<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1014780381306070484</id><updated>2025-02-11T15:32:52.087+05:30</updated><category term="chest"/><category term="angina"/><category term="cardiac"/><category term="central"/><category term="clinical"/><category term="esophageal"/><category term="medicine"/><category term="myocardial infarction"/><category term="neurology"/><category term="pain"/><category term="pulmonary"/><category term="radiograph"/><category term="spinal cord"/><category term="spinal localisation"/><category term="vertebral body"/><category term="xray"/><title type='text'>Clinical Medicine Interesting Facts</title><subtitle type='html'>This blog site will contain interesting, difficult to understand basics and fundamentals related to clinical medicine and hematology.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://sumanclinicalmedicinefacts.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1014780381306070484/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://sumanclinicalmedicinefacts.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>suman</name><uri>http://www.blogger.com/profile/00575977648925076797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>5</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1014780381306070484.post-1190993006640283090</id><published>2014-06-20T19:08:00.000+05:30</published><updated>2014-06-20T19:08:50.207+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="angina"/><category scheme="http://www.blogger.com/atom/ns#" term="central"/><category scheme="http://www.blogger.com/atom/ns#" term="chest"/><category scheme="http://www.blogger.com/atom/ns#" term="esophageal"/><category scheme="http://www.blogger.com/atom/ns#" term="myocardial infarction"/><category scheme="http://www.blogger.com/atom/ns#" term="pain"/><title type='text'>Clinical Approach to Central Chest Pain</title><content type='html'>&lt;!DOCTYPE html&gt;
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&lt;title&gt;Clinical approach to &amp;ldquo;Central&amp;rdquo; Chest Pain&lt;/title&gt;

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&lt;h1&gt;Clinical approach to &amp;ldquo;Central&amp;rdquo; Chest Pain&lt;/h1&gt;

&lt;h2&gt;Differential diagnosis&lt;/h2&gt;

&lt;ul&gt;
&lt;li&gt;Esophageal pain

&lt;ul&gt;
&lt;li&gt;Esophageal spasm&lt;/li&gt;
&lt;li&gt;Esophageal reflux&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;Musculoskeletal pain&lt;/li&gt;
&lt;li&gt;Anginal pain&lt;/li&gt;
&lt;/ul&gt;

&lt;h2&gt;History taking&lt;/h2&gt;

&lt;ul&gt;
&lt;li&gt;Active process.&lt;/li&gt;
&lt;li&gt;Direct questioning to check details and to confirm common understanding of the words.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Co-existing fundamentally different pain is also possible.&lt;/strong&gt;&lt;/li&gt;
&lt;/ul&gt;

&lt;h2&gt;Characteristics of Angina &amp;ldquo;like&amp;rdquo; central chest pain&lt;/h2&gt;

&lt;h3&gt;Site&lt;/h3&gt;

&lt;ul&gt;
&lt;li&gt;Constant and characteristic for each patient (different for different patients).&lt;/li&gt;
&lt;li&gt;Location is diffuse.&lt;/li&gt;
&lt;li&gt;Not &amp;ldquo;inframammary&amp;rdquo;.&lt;/li&gt;
&lt;/ul&gt;

&lt;h3&gt;Character&lt;/h3&gt;

&lt;ul&gt;
&lt;li&gt;Gripping/tight.&lt;/li&gt;
&lt;li&gt;Not stabbing/sharp.&lt;/li&gt;
&lt;/ul&gt;

&lt;h3&gt;Severity&lt;/h3&gt;

&lt;ul&gt;
&lt;li&gt;Unrelated to severity/duration of ischemia.&lt;/li&gt;
&lt;li&gt;Silent ischemia: 50% of times.&lt;/li&gt;
&lt;/ul&gt;

&lt;h3&gt;Onset&lt;/h3&gt;

&lt;ul&gt;
&lt;li&gt;Not abrupt.&lt;/li&gt;
&lt;li&gt;Pain is either present or absent. It is not a background pain.&lt;/li&gt;
&lt;/ul&gt;

&lt;h3&gt;Duration and relief&lt;/h3&gt;

&lt;ul&gt;
&lt;li&gt;&lt;em&gt;Ischemia:&lt;/em&gt; 3-10 mins. Decreases with relaxation/rest/nitrates (Onset of action: 2-3 mins).&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Infarction:&lt;/em&gt; pain &amp;gt; 30 mins. Any pain more than 30 mins without any subsequent evidence of myocardial infarction (Clinical, ECG, cardiac enzymes) - CARDIAC INVOLVEMENT UNLIKELY.&lt;/li&gt;
&lt;/ul&gt;

&lt;h3&gt;Initiation factor&lt;/h3&gt;

&lt;ul&gt;
&lt;li&gt;&lt;p&gt;&lt;strong&gt;Stable effort angina:&lt;/strong&gt;&lt;/p&gt;

&lt;ul&gt;
&lt;li&gt;&lt;em&gt;Atherosclerotic plaque&lt;/em&gt; (leading to fixed coronary artery narrowing)

&lt;ul&gt;
&lt;li&gt;At rest and upto certain limit of effort: normal blood supply distally.&lt;/li&gt;
&lt;li&gt;After certain limit: blood supply to distal region impaired, &amp;ldquo;angina&amp;rdquo; develops.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;Precipitated by: physical exertion, emotional stress, excessive meals, cold weather.&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Stereotype events:&lt;/em&gt; Rest (asymptomatic) &amp;ndash;&amp;gt; Exertion (asymptomatic) &amp;ndash;&amp;gt; more exertion (angina) &amp;ndash;&amp;gt; Rest (asymptomatic)&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;p&gt;&lt;strong&gt;Unstable angina/acute myocardial infarction:&lt;/strong&gt;&lt;/p&gt;

&lt;ul&gt;
&lt;li&gt;&lt;em&gt;Plaque fissure&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;Thrombus &amp;ndash;&amp;gt; intraluminal extension (Fixed component)&lt;/li&gt;
&lt;li&gt;Chemical mediators &amp;ndash;&amp;gt; VAsospasm (Dynamic component)&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Stereotype is lost&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;Angina: unexpected occurence, increased frequency and duration.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;Different cases have different proportion of:

&lt;ul&gt;
&lt;li&gt;THROMBUS &amp;mdash;&amp;mdash;&amp;mdash; VASOSPASM (100% is called prinzmetal angina)&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;p&gt;&lt;strong&gt;Symdrome X (Microvascular syndrome):&lt;/strong&gt;&lt;/p&gt;

&lt;ul&gt;
&lt;li&gt;Indistinguishable from Stable Effort Angina.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;

&lt;h3&gt;Confirmation of diagnosis&lt;/h3&gt;

&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;Stress Angina:&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;Stress Testing: proves that chest pain is due to cardiac cause.&lt;/li&gt;
&lt;li&gt;Angiography: diagnosis of cause as coronary block.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Unstable Angina:&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;Stress Testing: Potentially dangerous.&lt;/li&gt;
&lt;li&gt;Continuous ECG monitoring.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Syndrome X:&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;Stress Testing: positive.&lt;/li&gt;
&lt;li&gt;Angiography: negative.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;

&lt;h2&gt;Cardiac vs esophageal pain&lt;/h2&gt;

&lt;ul&gt;
&lt;li&gt;Chest pain &amp;gt; 30 min and ECG normal: Unlikely to be cardiac.&lt;/li&gt;
&lt;li&gt;Chest pain decreasing with antacids: Esophageal.&lt;/li&gt;
&lt;li&gt;Chest pain increased with deglutition of saliva: Esophageal.&lt;/li&gt;
&lt;li&gt;Chest pain associated with dysphagia: Esophageal.&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;&lt;strong&gt;May be indistinguishable&lt;/strong&gt;&lt;/p&gt;

&lt;h2&gt;Cardiac vs muscular pain&lt;/h2&gt;

&lt;ul&gt;
&lt;li&gt;Chest pain induced by movement of part: Muscular pain.&lt;/li&gt;
&lt;/ul&gt;

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</content><link rel='replies' type='application/atom+xml' href='http://sumanclinicalmedicinefacts.blogspot.com/feeds/1190993006640283090/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sumanclinicalmedicinefacts.blogspot.com/2014/06/clinical-approach-to-central-chest-pain.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1014780381306070484/posts/default/1190993006640283090'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1014780381306070484/posts/default/1190993006640283090'/><link rel='alternate' type='text/html' href='http://sumanclinicalmedicinefacts.blogspot.com/2014/06/clinical-approach-to-central-chest-pain.html' title='Clinical Approach to Central Chest Pain'/><author><name>suman</name><uri>http://www.blogger.com/profile/00575977648925076797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1014780381306070484.post-4570179656064547413</id><published>2014-06-20T19:04:00.000+05:30</published><updated>2014-07-13T06:03:18.527+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="cardiac"/><category scheme="http://www.blogger.com/atom/ns#" term="chest"/><category scheme="http://www.blogger.com/atom/ns#" term="pulmonary"/><category scheme="http://www.blogger.com/atom/ns#" term="radiograph"/><category scheme="http://www.blogger.com/atom/ns#" term="xray"/><title type='text'>Chest Radiograph: Cardiac Perspective</title><content type='html'>&lt;!DOCTYPE html&gt;
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&lt;title&gt;Chest Radiograph&lt;/title&gt;

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&lt;h2&gt;Chest Radiograph&lt;/h2&gt;

&lt;ul&gt;
&lt;li&gt;Congenital heart disease: Abnormal&lt;/li&gt;
&lt;li&gt;Acquired heart disease: Usually Normal&lt;/li&gt;
&lt;/ul&gt;

&lt;h2&gt;PA view&lt;/h2&gt;

&lt;ul&gt;
&lt;li&gt;Patient upright and breath held in full end inspiration.&lt;/li&gt;
&lt;/ul&gt;

&lt;h2&gt;Heart size&lt;/h2&gt;

&lt;ul&gt;
&lt;li&gt;AP &amp;gt; PA view (as heart further from film in AP view).&lt;/li&gt;
&lt;/ul&gt;

&lt;h2&gt;Normal Chest Radiograph&lt;/h2&gt;

&lt;h3&gt;Cardiac silhoutte (PA view)&lt;/h3&gt;

