;</font></font></p>\n<p><font color=\"#0000ff\"><font color=\"#100000\">&nbsp; <img alt=\"\" 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\" style=\"width: 349px; height: 206px; margin: 1px 11px; float: left;\" />&sigma;&chi;ή&mu;&alpha; 6</font></font></p>\n<p><font color=\"#0000ff\"><font color=\"#100000\">&delta;&iota;&alpha;&beta;ά&theta;&mu;&iota;&sigma;&eta; &tau;&omega;&nu; &alpha;&sigma;&theta;&epsilon;&nu;ώ&nu; &mu;&epsilon; &Chi;&Alpha;&Pi;.</font></font></p>\n<p><font color=\"#0000ff\"><font color=\"#100000\">&nbsp;&Omicron;&iota; &kappa;&lambda;&iota;&nu;&iota;&kappa;ά &lambda;&epsilon;&iota;&tau;&omicron;&upsilon;&rho;&gamma;&iota;&kappa;&omicron;ί &phi;&alpha;&iota;&nu;ό&tau;&upsilon;&pi;&omicron;&iota; &tau;&eta;&sigmaf; &Chi;&Alpha;&Pi;, &alpha;&nu;&alpha;&pi;&alpha;&rho;ί&sigma;&tau;&alpha;&nu;&tau;&alpha;&iota; &sigma;&tau;&omicron; <a id=\"σχ7\" name=\"σχ7\">&sigma;&chi;ή&mu;&alpha; 7</a></font></font></p>\n<p><font color=\"#0000ff\"><font color=\"#100000\"><img alt=\"\" height=\"251\" 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\" 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