&lt;p&gt;&lt;img 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3TiSw9HRMcljBgwYQI4cOSxKqIUQmZ8kwCJDefr0KZ9++infffddhvtHN1t69ky1PzNK58lvMeXMmZMlS5Zw584dHBwcLFq+OLmCg4MT/Fp92rRpZvds06aNaTu1CXB4eDgrV65k/PjxgGr9lx7iKyV58uQJb775Ju7u7gwfPjxd4kiu5JbAWHK8jY0NK1asYNKkSWm27LYQIuOQBFhkKCNHjqRTp07Uq1dP71AEwObNYKyLrVFD/ejEYDDQpEkTDh8+DJAmi6JompbgqnBdunShZMmSpsdvvfWWKbE6evRogvXDlvjpp5/o0KEDo0ePpkCBAqxbtw5fX99EzwkKCmLcuHF06tSJli1bUr58eYYMGWLx0s7xuX37Nm+88Qa9e/fms88+i/eYkJAQ1qxZQ5MmTRg6dCj+/v4MGDAAV1dXSpUqxebNm03HLly4kIoVK2IwGJgxYwagWs7NmTOHkiVLYjAY+CXmByzg2bNnfP7557Rv354WLVpQuXJlFixYkGTs27Ztw97enkKFCjFx4kSOHDmS5Dm+vr7873//o23btpQuXZrOnTvTuHFj+vfvn+S5QojMTRJgkWHs3r2bnTt3Mn36dL1DEUY//BC9rePor9HQoUOpXLkyoEaELflqO7kSWxY5phIlSphiCQ0N5cSJEym+55IlSxg2bBjOzs4MGTKE0NBQFi1alODxQUFBNG7cmLCwMH755Rf27NnDhg0b+PHHH6lfvz4PHz5Mdgznzp2jSZMmjBw5kgEDBiR43K5du9izZw+HDx/m0aNH9O3blxo1ajBz5kz8/f3p2bOnqdvC4MGDmTBhgtn5tra2fP7553h4eMS59qNHj6hXrx5ly5bl999/Z+/evTRv3pxPP/00yS4N4eHh1KhRg7NnzzJp0iQaNWqU6PEPHjygVatW9OrViz///JNr165RsWJFtmzZwrlz51i/fn2i5wshMjdJgEWGEBwczKBBg1i6dCm5cuXSOxwBcOMGvBxtxc4OPvpI33iAhg0bUq1aNdPjtGiJllACHBQUFKclX8wk6+jRoym6386dO2nQoAEFCxYEVNKYO3dulixZkmAsEyZM4PLly2aTRGvVqsXUqVO5evUqQ4cOTVYMx44do0mTJjg6OvLOO+8kemz79u3p2bMnAP/99x+rV69mwIABeHh44OHhQVBQEIcOHTId7+zsHO91nJyc4uz79NNPcXZ2ZtCgQaZ97777LjY2Npw6dSrBmNavX8+CBQvYvXs3RYoUSTR+o+HDh9O+fXvq1KkDqLrusWPHAvDixQuGDh2aog8SQojMQRJgkSFMmzaN6tWrm9VVCp2tWxfd+7dVKyhUSN944uHq6mpaoMJaEpoI5+zszA8//GDWfSJmAmzJV+7xWbhwISNGjDA9zpMnD4MGDcLPz4/Vq1fHOT4kJIQVK1ZQpUqVOElk9+7dsbW1ZcOGDaYOFZYoVqwYhQoV4vLly7Ro0YJHjx4lerxx5L127dpmMZQtWxaAx48fW3xvo+fPn7Np0yYaNGhgtr9ly5Y8fPgwwRHZJUuW8MMPP/DHH3+QO3dui+4VFhbG5s2bOX78OAMGDDD9LFq0iNq1a1OuXDm6dOnC559/nuzXIYTIHOz0DkCIy5cvs3TpUs6cOaN3KCKmNWuit9N56ePEzJo1i8aNG9OgQQPTwhjxLXCQUqGhoURFRcXbCqtcuXJcu3bNNGrYsGFD03NHjx5N8LyEnDlzhhMnTtCpU6c4MdjY2ODp6Um/fv3MJnFdunSJ58+fkyNHjjjXc3FxoVy5cly+fJmrV6/y+uuvWxRHqVKlmDlzJq1bt+aff/7hjTfeYPfu3RQrVize4xOaVGbszhAREWHRfWO6fPkykZGR8Za1JNT148yZMyxbtow6deok633/77//CAkJ4aOPPqJv377xHhMQEEDVqlXZu3cvLVq0sPjaQojMQUaAha6Myx1PnDgxwX9shQ5OnoR//1XbuXJBrARNT76+vuzfv9/02NXV1arX1zQtwQltM2bMoESJEqbHZcuWNZUuPH36lCtXriTrXrNmzWL37t0cO3bM7Of06dO88847XLp0ie3bt5udYxyhvnv3brzXNL4fefLkSVYsRYoU4cCBA9SrV49Lly7RtGlTbt26laxrpIax+0Zy3sPq1aszcOBAvL29+eSTTyw+LzIyEiDRD90uLi4sW7aM/v37W1wXLoTIPCQBFrpau3YtoaGhZjV/IgNYuzZ6+913IYE6Tj1Ur17dLHFxcHBIdl/YpCSUAL/55psULVrU9NhgMJh9ZX/y5EmL73H79m3u3r3La6+9Fu/zxklisVuiVa5cGVtbW9P58cVepEgR3NzcLI7FKG/evOzevZtmzZrh4+NDkyZNuHbtWrKvE5OdnfqiMaFRYWPiW65cOQwGAzt37oy3DdmcOXPiPd/T05O6devy7bffsjJmz+pElCxZEjs7O9auXRvvtwfLli0jODiY1q1bU61aNVkmWYgsSBJgoZtnz54xcuRIFi1aJCsvZSQREar+16h7d/1iicfbb7/NqFGjzPZZWvtpqYTqgONTI0ZruLNnz1p83ty5c+nVq1eCz7dp04bChQuzZ88e/v77b9P+vHnz0q1bN6KiolixYoXZOcHBwVy9epUBAwZYVBsdFRUFYNb72MXFhe3bt9OuXTtu3bpF06ZNU1WeZFxkw8fHx7QvNDSUAwcOmGIGVebQokULwsPDTZPpjDZt2pTgyn/29vZs2rSJ/PnzM2jQILP3KiE5c+akTZs2PHnyhPbt25sl3EePHuXIkSOm2mZPT08WLFjA9evXk/nKhRAZmWQdQjfjx4+nQ4cOFtcpinSyezcYZ7+XKAEZrP6xYMGC1KxZ02yftTuHJDQCfOXKFYYNG2a2r2rVqqbtc+fOWXT969evs3TpUt54440Ej7GxsTFNshs9erRZkurp6UnZsmWZOXOmqS9yVFQUo0aNokaNGowePdqiOIy9hmP3DnZ0dGTLli1UrFiR+/fv06RJEzZt2mR63piMxi4NML5vgYGBpn01atTA1dWVdevWMXr0aGbOnEnnzp1NI9TLli1j+fLlACxYsABXV1d27NiBm5sbnTp1ombNmkyaNIkxY8aYrhkQEGB2n1KlSrFq1SpCQkLo1KkTd+7cMYvrxYsXceLy9PSkYMGCHDt2jLJly1K/fn2qV69O+/btmTJlium4kiVLMnz4cPmWSogsRhJgoYsTJ06wadMm6fmbEcWc/Pbhh5AJRuednJzinRSWUhEREYSGhsbZ7+zszIYNG8z2JTcBXrZsGS1btiQ4OBgPD4841wOVqE2dOpV9+/YBqvdu+/btTfXAhQoVwsvLi549e/L+++/TsGFDWrduTcGCBdm7d2+SJSG7du3i888/Ny1asXLlSoYMGcLBgwdNx6xYscLUBuzFixd069aNRo0a0bBhQ9My5Zs2bWLevHk8f/6cFStWMHfuXACWLl3KDy97SBvfs5IlS7JgwQK8vb1ZuXIlJUuWpEaNGri7u+Pu7g5ApUqV8PLyon379gQEBODt7U39+vU5ePAgOXPmBODnn382tSv77bffmDdvHk+ePMHGxgaDwcDt27dp0KABnp6e3L17l6lTp5p6NA8ePJi9e/cC4ObmxokTJ/jggw/ImTMnZ8+epWjRohw8eJBSpUqZvV/Dhg3j/v37/Prrr0n+/gohMgeDltC6n0KkkaioKOrVq8fAgQPp06eP3uGkXEAATJ6sVkuLiFC9chs2hPffh23bYMIEMPYkXbMG5s4F49ezhQvD4MHw2WdqkllMS5bAzJlw8yZUqwYzZkDs9nD37sGqVfDbb6pVmTHhqVtXLVixbx+ULx/3vKQEBamYX46Y8fffEGu0NSOYNWsWRYsWpXuM8ox79+4l+DV5ShQtWtT09b2Rpmk4OjoSEBBgSrgjIyPJlSuXafTTz88vwa4FIvM6dOgQPXr04MKFC6ZkXAiRaQ3N+EM7IstZsWIFOXPmpHfv3nqHknLBwdC0KRw4oEoGbt6ES5fgrbegVy+VxMbUvTt4eUHFiurxu+/CuHFxk1+AgQPVc2XKwKFDcZPYlSvh1Vfh7FmVWB8/DgcPqp8OHeD//k8l1ilZEnf79ujkt0qVDJn8glpNLPaEs4QWXEip+OqADQZDnFFAW1tbKhp/X4F/jd0zRJbSpEkTmjZtyrRp0/QORQhhBZIAi3T16NEjxo8fz8KFCxPsJZopfPstnD4Ny5bBK6+ofTlygLs7/PWXGg2Ozd4eXn51y/bt8HICUrz27IGJEyH25K7586FPH+jWDX76CcqVM3/emJS//nrKEuCffore/uCD5J+fTsqWLWs2qQqsnwDHrBeN6e23345TblG+fHnT9o0bN6wah8g4Zs2axYoVK+RDjhBZgCTAIl2NHj0ad3f3BFs/ZRoXL6pf41uAoVathPvmfvghlCypRowTqid8+BCOHlXHxvTPPzB8OLi6QqzWWGYcHWHp0uQnwAEB8Oef0Y+7dUve+emoZcuWLFy40Gyfvb29VbuJJFQHHJ9XjB+CUIssiKypcOHCTJgwIVk9h4UQGZMkwCLdHDhwgJ07dzJp0iS9Q0m9ypXVr+7uqgQitpYtIb4Rbjs7GDpUbc+cGf+1ly6F3r3ViHFMc+ZAeDi8845KghNTu7aKITn++EPVAANUr67KLDIoFxcXSpcuHWe/fez3LJXiK4NYunQp27ZtM9sXMxZJgLO2gQMH4u/vz8aNG/UORQiRCpIAi3QRHh7O4MGDmTVrltVbVumiXz810uvrC2++CV27wuXL0c8PGKAmuiV0bt68cOyYqtuNKSwMvv9e1QHHFBUFP/+stps0sSzGxo0tO84oRpsrunZN3rkZRHzL6KZGfO3Q7ty5w+nTp832xUyAb968adUYRMZiY2PDokWLGDZsGM+fP9c7HCFECkkCLNLFokWLKFGiBB9k4LrSZHFyUp0WevVSI70//6wmjfXqBUmNALq4gLGnaOxR4I0boVkzKFTIfP+dO2DsuZpQYp0a/v7m5Q+Z4PepT58+eHl5me2zdh1wfEvgFi5c2NQezChmAhy7B63Iel5//XXeeecdJk+erHcoQogUkgRYpLm7d+8ybdo05s+fr3co1pU7t+rIcPy4WiwiMhJ++EF1ekhg2VaTTz9Vtbp//gkXLkTvnzcPhgyJe3zMkSYrj3ICqm2bMdmrWRPKlrX+PaxM0zQuGmuxX7J2AhwaGkrsTpFdunRhwIABZvsKx/hQEjs5FlnT9OnTWbduXapWyRNC6EcSYJHmhg8fjoeHh9lM+SylTh3VtWHPHlV7GxKiJqvNm5fwOYUKqdFiTYseBT56FJydIcbSuiZFi0Zvv1y9y6oyYflDyZIluXv3rtk+BwcH7OLrwJFCUVFRhIeHm+0rVqwYlY014C/ly5fPNAHv6dOnREZGWi0GkTHlzZuXqVOnMnjw4DgfkoQQGZ8kwCJNHThwgKNHj1q8NGumMW+e6gUcU4sWcOKEqv8FtYBFYoYPV6usrV+vShw8PeMf/QUoUACMK44dOZK62GPz91dt2UCVc7z/vnWvn0aGDRvG4MGD4+y39iIFsRPg+Nja2pI3b15AJc2xlxYWWVOvXr2ws7Pjxx9/1DsUIUQySQIs0kxERASDBw9m/vz5uLi46B2Odb14Afv3x91vY6MS2dy51UhtRETC1yhbVi2IER4On3+u2px16JDw8cbk+Oef4fHjpGP8/fekjzEeZyx/qFUL3NwsO09nrq6ucVZqA+uXQYSFhZk9vn79Ov37949zXIECBUzbfvG1xxNZjsFgYM6cOYwbNw5/f3+9wxFCJIMkwCLNLFy4kFdeeYWOHTvqHUramDYt4QQ3IkKVRiT1dfyoUerXjRvVyLGtbcLH9u6tWqA9eaK245mgZTJrFpQokfi9jTZvjt5+913LzsnArJ0Axx4BNhgM7Ny5M85xrjFa00l3gOyjVq1aMiFOiExIEmCRJh49esSMGTPw9PTUO5S0c/iwWvo45iSYx4+hZ0+V+MZeDjk+r78OzZurzhB9+yZ+rCaukUAAACAASURBVLHbRLduatS2Xj1Yty56wYuwMLV0cr9+aiKbJcsYBwWpleuMMlECfOfOHerWrRtnv6Ojo1XrgCNifcjJlSsXL4zLRcfg5ORk2o6vfZrIuqZOncqaNWs4f/683qEIISwkCbBIExMmTMDd3Z2ymaCbQKrs3asmrRUurJYlrllTdWn4+29VTmCJUaPUhLg8eZI+1sEBNmxQi29UqwZffKFGeosVUwnx7t3w1VfQqpVl9/7rr+jFLypXVh0sMon8+fNz7ty5eJ+z5ihw7Altrq6u/GzsyRxDzB7E8bVPE1lX3rx5GTduHEONi9wIITI86w2TCPHSmTNn+P333+O0qMpSxo1TP9bw1lvqJzlatkz+Sm/xibkcc0LLN2dQTk5O2NnZ8eLFiziLqzg7O1utJjP2CLCdnR3NmjWLc5wkwNnbgAEDWL58OX/88QfvvPOO3uEIIZIgI8DC6oYOHcr48ePJnTu33qGIxEREmE+Uy4S12rdv3453gqU1O0HEToAT4uDgYNqOPXFOZH22trbMnTuXIUOGEBoaqnc4QogkSAIsrGrz5s34+/vTr18/vUMRSTlyJLp+uEQJNWkvk3F1dcVgMMTZ7+joiG1iEwqTIb4EuG3btnEmx8XsBRtfTCLra9GiBVWrVmXhwoV6hyKESIIkwMJqQkJCGDFiBLNnzzYtCiAysJjlDx06qEl2WUjMSWmpERUVFWehg0OHDsUZ5YuKijJty5//7GvOnDl8/fXXPHjwQO9QhBCJkL+lhdV888031KxZM976SJEBbd0avZ0Jyx8AunXrxu7du+N9ztGKS0bHVwcce58kwALAzc2Nvn37MmHCBL1DEUIkQibBCau4d+8ec+fO5cSJE3qHIixx7hzcvKm28+ZVrdgyIVtb2wQXnbBmAhweHk6OHDlMj7du3Rqn9jhmSUTMY0X288UXX1CxYkVOnjzJ66+/rnc4Qoh4yDCFsIoxY8bQr18/ypQpo3cowhIxJ7+1bg2ZNGFLqCcvpO0IcLNmzeL0Gn727JlpO+aiGCL7cXFxYcqUKQwZMiRO+YwQImOQBFik2vHjx9mzZw9jx47VOxRhqd9+i97OZO3PYvL09KRnz57xPmdvb2+1+8Se8Bafp0+fmrYlARY9e/YkPDycTZs26R2KECIekgCLVNE0jc8++4wpU6bE245KZEC+vuDtrbbt7aFdO33jSQVnZ2ez9mMxGQwGq60IFzsBfuedd+JMgpMRYBGTjY0Nnp6ejBgxgiDjYjNCiAxDEmCRKmvWrEHTtARH4UQGtHMnGCdsNWoEsRaRyEqslQDHLoHYs2dPnK+2JQEWsTVo0IDGjRszZ84cvUMRQsQiCbBIsYCAAMaOHYunp6fMes9Mtm+P3m7TRr84rGD69OnMmjUrwefTYgQ4MjKS8PBws5Hn8PBwAgICTPeUb0OE0cyZM1mwYAG3bt3SOxQhRAyStYgUmzFjBk2aNKFBgwZ6hyIsFRkJf/0V/TiTJ8CRkZGJLnmcFiPABoOBnTt3mi128cS4oAgJL84hsqfixYszePBgmSMhRAYjbdBEity+fZslS5Zw8uRJvUMRyXHiRPTqb6VKwWuv6RtPKtna2ia6VLG1EuDIyEjTto2NDS1atDB7/saNG6btkiVLWuWeIusYMWIElStX5tChQzRp0kTvcIQQSAIsUmjcuHHS9iwziln+8Pbb+sVhJUOHDk20zZS1lkOOuchFfK5fv27adnNzs8o9Rdbh5OTElClTGDVqFEeOHJFvCITIAKQEQiTbyZMn2bVrF+PGjdM7FJFcWaj+F1Sv38SWPLbWCLCmaaYk+OrVqwwcONDs+ZgJsHwoFPFxd3fHxsaG9evX6x2KEAJJgEUKDB8+nHHjxslEn8zGzw/+/ltt58iRaVd/Sw5rJcAQXQbh6+vLuXPnzJ7z8fExbUsCLBIye/Zsxo0bF6eFnhAi/UkCLJJl27ZtPHr0CA8PD71DEcm1b190+7N69SBPHn3jsYKZM2cyY8aMBJ+3VgkERJdBBAYGkjNnzugnQkOpHhFB+2LFeA2oUqWK1e4pspb69etTvXp1Fi5cqHcoQmR7UgMsLBYREcGIESOYOnWqVUfWRDrZtSt6u1Ur/eKwooCAgET/LOaw4hLPxhHgWrVqMXPmzOgnfH0ZsmYNQ4DIIkWIqF/favcUWY+xe06vXr3Inz+/3uEIkW3JCLCw2A8//ED+/Pnp3Lmz3qGIlNizJ3q7ZUv94rCiOKOxsdja2lptwpFxBLhgwYJUr149+omCBaPv9/gxDlZMukXWU6FCBd577z2mT5+udyhCZGsGLbEp1EK8FBgYSIUKFdiyZQt169bVOxyRXDdugLE7gYuLaoWWBRK1oKAgbG1tE1wOGeDKlStxljJOidKlSydc954/f3R7uQcPoHDhVN9PZF0PHz6kSpUqHDt2jLJly+odjhDZ0VAZARYWmTt3Lg0bNpTkN7OKOfrbuHGWSH4BnJ2dE01+wbqdIAAWL17M1q1bzZ8sXjx6W1b8EkkoVKgQgwcPZvz48XqHIkS2JQmwSJKvry+enp6JTjYSGVwWLH+wlDXrgAGOHDlCcHCw+c7KlaO3z5yx6v1E1jR8+HAOHDiAt7e33qEIkS1JAiySNGXKFNzd3aXBf2alabB3b/TjWKuYZWadO3dm//79iR5j7RHgBw8eUDh2iUPMmmBJgIUFcubMycSJExk+fLjeoQiRLUkCLBJ19epVNm3axJdffql3KCKlLl2Chw/Vdt685slaJvfgwYMkSyCsPQLs6elJnTp1zHdKAixSoG/fvjx+/Jg//vhD71CEyHYkARaJGjt2LEOGDCFv3rx6hyJS6vDh6O033gAr9sbVW1JdIABsbKzz15xxBLhq1arkzp3b/MmqVaO3z59Xo+5CJMHW1pZp06YxYsQIIiIi9A5HiGxFEmCRoCNHjuDt7c2QIUP0DkWkxsGD0dtNm+oXRxo4fPhwkgtPWCsBTlTJktGdH54+hQsX0v6eIkvo0KEDxYoV4/vvv9c7FCGyFUmARbw0TWP48OF89dVXODo66h2OSI2YI8CNG+sXRxrInTt3kqu9WWs1uCQ7RsZcWjqJuuR0dfEiDBmiWrX5+ekdjYjH9OnTmTBhAi9evNA7FCGyDUmARbx++eUXwsLC6N69u96hiNS4fRv++09tu7hAzZr6xqODdBkBBvPR9QMHLD9v/34YNw6cncFgUD/Fi0OpUlCmDLz/vvkofnLcvg07dsDy5dF9ikXqjByp3lMrqlu3Ls2aNWPOnDlWva4QImGSAIs4wsPDGT16NLNnz06/5EGkjZijv/XqQRZawvrevXu89tprSR5n7RrgBMVcXvqvvyA01LILN2sGU6bAu++qx2PGwN27qp/wkiWwe7eq3Z43L/lBlywJw4ZB7El7ImX8/WHZMvjmm9Rf6+lT+Oor08Pp06ezYMEC7t+/n/prCyGSJNmNiOOHH36gRIkSNI/5la7InLJw+cODBw8sKs+xVglEksqXh0qV1PaLF+a9ly1RqJD6NWbC/vbbMGuW2h4xAq5dS1lsUsZkHcuXqyR41y412TE1xo5V13qpTJky9OjRQzruCJFOJAEWZkJCQpg0aZIsepFVHDsWvd2ggX5xpAFfX9+4/XjjYTAYrHI/i1aNb9s2evv335N3g4RGqo0jw+HhsG9f8q5pZKX3IFsLD4eVK8G4eltqRoFnzIClS+PsHjt2LD///DPXr19P+bWFEBaRBFiYmTdvHo0aNYrb51RkPsHBcO6c2raxyXIJcMuWLdm4cWOSx1krAbZIp07R2z//rJKm1Io5gh0RAQsXQsWKKqk1flCNjIQ5c1TJg8EAv/yS+DXDwmDjRrUqoIeH+rMyZgyUKAEFCsDUqeq4J0+gTx9wdYWiRdXX//EJClJ1zJ06qWuWL68m3sWsOw4JgTVroEkTGDpUjX4OGKCuXaoUbN5sfs2oKJVktmkD3bur0fV27VRfa1AlJmvXqvKQoUPh9GnVjq5oUbU9fTrY26v3o3x52LYt+to3bkDHjqokaPr0pH8PAH76CTp0gNGj1Xu0bh34+sZ/bGKx9e4NGzao4zZsUCUwPXsCaonkTz75hMmTJ1sWkxAixSQBFiZPnz5lzpw58pdvVvH339EJWKVKELt3bSZnb2+fZA/gdNeokZq4Bqrjwvbtqb+msZTCxkYll4MHw4QJ5sfY2sLnn6tk1hK//KISur174flz+PRTcHODr79Wk/HGjYNVq6BfP5WwLl6sksmBA+HsWfNrBQWp8pqwMHXdPXtUYvfjj1C/fvQiLLt2qecOH4ZHj6BvX6hRA2bOVMlwz57mXSomTlQTzn78USXOe/eqnw8+UM9v3Kj2Hzyorjd7NpQrBw8ewL//qoR+0iR1bLNmKnk2KlNGva7/+z91nCWWLFH11M7OKrkPDYVFi+I/NrHYWreGBQvUce+/ryZBrl5tOnXEiBH89ddfnJEFVYRIU1lnRoxItblz59KxY0fKly+vdyjCGry9o7ez8Yh+uo4AGwzQrZtKJEElgh06JO8aMUstvL1Vwgsq6X31VbXt7Bz/uU5Olt2jWzeVBG7dCnfuqMTUWCdsMIC7O/zwg0rgjftDQ9Vo8K5dUK1a9LUmTIDLl+HIkeh9tWqpUeSBA9UI6Nq10L696kSyapXqTLJzZ3S8166pWudDh6BzZ7Vv507IlUuNtoIaPa1SRX2w0zTo0QNeeUV1ZDh+XCXmTk4qySxSRJ0zbBjMnw+//aaSzpi10Fu2JJzAxrZzp/oGpWBB9XjwYJW4L1mianlj11gnFVvM2vxYcubMyahRo5g4cSK/JDWSL4RIMRkBFoCqp1y6dKlMwMhKJAHWx0cfRW9v3QqPHyfv/L/+UqOjbduqEd3GjVUiNXGideM0jp5XqmSewBmT7NdeM99fqpT6NXZZw4oVKjGNnXx3765GpjdsUKPMEH292rXNjy9bVv0a871avlwlrkbHjqmRYk1To80xr9euXfT1jMkvgIODGt1++FAl3kYXL6pvRyxtC7hwoZqEaJQnDwwapEasY4zemkkqtkQMHDiQs2fP4uXlZVl8QohkkwRYAPD111/TvXt3ihcvrncowlpOnIjerltXvziym2rVouutg4Phu++Sd/7bb6tz/vxT1Y7+9BO89Zb140xo0p2xVV7sSX/GWuTIyOh9ly6p5DZHjrjXcXFRX/tHRsLVq2pfQqPxDg7q15jLAVevrv7cLl2qRqxPnYJ8+cxjs2R0f+BANZI8e3Z07CtWqPIOS5w5o/5f6tRJlXQYf3bsUO+hp2f8S1+n4psHe3t7vvjiC0aPHp3iawghEicJsOD27dusWbOGsWPH6h2KsJanT8HHR23b26sJONlUupZAGA0YEL29bJma0JUVBQWpX+/ejf95V1f1a548yb/2uXOqRjgkRI0i/+9/KqlOLldXlez6+MCmTdG1yjFH6hMza5bqxXzsmPnP6dPwzjvqQ4A1ar1j6dWrF48ePWL37t1Wv7YQQhJgAUyZMoWBAwdSwFhrJzK/M2eiR6WqVo0eYRMplqxE+r33IG9etX39uqohtSbjKG3MEdOYLGnZZg2VK6uR4du340+Cg4PV1/5ubsm7bnCwGgkvW1ZNOEvth5ihQ9Uo9ddfw6+/qsmEliTTxteV0IIrxkmH1lgYIxZbW1u+/PJLxowZY1kLPiFEskgCnM1dvnyZX375hWHDhukdirCmf/6J3q5RQ784MgBrjQAna0U5Z2c1YczIOCkuMcYkx5Jkx1gKYBzlBzVJzbgEc3CwZXGmVt68qjwhKkqVFcQUHKxKHwYMMG/lZokrV+DePfP3IioKAgKitxNK/uNTogR8+KH6/2LoUMu7ZcydC716Jfx8mzZQuLCaRPj335bHY3w/jKsFBgebl5a81LVrV6KiomQynBBpQBLgbO6rr75i+PDh5EnJV5Qi44rZQql6df3iyEKSvaLciBHRE6H270905j+g2mVBdNuwxNSoob7aX7dO9aWdOVN1TzCOtC5bpiaRGb14oX4NDIy7z1jGYGRMnkNCzPcbH8e8Bqga2LJlVQzG1xgVBaNGqThj1rE+fRr/tY33NF67TBn1IWL7dvU+enqqLhLG82fNUh0cjOcl1I83JuMktgIFLJsUev26qj9+442Ej7GxUa3vQL3OmAl7YrEZ51r8+adaMOXzz+OtyTYYDEyZMoXx48cTGU+CLIRIOdsvZdp/tvXPP//w9ddfs2bNGuzspCNelvLVV6rlEqh/mEuXTvGlHj58yLVr1yhi4Qz2jOiRMblMhfz585MjvsleCXFxUQsunD6tHj95Et3DNqb9+1WyumKFGgW8fFnVqdrZRXdeiC1HDtVq7PBhNfqYM6e6xs2bKpHu00e1MgsOVgtkrF2rktJr11RJwo0bakWzmzdVSzJ7e6hQQU3s+uor9dX/jRsqhooVVZI2daoalfXxUSU19eqp0oScOdXo6pMn6pjNm9XEvcqVVUzGDwE7dsDkyart2o0ban+lSqpf7pw56vzr11W9cL166jkvL9UaLW9elYw6OaneumXLqg92kyapEoV//1XvWYUKCfe7LlQIjh5V70tSCfCyZWqU2M9PdYywt49bBhEYqBLxdetUQn/9Opw8qWK9dEm1h0sotjx51O/Nvn1qtHvmTMifP95Qypcvz6ZNm7Czs6O6fJgVwlr+MmhSXJRtdezYkTZt2jAg5oQdkflFRqrkyzjK9uRJdD1qCkyfPp0HDx4wb948KwWY/i5cuJDqa7z66qvJS4BBJbOVK6vk02BQ3QRefz3VsYgU0DSVNB86lLJJeTo6fPgwPXr04PLly9jb2+sdjhBZwVApgcimvLy8uHjxIn379tU7FGFt//0XnfwWLZqq5Bdgw4YNdO3a1QqBZW7JLoEANerXrZva1jTzcgCRvnbvVqPmmSz5BWjcuDGVKlViRew6ayFEikkCnE2NHj2aiRMnJn9ES2R8V65EbxsXNUih0NBQ6tevT8OGDVMZlL5SOxHOYDAkbxJcTDNmRHfh2LMHtm1LVSwiGe7cUTXO4eGqXOLzz/WOKMVmzJjB1KlTCYpdsy2ESBFJgLOh3bt38/z5cz6ytA+myFyMiw4ApHJZawcHB5YuXZry5C8LcHJyoqxxpbKUKF0a/u//oh+PH591+wJnJAcOQMmSavnicuVUXXEm7oddrVo1GjduzIIFC/QORYgsIfv+q5ZNaZrGmDFjmDRpUrZOarK0a9eit1OZAGcVKZnqYDAYKFy4MGXKlMEhtX2Ux4+P7jt7+nTclmHC+tzc1J//XLnUQhizZ+sdUapNmTKFOXPm8NTYDUMIkWKSAWUzf/75JwAdOnTQORKRZqw0AnzlyhUWLVpkhYAyH+Oob4ECBazTR7hwYdUWzGjMmOi2ZyJtlCypyoEePIBx41K/mEYGUL58eTp06MA3abDwhhDZjSTA2YimaUyYMIHJkyfrszysSB9WGgFevXo1t27dskJAmYdVR31jGzlSdYQA1ZljyBDrXl9kC1988QVLly7Fz89P71CEyNQkAc5GtmzZgouLC2+//bbeoYi0Eh6ueqyCaqyfwtpVTdNYv34977//vhWDy9isPuobm709xGwlt3696mkrRDKUKVOG9957j9lZoKRDCD1JH+BsIioqimrVquHp6UmrVq30DkeklevXo5PeEiXUggYpEBUVxe7du2ndurUVg9OHpmlcvHgxwecNBgMFChSgYMGC6fPNyEcfqeQXVJeOv/9Wi0kIYaH79+9TpUoVzp8/T7FixfQOR4jMSPoAZxdbt24lf/78kvxmdXfvRm+nYvU3GxubLJH8gkrmE2Ic9S1UqFD6lQXNmaMmZoGqUTUu0SuEhYoWLUr37t2lFliIVJAEOBuIiopi4sSJjB8/Xu9QRFozLn8MauKVIDIyMs6+NK31TUrRohBzcuGSJWr5YCGSYcyYMaxcuZJ79+7pHYoQmZIkwNmAjP5mIw8fRm+nMAE+efIk7dq1s1JA+oudADs6OuLm5pZ2tb6W6NEjeoU4gIEDzT+8CJEEGQUWInUkAc7iZPQ3m/H1jd5OYQK8fv166tWrZ6WA9BceHg5Ej/q6ubnh6Oioc1TAggVQqJDafvQI+vdXyyULYaHRo0fLKLAQKWSndwAibcnob/YRQgiOMXvLFiyYouv88ccfjB49msmTJ5uSRycnJ3LlykVUVBQRERG4urpSsmRJatasSYECBawRfpoJCwvDycmJ4sWLc+DAAcqUKUP5jLBASKFC8O230LGjevzbb2rZ5DFj9I1LZBrGUeA5c+YwZ84cvcMRIlORLhBZmHR+yF760Ifz13/jswmP6boJ7L/9AXr2TPZ1IiIisLOzY8uWLfzzzz80aNCANm3amJ4PCgri9OnT7N+/n4iICBo1akTLli0zbG/pkJAQHBwcCAsLY/bs2ZQoUYKPP/44XWMIDg7m+PHjNGvWLO6To0bBzJlq28YGfv8d2rZN1/hE5iUdIYRIEekCkZXJ6G/24Ycf61mPt9tjuq+B89d/g3ffTdG17OzUF0MuL5fuNT42cnZ2plGjRnh4eODg4MDBgwfZu3dv6l5AGnJ0dMRgMHDy5ElCQ0Px8fHhYcxa6XSwe/duQkND439y2jR48021HRUF3burdnZCWKBo0aL06NFDRoCFSCZJgLMoqf3NXpawhBBCAGhKU2oVbw8vE1hLaZqGt7e36XFSI7oFCxakc+fOABw4cCBDrxoXGRnJ33//bRqBPXLkSLrd+9ChQ2bvaxy2trBqVXTN9tOnqldwcHC6xCcyP6kFFiL5pAY4i9qyZYuM/mYTYYSxhCWmx5/wSYqu4+XlhYeHB+fPn7f4nAoVKlCoUCEePnzI8ePHKVWqlOm5gIAA9u/fz9OnT3n48CH29vY0btyYmjVrmo4JDw9n165dhIaGEhQUhI+PDxEREYwbNw57e3tAlTDs37+fx48fExYWRkBAAHXq1KF+/foWx3n+/HkqVqxIkyZNOHHiBOfOnePNN980jXLHJzw8nIMHD+Lr60tYWBjPnj2jQoUKNGvWDCcnJ0CVi1y8eJGTJ09StGhRatSowebNmwkKCqJHjx78999/nDt3DoBz585x9+5d8uTJQ5cuXdA0DS8vL3x8fHBycuJet27kW7yYtyIjKXj8uOoUsXGjKosQmcYznvEjP7KMZQxmMAMYkOb3jDkKLCPBQlhG/mbNgqKiovjyyy9l9Deb2Mxm7nMfgFd4hc50TtF1tm7dahrRTY6yL1eeu2FcghmV/K5atYqaNWvSo0cPhgwZQsGCBdm6dSvHjh0zHbdz505y5sxJ586dcXd3x8PDw6zkIjAwkGXLlpEvXz7c3d3p3bs3ZcqU4c8//+Tw4cMWx3jixAkaNmxIjhw5aNCgAREREZw4cSLB48PDw1mxYgWRkZF89NFH9OrVi/fff59//vmH5cuXExgYCMCFCxc4c+YMN2/eJDAwkCNHjpA/f34CAgLw8/Ojfv36ppZyVatWpU+fPnTp0gWAvXv3snPnTrp06cJ7771H76lTud66NRuNQWzeTNjIIRa/xoQc4xhf8RV5yIMBAzbY0Je+LGIRkcTtkWyJkYxkBztSHVtWtJGNrGc9F7iQrvcdM2YMq1atklFgISwkCXAWJKO/2csCFpi2PfDAFtsUXcfBwcGUnCVH7ty5AZX0Gldd27FjBxUrVqR48eIA2Nra0rRpUwD279+Pce7tlStXCAsLM12rSJEiVK9e3fT4zz//JEeOHNStW9e0r3LlyhgMBov/ob927RolS5Yk58vlhuvVq4eDgwMnTpwgIiIi3nP27t2Ln58fzZs3N+0rWrQorVq14vHjx2zfvh2A6tWrm17XnTt36NixIx9++CEjR46katWqicbl4+ODvb09zs7OAOTKlYtCHTrwsFEjjDOTP39lAfXvl2Yf+yx6rfGpT30mMIFe9AKgHe34ju/4H/9L0Z8Vf/xZxjK+QfrPxscDD3rTO93vW6RIEXr06MHs2bPT/d5CZEaSAGcxxtHfCRMm6B2KSAcnOIEXXgA44UQ/+qX4WlOmTKFGjRrJPs9YK2wwGDAYDERGRnLx4kXu3LnD77//bvo5fvw4xYoVw9XVlaCgIEAlz4cPH2b79u2mUdVmzZphZ2dHSEgIFy5cMCurAHBzc2PUqFF07drVoviOHz9O48aNTY8dHR2pW7cuQUFB/PPPP3GOj4iI4NSpUxQqVIgcOXKYPVe9enVsbGw4f/48ISGq5to4Yl2hQgXT8YmVVhh16NABd3d30+Pbt28TGhqK1rw5kV278jg/rOoFx4veoiUteZd3ucxli15zfAqjaoyLUjTF1wBYznL88WcXuziP5eUy2Ykj+vSZHj16tIwCC2EhqQHOYoyjvy1bttQ7FJEOFrLQtP0BH1CA9O/J6+/vD0CePHkwGAw8e/aMiIgIqlWrRq1atRI9t127dqxZswYvLy+8vb2pVasWzZs3x8bGBj8/P6KiouJ0oQBMo6ZJefDgAXfv3mXdunVm+yMiIjAYDHh5eVG7dm2zCX+PHj0iJCQEW9u4o6P29vbky5cPPz8/Hj9+bBrhTokiRYoQERGBt7c3169f55VXXlG1xQYDrFzJ3lkXCHG8CICGxla2soMdzGY2AxmIgeS1nbN5Od5hk4pxj3DCWclKxjOeyUzmG77he75P8fWyquT+3lhLkSJF6NmzJ7Nnz5YV4oRIgowAZyEy+pu9POABG9hgevwpn6b4Wt988w0vXrxI0bnXX7bsMi4uYSxveGDB0r5FihThk08+oXnz5tjZ2XHixAkWLVrE48ePTcf4+fmlKC6Aw4cP06tXLzw8PMx+Bg0aRIUKFXj06BFXr141O8e4+IcxsY/NuIpcaleT8/X1ZfHixURERNCtWzfq1atnmviHgwNdPzvM+XGd6BrW0ZRQBRPM//gf7/COqe47Pf3ET3SgA6MZtpj1mAAAIABJREFUTQEKsI51+OKb9IkvRRHFN3xDG9rQne5UohLtaMclLpmOCSCAb/mWOtRhEYu4wAWa0QwnnKhABbM/88k51sgXX/7H/2hLW0pTmipUYRWrALWYzBrW0IQmDGUo/vgzgAG44kopSrGZzXGuF0ook5hEC1rQjW40oxn72Z+i1270jGcMYhD96MenfEpucmPAQA5ykItcjCd6fkfs17N99naWhy2XUWAhkiAJcBby+++/kytXLhn9zSaWs5wwVP1sYxpTg+SXL4CqRZ01a5apRja55z548AAbGxsaNGgAqLIGGxsbzpw5Yyp1iMnb29uUZN69excHBweaN2/O0KFDqVq1KgEBAezbt498+fJhMBjw8fHh+fPnca6TVCuz58+f8+LFCwoZlxuO5fXXXwfg6NGjZvsLFiyIjY0Nz58/jzcJDg8Px8XFhbx58yZ6/8SEh4ezevVq8uXLR4MGDeJvOZc3LxVmbGWj/S944011YtRG8ycNaMC//JviGFJiCUsYxjCccWYIQwgllEUssvj8iUxkJCP5kR9Zwxr2vvzvAz4wHbOGNXzLt5zkJLe5zWd8xju8Q1e6coUrfMAH/MqvyT4W1IfGVrSiF734kz+5xjUqUpHe9GY+89nFLvawh8Mc5hGP6EtfalCDmczEH3960hM/oj+QRRBBe9rjjTfb2c5GNrKa1fzBHyl67aAS6mY04wlP+JZvmc98trIVUJNcn/OcyUxO8PW8ZvcagQsDcT/uHicGIUQ0SYCzCE3T+PLLL5k4caLeoYh0EEYYS1lqepzS1meguj+0b98em1jttpJaJPLZs2ds3ar+YX7rrbdMSyLb29tTvnx5goODWbt2rVnyeuvWLW7dumWqlT1w4IDpOScnJ7p06UKuXLkIDAzE2dmZMmXKEBkZyW+//WZKmkF1XzDW4CbEy8vLrOVabOXLl8fFxYXr169z/370aKqTkxNVqlRB0zROnTpldk54eDhPnjyhTp06cd6vhBiPM064Cw8Px8/PL86Iu6ZppgmBmqaZJhQC1KY2xznOcIabShj+4z+a0IQTJNzNwpp2spMGNKAgaontwQwmN7nNelBbco1c5DKV6hSlKFWowjnOob2c+jeAAfSnPwCnOc0f/MFwhrOa1YxBLRM9kpHJPhZgOMNpT3vqUAeAHORgLGMB+IqvaEc7eqJWT/yP/1jNagYwAI+X/wURxCEOma43hznsZz+LWIQDDgCUohSDGJSi1w6wjnWc4QxtiF59sSUtqUQlrnGNG0R3W0ns9Rx44wC+jywfnRciu5Ea4Cxix44d2NnZ8fbbb+sdikgHMVuflaAE75KyVd8AGjRoEO+3BsZJabFFRERw7tw5du7cSXh4OJ06dYpT69u2bVvu3LnD7du38fT0pGjRooSHh+Pv78+gQdHJwYMHD9izZw8tWrTAYDAQHh5OZGQk1apVA1SN8LfffsvVq1eZO3cuJUqU4NmzZ0RFReHh4ZHga3r69Cne3t588knCHwwMBgOlSpXi4sWL7Ny5k549e5pGYtu2bcvdu3c5fPgwbm5ulC5dGk3T2LVrF0WKFKFJkyZm7weoLhjxMXbJuHLlCuXKlePq1au0atWKHDlycPXqVf766y9y586Nj48PwS8Xvzh8+DCOjo6mUXUABxyYxSzTV+0BBOCHH81pzl72Uo96Cb5Wa1jIQpaz3PQ4D3kYxCBmMIPVrMaDhH8/jIwT6IyOcQx//NHQCCPMlEQaf21Pe7MJZaMZzQIWcIUr3OAGZShj8bHFKc5mNtOQhma9ecMIoza1AXjMY9M1alMbJ5xMx5WlrOkYgEgimcMc3HCjNKXNXqcbbil+7T74AJglxQDlKMclLhFEkCnuxF7PrYBbTFk1hQUTFiCEiEsS4Cziq6++YsyYMXqHIdJJzNZn/emPXSr+V27UqJHZ45s3b+Lj42NawOHw4cOcP38eFxcXDAYDgYGB5MuXj8aNG1OrVi3TohAx5c2bl/79+7Nr1y6uXr2Kr68vpUuXpmvXruTJk8fs2AMHDnD+/HmKFy9OaGgobdu2NSXABQsWxMPDg7/++osbN25w9+5dKlasSKtWraLrZWPx9vbm0KFDhIeH8+uvv1K7dm1ee+01s2PCwsLw8vIy9S728fFh7dq11KtXj/Lly5MzZ0769evH3r172bhxI66uruTIkYNXXnmF3r17mybm/fvvvxw8eBBQo9L58uWjTp06pqQX1OTAxo0bc+LECQ4ePMi7776Lo6MjXbp0Yfv27Xh7e1O5cmXeffddzp49y+7duwkICDC1V4utDW04wAHa0Y4HPCCIIDrQgaMcNSVp1naGM5zgBJ3oZLY/lFBssMETT/rRL8nJX9WpTiihLGUpe9nLG7xBPvIBcRO++OQmNxWowClOcZ/7lKGMxcdGEEEIIXzER/Slb4LnGRPQ2IwJagTqA89FLvKIR1SjWpJxg+Wv3Xi9c5wzO/8FLyhEISpRCVAj1Im9nlvcooZnDSYOmmj6dkYIEYMmMr39+/drr732mhYVFaV3KCIdHNeOa7z8z1Fz1B5qD/UOSejginZFK6gVNP1ZeFV7VfPX/BM8fro2XUND66/1T/a93DV37Zx2Lt7nOmgdNDS0bdq2JK9zVjurVdQqanO1uVqUpv6+aqm11NDQgrVg03E/aj9qaGgLtAVxrtFR66ihoZ3Vzibr2EvaJQ0N7RPtk0Rj9NK8NDS0z7TPzPav1FZqaGhLtCWapmnafm2/hoZWVasa5xrGmIzHJue1h2vhWiutlZZby61d1a5qmqZpp7XTmpPmpG3RtpiOs+T1fPzxx9qXX36Z6OsVIpsaIjXAWcDUqVMZNWpU/BNpRJYTs/VZN7qZajJTol+/fvH2whUZX3nK8xu/mb6mv8KVeGtPk+tbvjV7fJvb3OUur/FavMcbSx+SWhgjmGDe5m3KUpYhDLGoVVh8o8K++OKMMxWokKxjS1ISO+xYy1qziWxGy1hGMMFJxmRUjGIAXOMaz4k7STOm5Lx2O+xYzWpqUYsZzGAYw/iWbznEIbNVHi15PUPHDmXhwoUp7vAiRFYmCXAm5+Xlxc2bN/nwww/1DkWkg9itzz7jsxRf6+nTp/z8889UqFAh6YNFhlSf+mZ9eP+fvbuOk6rsAjj+mw1i6e7uUEDhpUGU7lBpRWAJaZQQDBQVMUC6u6RRlJASBAREQDqlY9lll+2ced4/Ltu7xM6dubM75+tnP9x75+5zD1JnnjnPeVayklWsSvJeC9qiuqeVGpzhDLe5He/aVKbG7CKXlBa0IB/52MMeTnAi2fsuc5l73Iv3fAsWggiKOY4uL4gWSPzEzR9/znGOXvQiHele6N5MZKIFLfDFlza0iffzPMxhDnEoXs3vs5ShDBWpSCihTGJSvNeif47RCfWL/NwDCaQxjZnNbBaykClMYRazYuqUoz3Pz6dK2So0atSIefPmPffPSwhnITXAqdzkyZP58MMPk2zaL9KeuK3PalObV3j6RhNPs337dl577bUka3hF6tGFLuxiV0wiPJzhtKY12Yhfax09S3ie85gxx9sGOZJI9rKXvvRlE5tirv/Hf8xlLuc5n+zzXXChLnXZxCbGMpad7ExyhrMEJfDAg+1sZxSjKEQhdrELP/wA+I7vyE72eG/qVrOaIQwhC1lQKMYznoIU5Gu+TjT+89z7Iz9y5Ml/pSjFK7xCKKHc4Q4nOQkQE0/CzhbRyWwwsYtD5zCHpjTlW74lnHC60IWLXOQHfgBgBStIT3q60/25f+472cl5ztORjpSnPG644YorGchAaUrzLu9ShCLP/fMZP348zZs3Z9CgQfJnXYi4jC7CECl3+vRpVbhwYRUWFmZ0KMIOIlWkKqQKxdR8LlfLrRovIiJCeXl56RRdGmY2J/6KjEz0ZQkPt/mXMpuTDDFIBamSqmTM743RanTMa3+pv9QENUFlVpljXvdQHirfk/9yqpzKTbkpFKqYKhbzfXPVXFVcFVcoVBPVRP2kfkryuV+qL1UOlSNm7FaqldqmtiUZ50a1URVVRVVmlVm9o95RPspHTVfTVSaVSQ1QA1S4CldKxdbQ9lQ9VQfVQfVUPdXr6nXVV/VV3so73pgvcq9SSl1X11UX1UVlV9lVRpVRNVPN1Fl1Viml1Ha1XdVWtRUKlVPlVD+qH9Vj9VgtUAtUGVVGoVClVWm1VC2NGe+wOqzqq/oqvUqvCqgC6mP1sVqsFqtyqpyaoqYoX+X7Qj/3EBWimqqmqrwqr/KoPCqdShfz/xaFyq1yq/vq/nP9fKK1bNlSzZo1K8lfEyGc1HCTUs9o9ikcVrdu3fjf//7H8OHDjQ5F2MEmNtGJToBWf3id64k+Bk41onvcPvlRPfnRFPevo+jXlIq9rpT2Ffd74hzHfT3ucfT3q7ivx+mzmyguB2XKmBFy5UrytfWs523eBiADGbjABYpT3I7R6WclK+lJT2Ywg8EM1u3e1OASl/iKr1jO8njXo4jiPvf5kA9pRKN4rc+e5ciRI7z99ttcvXo12e4pQjiZEVICkUpdvnyZffv2sXDhQqNDEXYSd/Fbf/pblfwGBweTMWNGXEym2ETxyVe8hDNOgmpK8GPc1xP+aHoyTtxx431fMpJ7N/60d+nP8w4+rbzLV6GhmEJCwMMj0Wtv8iZ1qMNhDhNGGNOYxlSmGhClSCkzZjrTme/5PtFrbrhRhCK8wRsvVKsMUKtWLUqVKsWaNWt499139QpXiFRNFsGlUt9++y1DhgzBI4l/CEXac45z7GMfoO325ImnVeONGzeOKVOmgI8P6t491P37qAcPUF5e8PAhyttb+3r0CPXoEfj5ofz8wN8f5e8PgYHaV3Cw9hUaqn2Fh0N4OCoiAiIjISoKzGawWJ6Z/Irnox4/1v6fJmDCxCd8EnO+mMXxNl4Qjm8f+/iXfznL2SRfDyKITWxK1I/5eYwfP55JkybF22FQCGcmM8Cp0M2bN9m6dStXrlwxOhRhJ3FbU7WlLQUoYNV4W7ZsYceOHVqiKlIXiwXl64spT+L2d81oRmUqc5azBBDASlbq0hrN3qI7OkR3SdDrXkdXhSoUoxgjGME2ttGOdhSmMK64coELbGMbU5lKFrK88NiNGzcmZ86cbNy4kbfeessG0QuRusgMcCr0ww8/4OnpGW+3KZF2BRPMMpbFnA9koFXjPXjwgMKFC1OhdOnYeliRuoSHo5LYqtqEKd7vjzWssWdUVgsnnMlMjikBmM50pjCFcMKtuje1yEMeTnCCj/iIO9zhAz6gG90YxzgCCWQjG6lK1RSPP2bMGL766itk6Y8QIIvgUpn79+/z8ssvc/HiRXIlsxhGpC2LWRyz1Wk5ynGBC8+1icAzBQdrZQ2pQFRUFHNXrmRwr142f9acFSvw7No1ZrtjR2VycYF8+SBBC0RvvClEISKJxISJG9ygKEUNilI4EqUUVapUYdKkSbRq1crocIQw0giZAU5lpk2bRs+ePSX5dSJzmBNz3J/++iS/AKmo/OHjb7+ldePGdnlWq9df5+uZM599o8HUk1KIhPKQh0Y00u5BsZOd9g5NOCiTycRHH33El19+aXQoQhhOEuBUxM/PjyVLljB69GijQxF28jd/c5zjAHjgwXu8Z9V4fn5+7N+/XztJJQnwvJUrad2kCcULF7bL84oWKkT1l19m+YYNdnmeVcLDtUWICTSjWczxLnbZMyLh4N5++218fX35448/jA5FCENJApyKzJkzhzZt2pA/f36jQxF2Enf2tzOdyU52q8bbsmULs2bN0hZSRUZaG55dlC5enHo1atj1mS1ff53s2bI9+0ZH4O+fqCvEG7wRc3yUo/aOSDgwV1dXRo8ezVdffWV0KEIYSmqAU4nQ0FBKlizJ/v37KVu2rNHhCDvwxZfCFI7ZgvUYx6iBdYlgx44dadeuHe926YLy9tYjTJsJDAoiS+bMRoeB2Wx2/K3G06eP1xXCjJlsZIvZtvcBD8hHPqOiEw4mPDycUqVK8csvv/DKKynfTl2IVExqgFOLhQsX0qBBA0l+nchylsckv9WpbnXyC1C6dGmaNWvm8OUPQcHBfDRpEuYk+t3aU3BICOMnTzY0hueSoBTCFVde5uWY8/OcNyIq4aDSp0/PsGHDmJwafm8LYSOSAKcCUVFRTJkyhVGjRhkdirAThWIuc2POX2Tb06f59ttvtRIaB06AzWYzH02axBejRhk+85rJw4NuHTowffFiQ+N4LglKIUpRKub4JjeNiEg4sPfff58//vhD+skLpyUJcCqwfv16SpYsSfXq1Y0ORdjJPvZxiUsA5CAH3eim6/gq3HF7pU5bvJhenTuTM7t19c56eblCBTJ5eLAzevGgg0rYFSJu67Nb3DIiJOHAMmXKhKenJz/88IPRoQhhCEmAHZxSim+++UZmf51M3MVvPelJRjJaPea4ceMICQmJ2ZrYUXl27cqrL71kdBjx9OnShbIlSxodxrPFKYUoTGzXjDvcMSoi4cCGDh3K2rVrefDggdGhCGF3kgA7uF27duHq6krz5s2NDkXYyV3usoUtQOKdvVLq/PnzrFy5kowZMzps+cOZixd56OPjEAvfklKiSBFu3b1LVFSU0aE8lXr8GKKiyEnOmGsBBBgYkXBUefPmpXPnzlpnGCGcjCTADu67777jgw8+MDoMYUfLWEYUWpJVj3qUp7zVY+7YsYPWrVtjMpkcMgG+c/8+y9atI4+Db/ASERnJF1OnGh3G0ymF8vMjHeliLqXm7YGFbY0ePZq5c+cSFBRkdChC2JUkwA7sn3/+4erVq3Tu3NnoUISdWLCwgAUx53otfmvYsCEDB2ozyY5W/xsSGsrXM2YwcfRoLUF3YKWLF+d/1ao5/iYZ4eGkC37S5/lKGa7NaWpsPMJhlSxZkoYNG7Jo0SKjQxHCrqQPsAPr2rUrtWrVYtiwYUaHIuxkO9tpSUtA29L2DnfizeRZTSnUvXvgQH/st+zcSdVKley205sevvjxR957+22KFCxodCjJCjAFsu4CfNC5NEF+7mzcCB06GB2VcER///03nTp14tq1a7i7uxsdjhD2IH2AHdW1a9fYt28fnp6eRoci7GghC2OOe9JT3+QXtN3fHCj5BWjfrJkuya/ZbObC1as6RPRsHw8d6tDJL0BWlYU/p+Qm0NcdpeCdd+DMGaOjEo6oRo0alCpVinXr1hkdihB2Iwmwg/rxxx/p168fHh4eRoci7OQ+9/mFXwBt8Vs/+uky7sSJE9m6dat24kD1vzv37+fAUf226Z00axZzli3j6MmTuo2ZHBcX7a/OX3btsvmzrDF7ajg1K2u1nUFB0Lw53LtncFDCIY0aNYpvv/0W+VBYOAtJgB2Qt7c3a9asYfDgwUaHIuxoOctjFr/VpS7lKKfLuCtWrKBYsWLaiYMkwOcuX+bIiRM0qFlTl/EeBwTw6ksvMX3iRLt2aciXOzc/Llz47BsNkikTrF/oT4E82v+Te/fgrbe0bmlCxNWyZUtcXFzY5eBv6oTQiyTADmjWrFm8/fbb5M2b1+hQhJ0oFIuJ3W3ME31KX65fv05QUBAvRffVdYAE+HFAAAtXr+YTnWrbLRYL2bNmpUWjRgDUrVEDi8XCkRMndBn/aWpWq4ZHxowOvUlG4UKKTYv9SPekmubwYejf39iYhGMaMWIE3333ndFhCGEXkgA7mKCgIObMmcOHH35odCjCjg5wgMtcBrSd397iLV3GLVGiBMePH9e6K1gs4AA9bB/5+TFuyJCYMgJr3H/4kIk//pjououLC0dOnGDLzp1WP+NZ+nXvzgUH3062ZtVwpn0d2+Zq2TKYOdPAgIRD6tq1K1euXOGEHd48CmE0SYAdzJIlS2jYsCElU8OuU0I3cRe/daObLju/RSv4ZLGWcoDZ34c+PpQqVkyXfr8hoaF8MXUqYwYNSvL14X378sjPzy4ty4b37WvzZ1irfxd/BvSNfQM0YgTs3WtgQMLhuLu7M3ToUL7//nujQxHC5iQBdiBRUVFMmTKF0aNHGx2KsCNffNlAbJKm1+I3pRRmszn2gsEJ8Jqff+YvHWeWvpw2jbGDBpEhffpk7+nTpQuurq5E2mHmOzwigu/nzbP5c1JMKaZN8KVhQ+00KkqrB752zdiwhGPp378/e/bs4Zr8xhBpnCTADmT9+vWULFmS6tWrGx2KsKNVrCKMMACqU52XeVmXcQ8ePEjjxo1jLxiYAP/x11/4+PrSrqk+GzIopfDs3p1iz9E+rXuHDri7ueHl46PLs5OTPl06ypcqxbL16236HGu4qwjWLg6iSBHt3NcX2rSBANkpWTyRKVMm+vbty/Tp040ORQibkgTYgUydOpURI0YYHYaws7g7v+m1+A1g27ZtNGjQIPaCQQlwQFAQv+3ezeBevXQZ79xlrVa6RHQW95yOnjzJEhv3OW3duDF3HjzghAM33M2b3p+tm6PIlEk7v3AB3n1XKxEXAmDYsGGsWrUKHxu/aRTCSJIAO4h9+/YRHBxMq1atjA5F2NExjnEGLVnKQha60U23sc+dO0eTJk20k6gowzKcrJkzM3n8eF22OT5z8SIbt21L0VhtmzShZNGiNm9bNmbgQAKCgp59o1GU4uUivixbBtH/G7dsgS++MDYs4Tjy5s1L27ZtWbBgwbNvFiKVkgTYQUydOpXhw4frkiSI1CPu4re3eZvMZNZt7F9++YV69eoBxi2A2/qkp6geHR/8/P1ZsGoV46zoj92wVi0qlSvHqXPnrI4nOW5ubrxWuzYRkZE2e4bVIiLo1CyIsWNjL33xBchGYCLamDFjmD59OmFhYUaHIoRNSALsAC5evMjx48d55513jA5F2FEggaxhTcy5nuUPiRiQAM9culTX7YIXrF7N5x9+iJubm1XjNKlfn6qVKmGx8Yz4qXPnmLl0qU2fYQ3l78/Ez6Jo1uzJuQJPT7DhewORipQrV45q1arx008/GR2KEDYhCbADmDFjBp6enqR/ymp2kfasYx1BaB+VV6UqNdFnVzSA8+fPExISEnvBzgnw1l27KJQ/P1UrVdJtzNEDB5IjWzbdxjt3+TKTZ8/WbbyE/le1Kunc3R13kwylcPH3Zc0aKFNGuxQQAO3bw+PHxoYmHMOIESP44YcfZHtkkSZJAmywR48e8dNPPzEomV6mIu2Ku/PbO+g7+9+kSRO8vLy0E6XAjh/HK6V4+OgRHZo312W8lZs28cjPT5ex4nqpfHleq12bCTb8B75f9+78vn8/96J/LRxNRAQ53IP4+WfI/KT65upVeOcd7beNcG5NmjTB1dWVPXv2GB2KELqTBNhg8+fPp3379rLtsZO5yEUOcxiAdKSjJz11G/vChQukT5+eEiVKaBciI+2azZhMJvp06aLLWIePH8fP359cOXLoMl5CNatVo23TpjYtVZg4ahRZM+tX26035e9PhTJRrFoVuyhu61aYMMHQsISDGDp0KFOnTjU6DCF0JwmwgSIiIpg1a5a0PnNCcWd/29KW3OTWbWxfX196xWk5Zq8FcGazmTFffaVbbe1/t26xddcuhrz3ni7jJeeVl16y6TM8MmYkc6ZMnL10yWbPsIpSKF9f2raFuHvwTJwImzcbF5ZwDN27d+fkyZNcuHDB6FCE0JUkwAZau3YtFStWpHLlykaHIuwoiiiWszzmvBe9dB2/bt26fPrpp7EX7JQAfz1zJgPffVeXjg8A127e5FM7vjmMjIris++/t9mucTdu32blpk02GdtqERGooCC+/hqi9ypRCnr3lp3inF369OkZMGAA06ZNMzoUIXQlCbBBlFJ8//33MvvrhHayEy+0mtACFKAZzWz7QDskwMs3bKBRnToUf46d2Z5FKUVEZCRN6tcnY4YMOkT3fNzd3OjTtSvjv/nGJi3MWjduzJ379zl/5YruY+vC3x8XSxQrVkD0L+Pjx9CxI8RdTymcz8CBA1m/fr1sjCHSFEmADbJ//36ioqJortNCIZF6LGVpzHEPeuCGdW294rpx4wY7duyIvWCxaJtg2Fid6tWpV6OGLmNNXbiQCwYliUULFWK4pyfjv/nGJm3SPuzfnxUbNjjmqvonpRB588KGDRDdlOb0aejXz9jQhLHy5MlDp06dmDt3rtGhCKEbk3LIv4nTvnbt2tG6dWs8PW3Y+1U4HB98KEQhItBmZc9xjopU1G38b775Bm9vb3744QftQng4yttbt/ET8vLxIbOHB5k8PHQZ7+fffyckNJSu7drpMl5KhUdEkD5dOkNjMIope3bInJnZsyFuc5o5c2DAAOPiEsY6f/48r7/+Ojdu3CCDHT+ZEcJGRsgMsAEuXrzIsWPHZOMLJ/QTP8UkvzWooWvyC7Bnzx4aNWoUc27LBXDBISFMmjGDdDolimcvXeLcpUuGJ79ATPK7fMMGAm2wrXFUVBTrf/1V93H1oPz9ISqK99+HOGspGToUDh0yLCxhsIoVK1KtWjXWrl1rdChC6EISYAPMmDGDfv36ycYXTmgZy2KO3+Vd3cdv2rQp9evXj71gowTYYrHw8bff8tGQIbhbuTNbtBJFijDWwfpht27cmHHffIOfv7+u47q5ufE4IIDdf/6p67i6eFIKAdqs7yuvaJcjI6FrV7DhBwrCwcnGGCItkRIIO3v06BFly5blwoUL0vvXyZzmNFWoAkAGMnCXu+Qkp02fqe7fB7NZ93FXbtpEuVKlqFGlitVjmc1mTpw9q8tYtuAfGMjYr79mwgcfkC+3fu3qAMZPnsygXr0omC+fruPqInt2TJkzc+MGVK8Ojx5plxs1gl27wNXV0OiEQapUqcKUKVN44403jA5FCGtICYS9zZ8/n3bt2kny64RWsCLmuC1tbZ78YrHYJPkF6NGxo24J66RZs8id08b/L6yQLUsWvh0/HjcbZHzjhgzhwNGjuo+rC39/MJspXhyWLoXo7nb79sEnnxgZmDCSbIwh0gqZAbajiIgISpakQCYMAAAgAElEQVQsyY4dO6T3r5OJJJIiFIlpf/Ybv9GSlro+49NPP2XAgAEULFhQuxAWhtK5bdGZixcJCQ2lZrVquoy3fMMGCuXPzxv16ukynq0dO3WKAnnzUiT6/3FalyEDpiez3qNHw3ffaZddXLTd4lrq+1tYpALh4eGUKFGCPXv2UKFCBaPDESKlZAbYnjZu3EjZsmUl+XVCcXv/FqSg7r1//f39mT59OrnjfESv9wK4hz4+rNiwgf9VrarLeI/8/AgLD081yS/AS+XL892cOdy4c0fXcU+ePcuG337TdUxdhIXFNAH++mut/AG0Dxfeew/u3zcwNmGI9OnT079/f6ZPn250KEJYRRJgO5o+fTrDhg0zOgxhgIS9f13R9+P0gwcPUr169fgdGXRMgCMiI5kwZQqfjhiByWTSZcxcOXLQr3t3Xcayl4wZMjB1wgTmr1yp69bG1SpX5uqNG5y7fFm3MfWiHj9Gmc24ucFPP0H05PfDh9C9u82qbIQD69+/P+vWrcPPz8/oUIRIMUmA7eTIkSN4e3vTpk0bo0MRduaDD1vZGnNui+4PVatW5Ztvvol3zaTjbmZnL15kWJ8+ZM6UyeqxgkNCmL54sQ5RGcPV1ZWJo0YRFBys67ijBw5k4erVBNig7ZpVLBZtSzggb17YtAnc3bWXpB7YOeXPn5+2bdsyb948o0MRIsWkBthOunfvTvXq1WXrYyc0m9kMQmvv9Sqvcpzjtn+o2ax1gNCBxWLBxUWf98pKKcZ89RUfDhhAXp07KhghNCyM2/fuUbZkSV3G8370CP/AQEoXL67LeHoy5coFGTMCMGkSjBunXXdxgW3boJmNd/QWjuXkyZO0b9+ea9eu4aZTK0Qh7EhqgO3h7t27bNu2jffee8/oUIQB4nZ/sMXsb5J0Kn84cPQoqzZv1mUs0LY57t2lS5pIfkErifj59985fFyfNzV5cuWidPHiNtl8w1rq8WNtNhgYMyY24bVYoGdPuHfPwOCE3VWrVo0iRYrw888/Gx2KECkiCbAdLFiwgC5dupA9e3ajQxF2dolLHOEIAOlIR3f0r3ndt28fY8aMiXdNjwVwV65fZ9f+/fTs1MnqsUCbSa5bvTrlS5fWZTxH8WH//uw+eJCDf/+t25irt2zRdTxdmM1aazS0Wd8VK2Lrgb29oVs3qQd2NkOGDGHGjBlGhyFEikgCbGMRERHMnz+fIUOGGB2KMMBqVsccN6OZTXr/7tq1Cw8Pj/gXrUyAA4OCmLZwIZ/oVLITGBSEi4uLbu3THInJZOLT4cO5euOGbmP279GD7Xv3cvfBA93G1IMKDkaFhQGQJw+sXh27Icb+/TBxooHBCbvr1KkT165d4/Tp00aHIsQLkwTYxjZs2EDFihWpWLGi0aEIO1MoVrEq5twWs78ABw4coGHDhvEvWrkALkOGDEwcPZp00audrODj68sn332X5rdP7fXWW4BWx6uH8UOH8sO8eZgdbFrV9PgxPPm1bNgw/iK4iRO1XeKEc3Bzc6N///7MnDnT6FCEeGGyCM7GateuzdixY2nXrp3RoQg7+4u/qEMdALKRjQc8IAMZdH/O7du3yZcvX2wLtKgolBUzh6cvXOBlnRrcR0RGMnLCBCZ99BFZMmfWZUxHN33xYooXKULbJk2sHss/MJBsWbLoEJXOMmfG9KSky2LR6oF379ZeypcPTp6EAgUMjE/Yjbe3N+XKlePKlSvkypXL6HCEeF6yCM6Wjh07hpeXl7Q+c1JxZ3870tEmyS9AkSJFdOv/u/7XX3ng7a1DVJpJM2Ywsn9/p0l+AYb27o2Xtzcbt22zeqxsWbKglOLYqVM6RKajoKCY32cuLrByZWzC6+Ul/YGdSZ48eWjTpg2LFi0yOhQhXogkwDY0c+ZMBg4cqFsLKZF6RBLJOtbFnNuq/CEpKV0A9/e//3Ln/n2aNmigWyxjBw+mZNGiuo2XWnh260Z4RAR3dGhFZzKZ2P3nn5w6d06HyPSjfH1jSiHy5YNVq2LrgfftgwRtqUUaNmzYMGbNmuVw5TpCPI1kZjbi5eXFr7/+St++fY0ORRjgd37HG20mtTCFaUQjmzynRYsWHDx4MN61lGyAoZTit927Gdanjy5x7T9yBP/AQNLHnZl2Mt3at6dwgQJYnrQOs8bYQYNYum6dY22SERUFgYExp40aae3Ron32Gezda0Bcwu5eeeUVChUqxNatW599sxAOQhJgG1mwYAFvvvkmOXLkMDoUYYC45Q9d6YqLDf6ohYWFcfDgQapWrRrvekpmgE0mExM++ECXTyuu3bzJnj//dMzaVQPsP3KEpevXWzWGi4sL44cOZZmV4+hNBQTEW3A5YQLUqqUdm83QuzfIbrnOQVqiidRGEmAbiIyMZM6cOQwbNszoUIQBAgnkZ2Kbw9uq/OHChQtUrFiRzHHrayMjYz6Wfl7TFy/WrUPD44AAZi5ZwmcjR+oyXlrQqE4dShQpwjQrayTz5MrFEAfcTEfFyXDd3WHNGoh+33/zppYEi7TvzTff5NKlS9ISTaQakgDbwKZNmyhTpgyVKlUyOhRhgM1sJoQQAF7iJapQxSbPqVatGocOHYp37UVnf+esWEGNKlUwmUy6xLR93z4+GjwY1+hiUAFAw1q1qFCmDJu2b7d6rMv//cefx47pEJVOIiJQcUohiheHJUsg+rfUli2wcKExoQn7cXd3x9PTk9mzZxsdihDPRRJgG5gxY4ZsfOHE7NH7N5qbm1v8Cy+QAO/44w+yZclC7Vdf1S2eru3apZltjvXWtEEDOrZoYfU4ZUuWdLxNMgICtJrgJ9q1gw8+iH15yBA4e9aAuIRdDRw4kHXr1uHr62t0KEI8kyTAOjt+/Dh3796lffv2RociDPCAB+xhDwAuuNCNbjZ5jtls5kYSO4+9yAI4dzc3uun0+3Td1q0O16XAUfk+fsznU6ZYVXby6YgRTJ41iwgrNzzRjVKox4/jXfryS4guTw8Lg3fesXqDQuHg8ubNS6tWrViyZInRoQjxTJIA62z27Nn0799fPgJ2Uj/xE2a0VkANaEARitjkOadOnaJt27bxLyqFeo6EKDwiAqUUb9Srp0ssB44e5Z6XF1Wl5Oe55MyenTdbt2bMV18RFWfW9EVkSJ+eoX36cPrCBZ2js0JYGCokJOY0fXqtNVrGjNr5yZNaZwiRtkUvhpOWaMLRSQKsIz8/PzZv3kxvWfXhtDayMea4K11t9pzDhw9Tp06d+BefYwGcxWLhs++/JzA4WJc47nl58cvOnbq1T3MWlcqWpeebb/KVFavmSxcvTvWXX9YxKuuZ/P21reGeqFgxfj/gb7/VegSLtOt///sfuXPnZseOHUaHIsRTSQKso0WLFtG2bVvy5s1rdCjCAHe4w2EOA+COO53oZLNnBQYG0qhR/N7Cz7MAbtKsWfTp2pWsOu3MFhoWxsTRo3VbROdMXipfnrGDBlk9zvxVq7hw9aoOEVlPmc0of/9414YMgZYttWOLRSuFkNZoadvgwYNlMZxweJIA68RisTB37lwGDhxodCjCIGtZiwVt9qsJTchFLps9a9y4cXTu3DnetWfV/67/9VdeLl+eMiVK6BLDPS8vShUrRsYMttni2RlEbxSyYPXqFJdD9O3alXkrVuAfpxODoYKDITw85tRk0rpC5Munnd+5A4MHGxSbsIuuXbvyzz//cPnyZaNDESJZkgDrZNeuXWTPnp1a0V3ghdNZy9qY4850fsqdtvGsGeDmr71GmyZNdHnW3BUreOjjo8tYAto0acK4b74hNCzshb/XxcWFz0aOtHphnZ6Un1+8cpy8eWHevNjXV6/WvkTalD59enr16sX8+fONDkWIZJmUo/yNmcq1b9+e1q1by9bHTuoa1yhNaQAykAEvvMhKVps86/r165jNZkqXLh17USnU3btJ3n/Pywv/wEAqxL3fCr/u3k1QSAhdEi7CE1Z56OPDV9On89WYMWTOlOmFv//i1auUKFrUcbafzpoVU9b4fwY8PWN7AmfLBv/+C8WKGRCbsLmbN2/y6quvcuvWLTw8PIwOR4iERsgMsA5u3rzJoUOH6N7dtj1fhePawIaY46Y0tVnyCzBz5kw2bNgQ/2Iys78hoaFM/PFHShYtqsuzH3h788/p05L82kDe3LkZN3Roir+/fOnSjpP8AgQGJupK8uOPULasduzvDz16aFsmi7SnWLFi1KpVi7Vr1z77ZiEMIAmwDhYuXEiPHj3IGN3vRzgde5Y/JNUBIrnyh8+nTOGzkSN1S4zy58nDJ8OH6zKWSCxf7txkzpSJPQcP8jggwOhwrKMUJOgNnCmTVvrg7q6dHzwI331nQGzCLgYOHMicOXOMDkOIJEkCbKWIiAgWLVrEIB1Wc4vU6QpXOMlJADKSkbbYdna0dOnSVK9ePd61pBbAHfz7b1o1bkz+PHmsfqbZbGbd1q2AVnMqbKtKxYr8e/680WFYLzwclaDl3quvwujRsecTJmilECLtadGiBT4+Pvz9999GhyJEIvIvmZU2b95MpUqV4tdjCqeyjnUxxy1oQWb0aTGWnBUrViSqqUtqBrhejRo0qFlTl2dOmjWLGtHbegmby50zJw3TyoJaf39UgjqHzz6DGjW04/BwrRQiTuMIkUa4uLjQr18/mQUWDkkSYCvNmTNHWp85OaO7P2CxQJwWWldv3GDDb7/pNvzyDRtoWKsWJYrYZlc7kcZZLFrBbxzu7toucdHtqM+ehc8/NyA2YXN9+/Zly5YtPHr0yOhQhIhHEmArnD17lmvXriXeklY4jfOc5wxnAMhEJlrT2qbP27x5M15eXvGuxZ39VUqxavNmOjRvrsvzzGYzGTNkoP7//qfLeMJJhYRAghZvZcrA1Kmx55Mnw4EDdo5L2Fzu3Llp1aoVy5YtMzoUIeKRBNgK8+bNw9PTEzc3N6NDEQZZz/qY41a0wgPbtvsZMGAA5oTL5uMkwCaTic9GjMDV1VWX57m6uvJWa9sm9cI5JOwNDNC3L7RooR1bLPDeexAUZEBwwqYGDhzI7NmzscTZJlsIo0kCnEKBgYGsXr2afv36GR2KMNBP/BRzbOvyh+vXr5MuXToKFiwY/4Vn7ACXEmHh4Xzy7be6jyucmNmMSqKzxcKFkCOHdvzff/Dxx3aOS9hcnTp1yJYtG7t37zY6FCFiSAKcQqtXr6Zx48bkz5/f6FCEQc5znotcBLTyh+boU3aQHKUU48ePT/zCM3aAS8lzPvv+e4Z7euo6rhAEBiZ6w1awIEyZEns+Ywbs32/nuITN9e/fXxbDCYciCXAKzZ49Wxa/Obm43R9a09rm5Q8lS5ZkwIAB8S9aLLrvJDBlwQK6dehAruhpOSF0pPz8El3r1Qs6dNCOo0shAgPtG5ewrR49enDw4EFu3rxpdChCAJIAp8jhw4exWCy89tprRociDBR397c3edOQGJLbAMMaHVu0oErFirqPKwSgfWKRRKHvrFmQM6d2fP06jB1r57iETXl4eNC1a1cWRu+FLYTBJAFOgTlz5tC/f3+jwxAGushFznEOAA88aElLmz4vKiqKcePGoRIsIkpqA4yUunbzJqFhYdLuTNicCghI9MlFgQIwfXrs+Zw5sHOnnQMTNjVw4EAWLlxIhA3euAvxoiQBfkG+vr5s27aNHj16GB2KMNAWtsQcN6Wpzcsfzpw5w9atWzGZTPGu6zUD/NDHh7nLl5MhfXpdxhPiqSwWVIJtkgG6d4dOnbRjpaB/f0jtO0KLWBUqVKBs2bL88ssvRocihCTAL2rJkiV06NCB7NmzGx2KMNBmNsccd6CDzZ937Ngx/pdEL149ZoAjIiOZMGUKn40cmSjBFsJmQkMT9QYGbeY3b17t+OZN+PBDO8clbKp///4sXrzY6DCEwKQSfqYqkqWUokKFCixbtoyaOm0xK1KfW9yiOMVRKNKRDi+8yI5t3xCdOHGCqKio+EmwxYK6d8/qseeuWMFrtWtTXrbzFvbm6oopf35I8MZr3TroHKer4LZtsf2CReoWERFBsWLF+PPPPyktf+cI44yQBPgF7N+/nxEjRnDixAmjQxEGms50hjEM0MofdmJQoWJ4OMrb25hnC/EsplAwhcX5Ck3yR5OHCTJYgD5A1phv79ABtjypNCpWTNsuOXrrZJG6jRkzBldXV77++mujQxHOSxLgF9GjRw9q167NoEGDjA5FGKgRjfiDPwCYwxwGMODp32AjKjAQ/P1T/P2H/v6bHNmzU7FMGR2jEqmfBVyCniSooWCKAiLinIeCS2i8c5MpJMH9LyhjRnB5H3gl5pKXF1SsCL6+2vnQoTBtmi4/QWGwa9euUb9+fW7evIm7u7vR4QjnJAnw8/L29qZcuXJcv36dbNmyGR2OMMhDHlKQgpgx44IL97hHPvLZ9JknTpxg27ZtfJxgiyz16JFWR5kCV2/cYOm6dXw5erQeIQqHYgaX4DgJaUj85NUUBaZIfRNYa7m6QoZ2QKd4l1etguj1xi4u2gYZ9erZPzyhvzfeeIOBAwfy5pvGtJAUTm+Em9ERpBYrV66kffv2kvw6ua1sxYzWvqk2tW2e/ALs3bsXHx+fxC+kcAGcf2AgPy5YwNTPP7cyMmETpqgESWtI8rOvRIIpyvgE1lpmM1Gh53DLGD8B7t4d1q6FrVu1DTL69oVTpyBDBoPiFLrx9PRk/vz5kgALw8gM8HOIXvy2dOlSatWqZXQ4wkCtac1v/AbA93zPB3xg82d27tyZtm3b0r1799iLViyAO3ryJMWLFCFf7tw6RSjiU3GS0aRqX598ucSvjTWZwp4ku2HaGE5m47Y9dOp0B1ziz8vcugWVK8fuDPfZZzBhgv3jE/qKiIigaNGiHDx4UBbDCSNICcTzOHDgAMOGDePkyZNGhyIMFEAAeclLOOGYMPEf/1Gc4jZ/7okTJyhWrBi5cuWKvSgL4GwkYf1rwpnVSP3rXwUA12/fpmj+ubhmT7wL4bRpMHy4dpwuHZw4AZUq2TlAobvRo0fj6urKpEmTjA5FOB9JgJ9Hz549qVmzJoMHDzY6FGGgNayhG90AqEY1TmBcNxBrF8ClXVHg8hzlA09KBySBdRxmi4Uw3/ZkKtBBy3LjsFigQQM4dEg7r1kTDh/W6oJF6nXt2jXq1avHzZs3SZfg11wIG5Ma4Gfx9fVl+/btzJw50+hQhMF+IXb3ora0NTASbQMMeeeamCnrj+AqM+OpkZe3N4f+XMGbLRphit4J4wkXF1i4EKpWhfBwOHoU5s6F9983KFihi1KlSlGhQgV+/vln3nrrLaPDEU5G3j8/w/Lly2nTpo0sfnNyEUSwjW0x529hn7+sZ82axfz58xNd12sL5DTHFG50BCKFcufMSY1X80BEBAQHJ3q9fHkYMyb2/KOP4PZtOwYobCJ6MZwQ9iYJ8FMopZg3bx6enp5GhyIMdoADBBAAQGlKUwn7FCDu27ePLFmyxLumLBaIko/qEwoICuLOg1tGhyFSKJ27OzlzhwIK5e+v1T0kMH681hsYICAABhjTglvoqFOnTpw+fZorV64YHYpwMpIAP8WhQ4dwc3OjTp06RociDPYrv8Yct6Sl3Z574sQJXnnllXjXTClsf5bW3b53jxt3rhkdhrDCsX//4qHfFa3LyePHiV5Plw4WLYqt/d22DTZssHOQQlfp0qWjZ8+eLFq0yOhQhJORBPgpFixYILO/AtD6/0ZrTWu7PXfv3r2USbhTmyTASSpfqji1Xq1qdBjCCq9UrkymLH7aSUiIVvCbQK1aMHBg7PmQIeDnZ6cAhU14enqydOlSIqS0S9iRJMDJ8PX15bfffuOdd94xOhRhsPOc5z/+AyArWWlIQ7s9u3jx4rgkWOou9b9J83p0n8fSGSNVy5I5M4FhsR+Fq8ePIYlGRV9+CQUKaMcPHsC4cfaKUNhCuXLlYhbDCWEvkgAnY+XKlbRq1Yrs2bMbHYowWNzyh6Y0JR3GtuuREoiknTp3nnteXkaHIawQFRXFjgMrYi9ERqKCghLdlz07zJgRez5/Phw7ZocAhc3IYjhhb5IAJ2PJkiX07t3b6DDSlAMc4BM+IROZMGEiHekoTWnKU5685KUqVRnLWLx5/jZWoxnNDnbYMGrjyh969erFxo0b419UCiUJcJKa1H+DSuXKGR2GsELGDBlo3TzBRhgBAagkFn126gRt2mjHFgv06SPVQalZhw4dOHnyJDdu3DA6FOEkJAFOwt9//014eDgNG9rvo25n0IAGTGRiTAux0YzmKle5yEUucIFKVGIyk3mFV7jHs7f5DSCAecxjClNsFrMPPvzFXwC44mrXBXBHjx6lbNmy8S/Kv/DJunH7LgGBoUaHIazk4hJMaHicN8FKJbvpy8yZkCmTdnz2LMyebYcAhU1kzJiRbt26sXLlSqNDEU5CEuAkLFq0iF69ehkdRpqVl7yJruUiF0tZShGKcIc7fMM3zxxnPvMJIIBd7OIsZ20RKjvYgRkzADWpSR7y2OQ5CYWEhHD79m3Kly8f/wWp/03WqXPnuHXnodFhCCvduH2b05f/iH8xNBTCwhLdW7So1g842iefwN27to1P2E7//v2ZP38+ZrPZ6FCEE5AEOIGQkBA2bNjAu+++a3QoaZZLMr/t3HHnJV4CeOYMcCSRLGEJn/AJgM1mgY0qf/Dw8MDb2xt3d/f4L8gMcLLaN29OpbKVjQ5DWKlCmTK8VDlHouvJLYgbNQoqVNCOAwO1c5E6VapUiYIFC7Jnzx6jQxFOQBLgBDZs2EC9evXIly+f0aE4nUACOc5xAJrR7Kn3/sRPtKUtYxlLbnKzmtV4oe8CqAgi4tUXt6GNruM/S8aMGRNdkw4QyfPx9cXbJ/GCKZG6pE+fHi/fc4lfiIrSMtwE0qWDOXPAZNLO16yBvXttHKSwmT59+khPYGEXkgAnsGjRIvr06WN0GE7nGMdoSlN88GEEI+hL36feP4c5jGQkHngwnOGEE84sZuka02EOx+z+VpSiVMZ+s4tJ9sNUSmaAn+LmnTv886/sjZvamUwmdh9al+RrKjAwyQVxDRtCly6x5wMHJtlCWKQCXbt2Zffu3fj4+BgdikjjJAGO4+LFi1y9epUWLVoYHYpT2Mxm3uRNcpObmtTkVV7lCleYwhRMmJL9vt/5ndrUjqnHHcxgspKVOcwhjMR1gim1jW0xx/ae/a1bty4nTpyIf1GS36eqUaUKTeu1MzoMYSUXk4nOHWoCicsdnrYgbupUrT0awOXL2rlIfTJnzkybNm1YvXq10aGINE4S4DiWLVvGO++8g5ubm9GhOIUOdGADGxjKUAD+5m+KUeyZ3zeTmYwittAvG9l4n/fxwYflLNctvrgJsD3rf6Oiojh//nyiBXBS/vB0ZouFk6dlBVRaEB4ZgF9gMrP5ySyIy5cPPv889nziRJCOWqlTnz59WLhwodFhiDROEuAnIiMjWbp0qfT+NcA4xlGDGhzjGJOY9NR7/+VfjnGM9rSnVpz/drADF1z4kR9RSc0cvaBb3OIcWh1iRjLyGq9ZPebzun37NqVKlcLDwyPeddkA4+nc3dxYvm630WEIHdzz8uLfi/uSv8HfP8kFcYMGQbVq2nFICIwcaaMAhU3Vr1+fyMhIjh8/bnQoIg2TBPiJHTt2ULZsWcqUKWN0KE7HDTdWsIKMZOQLvuBf/k323u/4jt3s5kiC/05ykta05gIX2M52q2Payc6Y4wY0IAMZrB7zeZUoUYLTp08nui4zwE9nMpmY/NH3RochdFCxTBnq1iqR7OsqmR3iXF1h3jyI3j1882b49ddEt4lUoFevXrIYTtiUJMBPyOI3Y5WjHJOZTCSRvMM7RJA42bvNbe5yN9nFaP3oB+jTEi1uAvysjhR2IQvgnsu+gzcxW6z/BEAYy8XFhbOX/3z6TQEBkES/2Bo1IG4Xy5EjpX12atSrVy/Wr19PSEiI0aGINEoSYOD+/fscOnSIt956y+hQnEJ0iULCUoXBDKYxjTnNaT7io0TfN5Wp9KJXsuO2oAX5yMce9nCCE8ne9yyRRLKLXTHnzWme4rFS4ubNm0QlXOkuye9z2bJtL/6P0xsdhrCSq6srf53a+fSblEIlsyBu8mTIlk07vnIFZszQOUBhc/ny5aNu3bqJt4MXQieSAAMrVqygU6dOSfZdFfrzRtvm9D734103YWIJS8hGNqYwhbnMjXntP/5jLnNpSPLbU7vgQl3qAjCWsSmuBT7K0Zj2Z8UoRgUqpGiclKpfvz63bt2Kf1ES4Ocy48svye5R0egw0ox/z/iRq8gG/jnpa9fnmoC+PZo8+8aQkCSnd/Pkib8gbsIEuH8/0W3CwUlPYGFLTp8AK6Wk/MFODnCA8YxnDWsAWMMaPuZjDnAg5p7CFGYmMwEYyEDqU5+XeIk3eINQQulHP9ayNtHYwQTzFV+xD23hzC520YY2KaoHjlv+YO/Z38ePH+Pv70+JEvHrH6X+9/k8Dgjg+Ek/o8PQxZFjPnwx6SzZCqzHlHk1LllW0+f9o8yafxmz+cXf3I3++CQ7dj1fFhgWppUW3L0Xiq9fBLduBwMQFJy4B6+tePtdJSD48TPvU35J/3oPGgSVn1RLBQXBxx/rGZ2wh5YtW3LlyhWuXLlidCgiDXL6BPjQoUNkzJiRGjVqGB1KmteABnzFV4QSikIRSihf8iUNaBDvvh70QD3570/+5AxnuM51FIrf+Z3OdE40diYyMZ7x+OIb872/8istePGeznF3f7N3/e/du3dp2rQpJlOCPsiSAD+XDOnTs2LtX0aHoYta/8vNpx9VplePkgC0al6IRbNrMqhfWVxdk++TnZSAwEjmLbrKlBkXnnnvlq13yJxvHcNG/UO9Onlwd3ehTq08jBhzgqz517F2480U/Xxe1H2vB1z679izb4yMhODgRJfd3OL3Al66FKSpQOri5uZGz549WbJkidGhiDTI6RPgRYsW8d5779H70tIAACAASURBVBkdhnAQD3kYUz/sjjuNaWzX51eqVIn169fHv6iUtg2seKYc2bIx/bNloNJOOVO+vFoHkgL5U/5zmr/4KgGBkeza+4Cz558+q1qnVm7ebF+UFWuuM3LsCZq8np+Pv/iXBUuv0q51YerVzpPiOF7EKy+/TI1XCj7XvcrfHyyWRNcbN4ZWrbRjiwWGDUuye5pwYL1792bp0qWJ10UIYSWnToCDgoL45Zdf6Nq1q9GhCAfxO79jQfuHtDa1yUIWgyPSWj7Jv9rPb/OO3/H3y290GLpxcTE9+TFl3x8ZaWHJiv/4ZKxWDzBlxsWn3p83TwZ+WlaXE4daEBpqZv/Bh4SFmTl/vBWb1zSgUEGPp36/XsIjIjh14cCzbwSwWFABAUm+9OOPkP7JusjDh2HDBp0CFHZRtmxZSpcuzY4dO559sxAvwKkT4LVr19KoUSPy5s1rdCjCQcTt/tCE51iEo7PTp08TkaDcQTbAeDG3793j3Fmn/qstnp823KRtq0KMHVmR3LnSs3rdDbweJr9l+O07IbxSdzslKv1MpQrZaPJ6fipXzE7xij9To8EObt5KXG5gCybgwN8vkPQEBSW5WLR0aa0eONqYMUluJGe1I0fgiy+07hMmk/aGpU8fmDUrcbe2lSvh1Ve1+0wmyJ8fvvwSAgMTjztnDpQood1XpQpst77Nearz7rvvsnTpUqPDEGmMU/8rsWzZMt6N2zBSOL3dxO4kZu8E2GKxUK9evUR9L2UB3IsZ2rs3tV/ujpP/9RZjzsIrjBxSAQ8PN4YPKk94uIVZ8y8ne/+5C/5cvxHMzCnVea9nSX757S49uhRn2nfVuXU7hEtXkp5p1VvGDBkY6tnhxb7pcdLlHZ99piWZANevwxTrW4UnUqsWfPop9OqlnbdqBYsWacm3q2v8e3v0gL/+gujdzjt21BbpZUniA6eBA7XXSpSAP/+EFi++rCHV69KlC/v27cPb29voUEQa4rT/Qly9epWrV6/Swhn/NhFJOsc57nEPgJzkpDrV7fr8mzdvki1bNrJnzx7/BZkBfmETvp+LJfL56kfTst/33Kf2/3KTJ7dWAzB4QFmyZnFnzoIrMZ0eEmrepAB+d99kUL+yHPzLG4tFcfT4I4YMKIvX9Y40faOA3eI/deHQC92vwsMhNDTR9axZtVZo0SZNgnv3rAwuGfnyaT8WeMb/pnTpYNw47Xj79iRLmGPs2aMl8Vmz6hNjapMpUybatm3LqlWrjA5FpCFOmwAvX76cbt264ebmZnQowkHsZW/McUMa4orrU+7WX2BgIB07dox/UXaASxE3d3ce3ClmdBiGmznvMqOGx/ZFzpbVnff7lcHnUTjLV19/5vdXq5KD1xvmo8pLOWwZZrLue1/kUTJtzpKjHj9Osma+b1+thABs2xYtulb7eWq2u3aFIkXgxg34+eek73n4UKtddvalKu+++y7Lli0zOgyRhjhlAmyxWFi+fLl0fxDxxE2AX+d1uz//5ZdfZtq0afEvRkXJArgU+HjoUArkaA7KeXeF+/eMH8eOP6J9l/3UarQz5mvHrvu4uJj4cdbFZ/7WKl0yC3t+e4NSJTLbJ+gEWr5Rl1w5X/DX0GxOspjW1RW++y72fPlyOHnSygCt5OYGI0Zox99+m/Q9c+fCe+9pM8bOrGHDhgQGBnLq1CmjQxFphFMmwH/88Qe5cuWiUqVKRociHIQZM3/wR8z5G7xhXDBxSP1vyvX9YBwq4iWjwzDMdz9eYPevr3NkX7N4XycPt6B1i0JcuBTA9t9tVAegk4ePHnHh2nP0Ak5ABQYmXnkGNGkCbdtqx2YzjBplbYTW8/SEHDm0RXQHEjS9iIiAxYu1OmBnZzKZ6NGjh8wCC904ZQIsi99EQic4wWO0BTSFKGT37Y8B9u7dS3CChv7SASLlXq5YEb+H5YwOw24WLLkac3z7Tgh374VSuWL2JO/t915p4Nkt0YwWEhrK6ctHXvwbldJKIZIwaVLsorQ9e8Do7lqZM8P772vHCWeB162D114DaVSk6dWrF2vWrCFS/l4UOnC6BDgwMJCtW7fSvXt3o0MRDiRu+UMjGtn9+Uop2rdvjznBrJXMAKfc0N69yZqxIsqcunsCWyxancLTyhXOnHvM7bux3UOmzrxIrx4lkr2/RdMC5MubgT1/PODEKV/dYtVb8cKF6dyuXsq+OTQ0yR0UK1aEfv1iz0eMMH6fmaFDIUMG2LYNzp2LvT5tGgwfblxcjqZ48eJUqFCB3377zehQRBrgdAnw+vXradSoEbly5TI6FOFA9rAn5tiI8ofbt2+TJUsWsiZc5i0zHVZp+15vQnzrGB2GVXwehQNw/oI/ZnP8LDgy0sLO3fdp2fEP2rQoBMB/14OYu+gKDevlS3ZMFxcTdWtpO7qN/fSUw5aZWywW9h1J+RStSmYB3YQJsS3HLl4Eoz9Vz5tXa5+mVOws8OHD4OEBVasaGprDkcVwQi9OlwBL+YNIKJxwDhHbbsmIBDg8PJx33nkn/kXZAc5qowYOxN+3OJiTTwYd1ZFjPnz+9ZmY0oaDf3mTtcB68pfcRP6Sm8hVZAMeedbSvP0+XF1N1Hg1F/MWXeWN1nsIDTXTb8hR1m68mWjc4OAovvr2HPsOeAGwa+8D2rz1h0PWA7u4uHDm0t8pHyAyEhL01QYt4Rw5Mvb800+TvM2uPvxQ6xyxZg3cuaPtYCezv4m99dZbHDhwQHoCC6uZlHKef2GvXbtG/fr1uXXrlrQ/EzH2s5/XeA2AMpThMslvEmBXISEoX8f9eDq1uHj1KmXL++GaRfbATY1UZFkI6pPyAVxdMeXPr22lFkdQEJQpAw8eaOdffw0ffWRFoE988402Tv/+WgeH5CxYoC2Ai+utt7Stmt9+W+tQceFC4k00BLz33ntUqVKF4fIOQaTcCKeaAV6xYgVdunSR5FfEE7f7gxH1v8mR+l99rP/tN9ZvuQuWpBeECcd2/PQhwq35s2A2a10hEsicWZv5jTZpktZz11rRG1o8tWb7DNy+nfj6mDHaj+vWwYABkvwmR8oghB6cJgG2WCwsW7aM3r17Gx2KcDBxE2Aj+v8C/PLLLzxOuGpd6n91MaJvX5o1eB0V2troUEQKPA66g4+1n4Qk0xbN0xMqVIi95euvrXsMgI+P9uP584kfGRkJO3dCy5bQpk3i761eHRo10pLzPlZMeqd10hNY6MFpEuD9+/eTI0cOKleubHQowoGEEcZf/BVz3pCGhsTRq1evRB0gpAWaPjJnysTNO3fYuy8AFVnG6HDEC2rS8FUK5beyhlspCAhIdNnNDb78MvZ8zhy4di1ljzhyBD7/XCttADh4UNu6OH9+7StXLm1RW/Pm2sxujRpJjzNmjLYgLlu2lMXhDKQnsNCD0yTAsvhNJOUf/iEcbZV9WcqSH/u3zLp//z5ubm7xO5NERaGiP0sVViuUPz8rNm6E0LZg5y2uhXXuPrjH6YvHrR5HBQcnWVbUsSPUrasdR0TAJ5+kbPxateCzz7SZZKW0r+Bgrcb4wQN49Ch2XeuNG8mP06wZzJiRshicifQEFtZyigQ4JCSErVu30qVLF6NDEQ7mALFbL9WnviExREZGMirhllTyl7qucufMyZIpU8CcFxWezNSbcEhh4eFcvXVWn8H8/ZO8HHcWeO1a47dIFs8mPYGFtZwiAd68eTN16tQhX77U1wpJ2Naf/BlzbFQCXLRo0UQJsCyAs403+/XD/2FdsGR99s3CIZQqVoyOLXX6sxkejgoNTXT5tde0ulzQFrGNG6fP44Rt9ejRg5UrVxodhkilnCIBXrp0Kb169TI6DOFgzJjj9f9tQAMDo0lAZoBtYmifPjzyDUMFdwZMz7xfGC84NJQd+7frN6C/f5ItGiZP1vrwgrY98qFDiW4RDqZLly7s3bsXn+iVh0K8gDSfAN+5c4d///2XNkktuRVO7QxnCEBbGFOEIpQg+a1jbWnDhg3cuXMn/kWZAbaJBjVrks7dnYsXQYXXMjoc8RxMJhOnzp/Qb8CoKK04N4HKlaFnz9jz6JZkwnFlypSJli1bsm7dOqNDEalQmk+AV69eTceOHUmXLp3RoQgH4wj1vwDjxo0jMG6fUrM5tpmo0J1Sig+++AJCW4FZtkR3dB4ZMjB2sOezb3wBKiAgyT9jEyZA9D8Vhw7B77/r+lhhAz179mTFihVGhyFSoTSfAC9btoyecd/WC/GEI9T/RkZGcvv2bUqVKhX3oiGxOIsiBQuyccECUO6okC6gpCuEo9u0Y4u+A1osWhKcQPHiWguyaOPHy27kjq5x48bcvHmTS5cuGR2KSGXSdAJ86tQpwsPDqVOnjtGhCAfkCAlwWFgYEydOjPcJhSyAs70M6dPz6Xff8ddRb1TIm0aHI57h1t0UNud9mqAgVBJvNj/+GNKn146PH4dff9X/0UI/rq6udO3aldWrVxsdikhlTEql3fe3H3zwAZkzZ+bzzz83OhThYK5ylTJomyLkJCfeeOPiKO8HHz1KcqW60Jf3o0ccPXmS1o0bg8cWTOn/evY3CUOo8LoQ0lb3cU0ZM2o7VCQwdGhsL96XXoJTp2IXyAnHc+rUKTp06MB///2HySSLW8VzGZFm/0hHRUWxatUqKX8QSYq7+1stajlO8ovMANtLnly5aN24McvWr8cS1BIVVcTokEQydu7faZNxVWgoKiws0fVx47Rd2wDOnIFNm2zyeKGTqlWrkiVLFg4fPmx0KCIVcZx/9XW2e/duSpYsSenSpY0ORTiguAlwbWobFseGDRs4c+ZM7AWLRVsEJ+zG29eX3/bsh6DeYM5rdDgiCfe8btpu8CQ2x8ifH95/P/b8s8/kj6Wj69GjhyyGEy8kzSbAK1askNlfkawjHIk5roVx7bBmz57NgwcPYs5l9tf+PuzfnzZNmvDQOwQV1AssmY0OSSTwXpcOths8MhKVRFu0MWMgSxbt+Px5+Okn24UgrNejRw82btxIeHi40aGIVCJNJsCBgYFs376dzp07Gx2KcEBBBHGa0wC44kpNahoWy6VLlyhbtmzsBekAYQiz2cxb/ftz9oIPKqgfKA+jQxJxHDlxAv+4rQL1FhCQqN1D7twwcGDs+ddfS3dCR1awYEGqVq3Kr7JqUTynNJkAb9y4kddee42cOXMaHYpwQMc5jhnt88wKVCALWQyJQynFsGHDKFy4cMw1kyTAhnB1dWXt3LmUKlYMzPlQQT1AuRsdlnjCx9cX/yTalunGbIYkEuxRoyDrk12zz5+HLTp3YxP6kp7A4kWkyQRYyh/E0zhK+YPJZGL06NG4usb2oZUSCOPkz5OHdO7utOvdmwf3s6ICB8hMsINo3bgJRQsVsukzVGBgokLf3Llh5MjY808/lVlgR9apUycOHDggWyOL55LmEuDbt29z5swZWrVqZXQowkEd5WjMsZHlD4lYLNo2rcIwrq6uTBg5ksjISDAXRgX2lSTYARz55x/u3L9v24coleQs8PDhkC2bdnzuHGzdatswRMrJ1sjiRaS5BHj16tV06tRJtj4WyTpMbKscIztA7Nixg23btsWcJ9WUX9hftcqVKVygAAPGjsX3USZUUB9Jgg3m5x9AmB0WN6ng4ERvQrNli18L/PnnsjucI5MyCPG80mQC3K1bN6PDEA7qBjd4yEMAspGNClQwLJatW7dy7VrsDldS/+s4TCYTXdu35+LVqxBVGBUwGMx5jA7LabV4/XVKFy9u+wcppS2IS+CDDyDzk+YgJ0/CTtu0JRY6kK2RxfNKUwnwqVOnCAwMpF69ekaHIhzUcY7HHFenuqEbYPyfvfsOj6LcHjj+3fRCChBaOoFI70hRQC69BQQ1gAqCBTuKvdyrV732Do+KV39eGyhdeocQOtIhlBBKaOkhpG+S3fn9Mckmm0bqziY5nzz7ODs7O3Oywc3Ju+c974ULFwgKCjLdl/pf63JXv37c0bs3n33/PfHxCkraUyh5rbUOq0Ha8/dBrsfFWeRaSmYmFPt/0csLHnmk8L4sLmq9bG1tue+++1i0aJHWoQgrV68S4D/++IOpU6fKUoiiTIc4ZNruQx8NI4GHHnqIXr16Fe6QEWCrNLh/f9Zt366WQaQ9ipLTXeuQGpzklJsWKYEooJSyOMZLL4Gjo7q9bx9s326xcEQlTZs2jV9//RVFalVEOepNAmw0Gvnjjz948MEHtQ5FWLHiI8BamjJlCi1btlTvKIokwFaqd9euzLjvPhatXs3fxyIgYwpK9lBA/tC2lHHDRhLk72+5C+r1UGyJZF9fmDGj8P5//mO5cETl9O7dGzs7Ow4cOKB1KMKK1ZsEeNeuXTRu3JgOHbSr6RTWTUExGwHuRa9yjrYsmQBn/YYNGMCWnTsBHWSNQEmbJavGWUjYniPExMdb9JpKKbXAr74Kdnbq9rZtsGuXRUMSlXD//fezcOFCrcMQVqzeJMAF5Q9ClOUSl7jBDQC88CKAAM1iOXr0KJ9//rnpvkyAs35NGzfm9Wee4XRUFJ99/z1KbmuUtOdQ8iw4MtlAxcanobd0jXxODmRlme1q3RpCQwvvf/KJZUMSFffAAw/w559/kietJUUZ6kUCnJOTw5IlS6T7gyhX0dHfHvTQMBI4cOAAp0+fNt2XCXB1R7ugIOzt7EjLyACjO6Q/jqK/EymJqD1TQkIJLLJioqWUNgr8+utQMM1k7Vo4c8bCQYkKadOmDYGBgWzbtk3rUISVqhcJ8KZNm+jQoQP+lqwRE3XOYQ6btnvSU8NI4OLFi2YdIKT+t+6wsbHhuUcewc3VlQeffZZTkRchczxK+gwpiagly9ftIFeLkbzc3BKjwJ07w6RJ6rbRCF98YfmwRMXcf//9LFiwQOswhJWqFwmw9P4VFVF0BFjrBPjuu+9mUsFvUZkAVyfpdDreffll9Hq9+vF8bnuUtDkoue21Dq3eOXI8GvuC4lsLK2sUuMAvv8D16xYMSFTY1KlTWb16NZmZmVqHIqyQTqnjfULS09Px9fUlKioKLy8vrcMRVswLL5JIAiCKKNrQRuOI8uXmoliox6moHQv/+otNO3bw85dfqjvsT6FzWQE2JZMnUXlK2pOQF6hdAE2aoHMxXw3wH/+AsDB1+7XX4MMPLR+WuLWRI0fyyCOPEFq0eFsImFPnR4BXrlzJgAEDJPkV5brCFVPy6447QQTd4hkWJKO/dd79d9/NR2+8gaIoHI2IgNyOKKkvoOj7IrXB1fftzys0vb4uLa3EvhdfLNz+9lsopXWwsALSDUKUpc4nwNL9QVTEcY6btnvQA52GSUl2djbTp0833ZcJcPVDy2bNyNbr+eTbb9lz8CAozpA5CSV9Ohgbax1enWU0woFDFzSNQcnNhWIfo48dCx07qtupqfDTTxoEJm5p0qRJhIWFkZSUpHUowsrU6QQ4MTGRPXv2cPfdd2sdirByRRPg7mi7kld0dDT79+8v3CEjwPWGs5MTC7/5hjt692bhX3+xISxMHQ2++TJKZggoTlqHWOfYKE35+ct5WoeBUmwUWKeDOXMK73/xhfyvbI3c3NwYOXIky5Yt0zoUYWXqdAK8ZMkSRo0ahaurq9ahCCt3ghOm7S500TASNQEOCCjsQSw9gOunMUOGcPrcOQCy9XmgH4By89X8lml1+q3XomLjdCxfv17rMErtCDFtGrRqpW5fvQqLF2sQl7glKYMQpanT78JS/iAqypoS4K5du/L++++rd/LyUIxGTeMRtcPT3Z05jz1Gbl4eox54gM07d4LiorZMS3sSJa+t1iHWCTGxCtl6vdZhACU7Qjg6wlNPFd7/5BO1qYuwLqNHjyYiIoJLly5pHYqwInW2C8TVq1fp3r07165dw9HRUetwhBXLIYdGNCKXXGywIZVUXLGSTw2yslCkNq3ey8vLI1uvJyIykvSMDIYOGKA+YHcZnDeis4vSNkArpmTcDzndtA7DROflBU6FpSzJyRAQAOnp6v3Nm2HYMI2CE2V6/PHHadOmDa+88orWoQjrUHe7QPz5559MmjRJkl9xS2c5Sy5qmUEggdaT/CIT4BoKOzs7Grm6Ety6NZvDw8nJzSUlNRXy/CHtUZT0h1AMll/prC745v+2kp6RoXUYJsVrgZs0gQcfLLxf0AlPWJfQ0FCWL1+udRjCitTZBHjRokVMnjxZ6zBEHWBN5Q8AL774ImfPngWk/rehaeLpyUdvvIGDvT3vfPEF78+bB+ggtyOkPquWRuR20DpM62FsxNHjMTSypnkeej1KsZKMF14Am/zfphs2QJQM6Fudf/zjH1y9epXz589rHYqwEnUyAY6KiuLKlSsMHjxY61BEHWBtCfDSpUtNn1zICHDD9eW//82Ls2aRmJzMM2++SVxiorrYQ/oMlLRZKLntaOg9hJW81vzw6adah1FSsVHg4GAICVG3jUb4+msNYhLlsrGx4Z577mHp0qVahyKsRJ1MgJcuXcqkSZOwtbXVOhRRB0QQYdruRCcNI1FrQePi4vD19QWDQf1tKRosJ0dHvJo0YdKYMWRmZXE6Koqz589DXhtIfxjl5iso2YPVyXMN0NGjOpauXat1GCVlZ5foefbss4Xbv/yi9gYW1mXy5MksWrRI6zCElaiTCbCUP4jKOM1p03ZHOmoYCSiKwsaNG7Gzs5PRX2Ey5M47ae3nB8DH33xDbl4eWdnZYGwCWaPVRDhrHBiaaxypJdkQfdGFFs2aaR1I6QpmveUbOhS65H/AlJYGv/6qQUyiXP379yc5OZnIyEitQxFWoM51gTh9+jTDhw/n8uXL2NjUyfxdWJAePa64YsCADTakk44zzlqHpUpNLdFWSYgCb3/2Gdl6PR+/+ab5A3aXweFvdA7HQGcd7cFqg5LbHtJnah1G2XQ6aNkSXZFPIufPhyefVLeDg+HMmcLaYGEdXnrpJTw9PfnnP/+pdShCW3WvC8TSpUu55557JPkVFRJFFAYMAPjjbz3JL8iyUaJc77z0Eh+89hoGg4Gx06ezKTxcfSDPHzLvQUl5S+0ekdOFOvphXrnir7XjxXff1TqMsikKFOtOMX262hUC4Nw52LJFg7hEuUJDQ1ksK5YI6uC75uLFiwkNDdU6DFFHnOWsabsd7TSMRPXnn38yb566rKuUQIhbsbW1xdbWlkXffUfXDh24dPUqM194geirVwE7tXtExoMoN19EyR4CRk+tQ64ZxsZcv+bO8EGDtI6kfBkZZitfuLjAzCKD1vO0X8FZFNOnTx8yMzM5deqU1qEIjdWpBDgiIoK0tDTuuOMOrUMRdYS1JcDHjx8nNTVVnfxmMGgdjqgjGrm60rJZMwJ9fXlz9mw83N3ZFB7Oe19/nV8r7AVZI1Fuvq7WC2eGoOQFUle7SChZw2jfJphR1t7px2BAKbY88rPPQkFVxLp1cOGCBnGJct17770yCizqVgK8ePFi7rnnHnS6uvmmLizP2hLgmJgYvL29ZfRXVFnbwEA83d0Z1Lcv7du0wdHBgQUrVrB49Wr1AGNT0A+AtCdRbr5a55JhxeDLvn06Xi1YLtzaFZsMFxAAo0ap20YjfP+9BjGJck2ePJk///xT6zCExupUAizdH0RlFU2A29New0hUr7/+OmPHjpX6X1FtTo6O3DduHDY2Ngzs04ec/H9Tn33/PRvCwtSDjI2LJMMvo2SNRclrC4qddoGXywYyx+Lh7sFzjz6qdTAVk5NT4v/nZ54p3P7xR7VrmrAePXr0wGg0cvz4ca1DERqqMwnwsWPHyMvLo0+fPlqHIuoQaxsBvu2222jevLn6S1OIGuLv48ODkyYBMH74cFOP9GfefJPte/aoBxmbQvYgSHsMJeU9lNRnUbJGo+S2BcU6eqormSGcOm3A092dIH9/rcOpuGKjwCNHql0gAJKTQVrPWh+ZDCfqTAK8ePFi7r33Xq3DEHVIEknc4AYArrjijbfGERUhI8CiltwWFMTwgQMBePGJJ2ji6UlmVhb3zprF38eO5R9lAwZfyB4M6Y+h3PwXSvp0FP0dKIaWaPGrQdH3B/0dvPr+++TUsT8QlcxMs0VtdDp45JHCx3/4QYOgRLmkDELUiT7AiqLQtm1blixZQs+ePbUOR9QRBznI7dwOqEsgH0fbj7v0ej1Dhgxh965dKNeuaRqLaHjiExMByMrO5oFnn+WLt9+mc7t26HNyaOzhUexoI9gmgO1VsLsGttfQ2V4FXV4tRKZDyRynlmoAaenpuDVqVAvXqV26xo3B1dV0PzERfH1Bn9+q+cQJ6NxZo+BEqTp16sRvv/0meUXDVDf6AB8+fBhbW1v5Ryoq5QKF069b01rDSFTXr18nJiZGlj8Wmmju5UVzLy8CfH0JX7aMnp07E33tGvc//TRnz5/n7PnzrNu2Lb+W2AYMLSCnF2SOz68hfgsl7XGUzPHqSHFusFpjXI3JdUqeH0rao6AfwF8bN/Lxt9/WyeQXQClWBuHlBRMmFN7/8UcLByRuKTQ0VJZGbsCsdSaEmUWLFknvX1FpF7lo2raWBNjb24rKMESDZWNjg42NDR3atmX9778DcOnqVQ4eP86APn1YvXkzG8PCmPvee+Tk5uLs5IS9nSPkBam3fAqoo8I2iWCTALY3QHcTbDLAJhWdLg1s0kCXBehAcUIxekBuMOS2h7w2FCTQTo6OzH74YYu/FjUmN1et7XdwMO2aNQsKykx/+QU++EDtFSysw5QpUxgxYgQfffSRdJdqgKy+BEJRFAICAli7di1dChZaF6ICnuAJvkftQfQVX/Ecz2kaz82bN0lISKBt69YoMTGaxiJEeYxGIxcuX6ZtYCDL16/npz//ZNX//sem8HDiEhJ46L77yMrOxtnJqVrXyc3L49l//pOxQ4cSMnx4DUWvHZ2rKzRubLqvKNC+PURGqvd//RWmTdMoOFGqrl278sMPP9C3b1+tQxGWZf0lEPv378fNzU2SX1FpRUeAgwgq50jL8PDwoG3bKmXCkwAAIABJREFUtlqHIcQt2djY0DYwEIBJo0ez5pdfTPsKShT+t3gxU596CoBfly7lq/zP+CMiIzl++nS5599z8CB/rlqFvZ0dMydPrhfJL6iT4RSZDFenTJ48WbpBNFBWnwAvXryY++67T+swRB1kbSUQQtR1bQMDmTR6NABPTZ/OH99+C8CwgQMZmD+CdjQighUbNgDw7ldfMSU/SX7nyy954rXXALgaE4Nfq1YA9O3Rw6LfQ61SFHTFVoZ7+GFwdFS3d+6EiAgN4hJlmjJlCkuWLMEoczMaHKsugTAajQQEBLB582bat9d+EQNRdxgx4oILetQp2Kmk4oabpjG99dZb9O/fn9EjRkgJhBD1lYMDuubNzXbddx8sXapuv/QSfPqpBnGJMvXq1Yu5c+dy5513ah2KsBzrLoHYs2cPjRs3luRXVFoCCabktylNNU9+Afbu3Yu9vT1W/DenEKK6cnJQivX5Ljq37/ffIa82usmJKps8ebJ0g2iArDoBlqWPRVVd5app2xdfDSMpdO3aNekCIURDkJlpdnfkSPDzU7djY2H9eg1iEmUKDQ1l6dKlGAwGrUMRFmS1CbDBYGDp0qVMmTJF61BEHWSNCfDKlStlEpwQDUGxBNjGBh58sPD+L79YOB5RrsDAQPz8/Ni1a5fWoQgLstoEeOfOnXh7e9OmTRutQxF10DUKV1rzwUfDSAoFBwfj4OBQjWUDhBB1gsEA2dlmu2bMULtCAKxera4UJ6yHlEE0PFabAMviF6I6rDEBFkI0HEpGhtn9226DglazOTmFC2QI6xAaGsqyZcvIkwLtBsMqE+C8vDyWLVsmCbCosqIlENaQAB84cIAZM2ZoHYYQwlKys816AgM89FDhtpRBWBdfX1+Cg4MJCwvTOhRhIVaZAG/fvp3WrVvTurX0bhVVY20jwNHR0WQUGxESQtRjigLFegJPnQrOzur2gQNwi/VChIWFhobKohgNiFUmwIsXL5buD6JaYok1bbeilYaRqBISEmjWrJnWYQghLKnYZDgPDxg/vvD+r79aOB5RrtDQUFauXElusTZ2on6yugQ4Ly+PlStXMnHiRK1DEXVYPPGm7Ra00DAS1QMPPMB7772ndRhCCEvS69UJcUUU7QaxcKE6UCysQ8uWLbntttvYvn271qEIC7C6BDgsLIzAwEApfxBVZsBAMskA6NDRlKYaRwQeHh40bap9HEIICytWBjFyJBS8FVy+DLt3axCTKNO9997LkiVLtA5DWIDVJcDLly9n0qRJWoch6rAb3MCAOuriiSf22GsckRCioVKKlUHY20PRCr8FCywckCjXvffey19//SXdIBoAq0qADQYDy5cv55577tE6FFGHJZBg2m6GddTdzpw5kx07dmgdRoO0KdyJ2f/yxKG1LzZ+6s2tnQ9eXbxp2cObwfc248c/XM0+qf5hoSvtBrU0He/ZwZuX3/PgZlrJt8xP57vRors3Nn6+BPVvyfL1zhb87oTVy8kpsfbx1KmF20uXgpScWg8fHx/atm0r79cNgFUlwHv37qVZs2YEBwdrHYqow6wxAT558iQuLi5ah9EgjRiUzdz3Uggdp47EzXksnbSz10g4fp0VPyZyLdaWWa80ZtrsJqZ6zMfuz2D/mniae6ltrKbdk8mn/7qJh5uxxPlffiKN919VHwtfnsCk0VkljhENW/FR4DvvhMBAdTsxEbZutXxMomyTJk1i+fLlWochaplVJcAy+itqQiKFSyx54aVhJIUSExNNNcCKzHrRhE9LdYjXxUlNYnU66N8rh8Xzk7CxgT9XubByU+Horae7kccfSAfg2Knyy2jOXbDj6RkZ+LYylHucaKCKJcA6Hdx3X+H9P/+0cDyiXPfeey/Lly/HaCz5B6+oP6wmAVYURep/RY24wQ3TtjVMgAN1cmdAQIDWYTRoNmW82/XonEuX9upn0Ks3OZk99uj9Gdjawu6Djly8Ylfq8xUFlq1z5tH7pc+zKENeXok6h6JlECtWlJgrJzTUunVrWrRowb59+7QORdQiq0mADx8+jKOjI127dtU6FFHH3eSmadsDDw0jKRQQEICtra3WYYgy+HmrI7fJKTYl9o/+RzaKAj8udC31uTv2ORLoZyDQVybNiLIVL4Po0QM6dlS3U1NhwwYNghJlkjKI+s9qEuDly5dz9913ax2GqAesMQEuSqd1AKKES1fUP07aty2ZxD7+oFoG8dOfLuTmlfzp/bzYlZmTZfRX3EKxBBigaMWfLEBmXSZNmsSyZcukZK0es5oEeOnSpVL+IGqEtSXAZ86cYcyYMVqHIcqwKdyJk2ftcbBXeGJaeonHR/8jG38fA3GJtvy1wbxEIi1dx5adjjLxTdyawYCi15vtKtoObc0aKYOwJp07d8bR0ZEjR45oHYqoJVaRAEdERJCdnU2fPn20DkXUA9aWAF+/fp0s+c1mdbKydfy8xJXJTzTBvZGRv35KIsC35CQ2GxtM9b3/XdDI7LHFa1wIGZ6Ns5OMEolb0xV7H+jUCTp0ULfT06UMwtpMnDhRyiDqMatIgAvKH3Q6+XBYVF8qqaZtd9w1jESVlJSEl5d1dKMQ8MdKF4ZObkbTzt48/EJjHp2aQfSBWEYNzi7zOY9MycDODrbtdiTqUuFkuJ8XuzIjVMofRMUomZkl1j6eOLFwe8UKCwckyiV1wPWb1STAUv4gakoGhQmJK6VPXLKkUaNG8e2332odhsg3dUImWxcl8NLjaQCE73fE1bn8dketmhsYPzwLRYEfFqj/ps5dtCPlpo6+PXJqPWZRTxiNUKwMomgCvHq1um6GsA69e/cmIyOD06dPax2KqAWaJ8Dnz5/n+vXrDBgwQOtQRD2RReHHjM5ovyqXm5sbzZpZx4IcotC/5qTRs0sufx9z4MNvbv1JwawH1T+sfl7iSk6ujp8Xu/JQaMmJTUKUp3g3iF69oKBDYkoKhIVZPiZROp1Ox8SJE1m2bJnWoYhaoHkCvHz5ciZMmCAtokSNyabwo2wnnMo5UjRk9nYKv36djJOjwn++cuPIyfIXuxg+MJs2AXkkJNmweLUzf/zlzLR7JAEWlZSVZVYGodNJGYQ1kzKI+ssqEmApfxA1ydoS4CeffJIV8lvNKnUMzuWD126Sm6fjoeeboM8pex6CTlc4Ge6Fdzzp2iGXFl6y8puoJEWBbPN68+IJsEH+WVmNAQMGEBsby4ULF7QORdQwTRPgK1euEBkZydChQ7UMQ9QzRRNgayiBuHTpEo6OjlqH0eDl5bf4VYp1Yn7ukXSG3Knn5Fl7Xvug/K4hD0/OwMFeITHZhplTZPRXVFGxMog774SCebJxcXDggAYxiVLZ2NgQEhIigxj1kKYJ8MqVKxk7diz29uV/9ChEZegpnGTigIOGkaiSkpJo2tQ6lmRuyK7F2pr9t4BOB//7IhkPNyNf/18j5v7UqLSnA9CsqZGJo7Jo7mVk7BBpbSeqRsnOVifE5bO1hQkTCh9ftUqDoOqB6UzHF1+uc71Gz1u0DOIUp3ie52lKUxJJrNHr1JTaeh2qKoUU5jGPznRmPvPNHqtOrNX9WWiaAEv5g6gNOitba23Lli307t1b6zAarE3hTjzzpidL1roAsHCFM3P+7cmm8MLyGD9vA3PfSwHg+bc9uX1Mcz75zq3U8z0+LYNpk9S2aEJUyS3KILRKgPexj3d5Fw880KHDBhse4RG+4RsMWH9dRjTRJJBAOiUXtKmOIUOGcPbsWQ7GHWQDG/gv/yWZ5Bq9Rk2qrdehqhazmD/4gwgiSjxW1VivcKXaPwudotE6f/Hx8dx2223ExMTg7Kz9x9Si/ggiiItcBOACF2hNa40jMqfk5EB8vNZhCCG05OSErkh/8KwstQyioDriwgVordFb13M8x1zmMo5xrGZ1hZ93gxvMYx5v8VYtRlc2PXrSSMOLmu+7Pn36dPr27cvTTz/NXdxFOOEkkFAr16qu2nwdquoHfmAWs/iO73iCJ0z7qxtrNX4WczQbAV61ahXDhw+X5FfUuKIjwAqyQpcQwgrp9ShFyiCcnWHw4MKH1661fEgFWtACgFa0qtTz3uANs4WILM0Rx1pL+oqWQVjD5Ory1ObrUFVlvWbVjbU6PwvNEmApfxC1xabIP2sj5S9wUNvy8vJo3ry52T7rKtAQQmiilDKIsWMLt7VMgAveQ20qkSJ8xEcl6jvrk5EjR3Lo0CESEhKsrsyuLqit16w659UkAb5x4wa7du1i3LhxWlxe1HPWNAKclpZGbm6upjEIIayTrlgCHBJSuB0WBhl1ZJXtucxlEYsAWMQiBjOY6Uwv83gjRr7gC0Yzmgd5kA50YCxjOU3himvppPMDP3A7t/MN3xBBBIMZjDPOtKOd6XoFznCGF3gBL7xKTIhKIYUXeZEQQhjCEDrSkXnMq1RMzs7ODB8+nNWrK1YSUtn4AeKI42meZgxjCCCATnTiZ342Pa5HzwIWcBd3MYc5HOEIXehCK1pxhCPVfh0q8nOpSAx69LzDOwxhCKGEMpjBhBFW4vstL9aKxFJdmkzjWLduHXfddRdubqVPMhGiOqwtAXZ3v/UqY0KIhkfJykKnKGorEsDPDzp3hpMn1cHhbdvMk2JrNZvZ9KQnAxnIZCbzGZ+Ve/zbvM2HfEgssXjhRQwxBBHEFKZwjGMA/M7v/MRPHOQgQxnKczzHOMbhjz+/8RtTmIITTkxgApe4xF/8xXzmm60ECpBAAgMYwHM8x+d8DsDTPM1sZpNNNi/zcoVjmjRpEgsWLICHb/2aVCZ+gFhiGc5wfuInbud2csllClOYyUxSSWU2s1nMYhaykHDC8cOPz/iMtrTlJCc5wxka07har0NFXoNbxdCFLoQQggMOrGc9jjhymcv0oY9ZPOX9zCr686guTUaApfxB1CZrKoHw9fXl+PHjmsYghLBSiqK2RCti9OjC7XXrLByPhWxiE264mWo/W9GKTnTiBCdMgxZP8ASP8zgARzjCGtbwEi/xK7/yOq8D8AqvABBIIK/xGn3pW+Jas5mNCy48xVOmfZOYhA02HOJQpWIaN24cu3btIq+gqXg5KhM/wEu8RAgh3M7tANhjzxu8AcC7vIsRI9OYZtq3n/38yI+sYAUxxDCVqdV+HSryGtwqhs/5nDDC+IZvcETtf++Pv9l1ofyfWUVjqS6LjwDr9Xq2bt3K/Pn1t1ZIaMuaRoBtbGzw8Ch/cQUhRMOly85WZ8DlGzMGPv1U3d60SaOgatl/+a/ZZLl97COVVBQUcsgxJU4F/w0hxGyy02u8xjzmEUkkF7lo6vRTfOGjm9xkCUuYxSyz/UMZSjzxNKFJpWJyc3NjwIABXEm4QkXmB1Y0fh98WMYy7uAOsw4JOeTQi14AJJFEM5qZzjOWsabvtyUtza5b1dehoj+XsmIwYOBzPieIIAIIMLtWEEGlvkZlLVZV0Viqw+IJ8NatW+nZsyfNmjWz9KVFA2FNCbAQQpRHycpC17ix6f6AAeDuDqmpaiu0qCho21bDAGtBN7qhR8985rONbdzFXaYkrCLv2e640452HOIQMcSYEuDik/bOchYDhlI7BTTFfHGiisY0YcIE3op/q0IJcEXjzyOPbLK5n/t5hEfKfW5FJn1V9XWo6GtQVgynOEUCCXSl6y1jLCvWysZSHRYvgVi1ahXjx4+39GVFA1L0L8OiyyJrYdWqVTz00EOaxiCEsGJGI+gLV6+0s4NBgwof3rxZg5hq2QlO0J3uZJPNIhbxNE/TiLJXYCyNL74AuFH2XKKCRCmSyBqLacKECSQmVn8FuKLxFywyUlO1rcVV9HWo7s+lYEGKeKrf574m/o3cikUTYEVRWL16tSTAolZ5UFhycJObGkaiLoNsY6PpgotCCGuXZT4JaPjwwm1rToB/4IdKPyeLLEYxija04Xmer9CIZmkjfnHE4YIL7WhX5vPa0hYdOjaxiStcKfF4wWSwysTUvHlzGjWqXCJ2q/j98MMOOxawoNQlfb/n+1InilVURV6HqvxcivPGG4Aooqr1u7cmYqkIi/5m/vvvv2nSpAlBQaXXgghREzzxNG2nkKJhJNIFQghRAeUkwNu3QwXmXNWogsnD5X3UfIITZsmULbaA2gIL1CSmtOWTI4nkOtfNzm3EaFoK14iRPMy/4TTSzO7f5CYRRDCDGTjgUGaMTWnKEIaQSy6zmEUmmabHlrCEG9yoUkzFe7vfyq3id8WV0YwmmWRCCDF7Xfewh93sLrNWtiIq8jpU5edSXDDBdKQjWWTxIR+aPVZw3ook8jURS0VYtAZ41apVTJgwwZKXFA2QNY0Az5o1C41WGxdC1BGKwYAuJwcc1GSuQwe1JdqVK5CSAgcPQr9+lounYBTyFKcwYDAltwC55LKNbTzKoyxnuWm/Dz4ArGMdIxjBetbzDd+UOHdrWuOCC+tZz8u8jA8+bGazKRn9lE/xxJPneM70nIUs5FmexQ03FBTe5E288eYDPjA7d0GimUGGqXvAPOZxB3ewgQ0EEUQ/+hFNNLnksp/9VYrJtaUrAOlKOl66W69iVpH4v+Ir9uV/taENPelJFllc5aqpvy4UJpBxxJV5vaq8DgYMFX4NyovhO75jBCP4hE/Qo2cKUzjDGdNo+2/8hiOOPMmT6NCVGmtlfh6lPb+iLDoCvHLlSkLqQlNDUacVHQHWOgF2cnKS5b6FELdWbBS46LLIW7daJoR97OMd3jGVNuxiF+640zL/qylNccGFUYzCFltTyy5QW129wivEEccHfMAc5pT60bU77vzGb/jhx3zmc4Qj/MqvPMMzuOJKLLE8yZNmz+lJTx7iIaYznWEMQ4+eXewyDXYkkcT7vM8e9gDwPM+zl70AdKADe9lLCCGkk87f/E0/+hFOOK64Viqmm9zkfd7nhPMJAKbdnMY2tt3ydb1V/KB2STjAAaYwBVdcOc5xWtGKcMLxxx+AVawy9S1eylL+yT+5xjXTOarzOlT0NbhVDIMYxHa2M4ABfMd3TGQiUUQxhzm0ox3TmMZUppJMcpmxViSW+7mf93mfAxwA4BmeqdDPoiidYqHhqaioKAYNGsTVq1elJlLUqn/zb97hHdP227ytcUTmFL0eEhK0DkMIYUV0dnbQsrCd1W+/wfT8xdSGDoUtWzQKTEO/8zvTmMY85vEMz2gdjplXXnkFJycn3n333TKPseb4BXMslomuWbOGkJAQSX5FrbOmEojHH3+cxYsXaxqDEML6KXl5UGTZ9GHDCh/bvVtdGU5Yj/Hjx7Ny5UqtwxDVYLFsVMofhKVYUwIcGxuLo2P1G3YLIRqAImUQrVoV9v/Nzoa//9YoJlGq/v37ExMTw8WLF7UORVSRRRLgpKQkDh8+zNChQy1xOdHANaNwkZWitUlaSE9Px83NvE9l7TR0EULUeeXUAe/YYdlQrEHBBKeC2f/WxNbWlrFjx7J69eoyj7Hm+IWFEuD169czdOhQmQwkLKLoEozRRGsYCfz1118MKtrVXgghyqDk5pr1PLvrrsLHGlICrEfPx3zMZ3wGwFzm8gVfmFqsWYvx48ezatWqEvvrSvwNnUUmwYWGhjJmzBhmzJhR25cSghRSaIy6tKgrrtb317dejyKT4IQQpfHwQJf/qdHVq2o7NAAXF7hxw9QpTViBzMxMWrVqxaVLl2hcZDlrUSfU/iS47OxsNm/eLPW/wmI88cQddfGJDDJMyzMKIYS10xWZ7ebrC4GB6nZmJhyrnZVyRRW5uLgwaNAg1q9fr3UoogpqPQEOCwujc+fONG3atLYvJYRJQd9EgMtc1iyOHj16cOnSJc2uL4SoWxS9HoxG0/2BAwsf27tXg4BEucoqgxDWr9YT4FWrVjF+/PjavowQZvzwM21rWQccHx+Pg3xmKYSoBKXIKHCfPoX7pROE9Rk/fjwbN24kJydH61BEJdVqAqwoCitXrpQEWFhcBzqYtk9yUrM4srOzpQ2aEKJyykiA9+/XIBZRrhYtWtCuXTt2NKRZivVErSbAhw4dws3NjXbt2tXmZYQooQtdTNsnOKFZHOfPn6dJkyaaXV8IUQcVSYC7d4eCv6GjoiApSaOYRJmkDKJuqtUEeNWqVUyYMKE2LyFEqawlAfb09ESnk86/QohKMBoh/yN1Bwfo1g1wv4mCwsGD2oYmSpowYQKrVq3CAk21RA2q1QRYVn8TWulAB2zy/3mf4xyZZGockRBCVEKRUeC+fQG3NBi+gV1HLNfWcTObmc50OtABH3x4hVcs1ss2hRTmMY/OdGY+8y1yzfJMZzq++HKd6yUe69SpE46Ojhw9elSDyERV1VoCfPHiReLi4rjjjjtq6xJClMkFFzrRCYBcctnDHovHkJaWhr+/f4n9MkoghLiVohPhbr8dSGwGTZJYb1jPNaX2V7hcwhJe53V+4idOcpKBDORTPuVLvqz1awMsZjF/8AcRRFjkercSTTQJJJTZV37cuHFSBlHH1FoCvHr1asaMGYONjUUWmxOihCEMMW1vZavFr5+dnU1WsaVNhRCiQnJyTO3Q+vYF9I6Q7kZktJ7thu0cNB7EiLH8c1SRgsILvEA/+mGHHbbY8jM/8wVfMJnJFT7PDW7wLu9WKYZZzGImM6v03NqwiU1c4xq3cVuJx25wg5TZKZIA1zG1lp2uXbuWsWPH1tbphbilu1DXEQ0mmBa0sPj19Xo9Tk5OFr+uEKJ+KBgFDg6Gxo2BRC/S0iAxEc4Yz7DVsJUsav6P7CiiuMpVXHE17XPCiTnMoTWtK3yeN3iDVFKrHIcT1vP+6YgjXniV+tgbvEHjgMZcvnyZK1euWDgyUVW1kgBnZGSwb98+RowYURunF+KWjh2Dn+8JoV33LPo8GMnzPG/xGLy9vTl5smQLNpkSJ4SoCJ1erbfV6fLLIJKaAWo3CIA4JY61eWuJUWJq9LoJqEu166rxbvURH1W7drc617eUgu9Tp9MxYsQI1q5dq3VIooJqJQHevHkz/fr1wy1/PXMhLC03F1Ytt+PsMSdOaNQEwsbGBg8PD20uLoSo80osiJGojkBevFh4TDbZbDNs47jxOArVm19wmcsMYABP8AQAC1jAgPyvgtpXI0a+4AtGM5oHeZAOdGAsYznNadN55jKXRSwCYBGLGMxgpjO93Gvr0fMO7zCEIYQSymAGE0ZYqcfGEcfTPM0YxhBAAJ3oxM/8bHo8m2x+53cGMpA5zCGVVJ7gCTzxxB9/lrHM7HyZZPIczzGTmYQQghNO6NCZvucznOEFXsALLxJJLPP7PPrVUd4Lfo8P+RAHHNChI5hg1lKYFF/kIhOYgB12fMiH5b4monbZ1cZJpfxBaC0wsHBbViIWQtRJBgPk5YGdHb17AymNIc+OixfzzA5TUDhuPE6SksSdtnfiQNVWn/THn135XwMZyAM8wEd8ZHbM27zNh3xILLF44UUMMQQRxBSmcIxjAMxmNj3pyUAGMpnJfMZn5V43jzxCCMEBB9azHkccucxl+tCnxLGxxDKc4fzET9zO7eSSyxSmMJOZpJLKbGazmc1sZSu72EUAATzCIwxlKD3pySu8wnSmcxd3mUoaXuVVWtCCr/kagKMcpT/9AbjEJf7iL+Yzv0S5SfHv8027N/G/25/ZsbPBVS2NGMxgxlKYD7WmNQMZSCta8TqvV/InJGpSjY8AK4rC2rVrGTduXE2fWogK8/KCgg8gUlMhOdnyMezfv59+/fpZ/sJCiHqjYBS4Z09A0UFyU8oqM72mXGNN3hoSlIRai2cTm3DDzZQ8tqIVnejECU5UeQT6cz4njDC+4RscUVf98Mefp3iqxLEv8RIhhHA7twNgjz1v8AYA7/IuRoyEEGIacY4mml/5lSd4gln5X5lkspOdpnOuZS0ZZJjud6c705gGQCCBvMZr9KXvLb+Pxo0b07NnT7Zt28YLvEBLWrKKVWSTbXbccpbzOI9X5iUStaDGE+CjR4/i7u5OUFBQTZ9aiEoJCCjc1mIU2GAwYGtra/kLCyHqj/w6YF9f8PAAEpuRng43b5Z+eCaZbDJsIsJYO+3D/st/WUVht4N97COVVBQUcsip9PkMGPiczwkiiAACzB4LwjyPyCGHZSxjP/t5osjXN3xDL3oRSCBJqEvlFUyg60UvnHE2naMNbQBMxwH44MPHfMzzPE888QD8i3+ZPa/odnnGjh3L2rVrccSR2cwmnniz8oxTnCKXXHrQo0LnE7WnxhNgKX8Q1kLrMgij0ShtAIUQ1VNkIlyHDkCSOvJ6rZxWwAoKR4xH2GHYUaWktDzd6EYf+jCf+YQSyiEO0YQmputW1ilOkUACvvje8thooskmm/u5n/lFvn7iJw7mfzVDnShY1gS6ghHmPArLSOYxDx98+JqvCSCAp3gKRxyxpXAAw6aC6VJBAqwoCk/yJG648RmfYcAAwI/8yGM8VqFzidolCbCot7ROgAcMGMDOnTtvfaAQQpTFaFRn9QIdO6IuiEH5CXCBK8oV1uet54Zyo8bCOcEJutOdbLJZxCKe5mka0ajK50tGrU8rGHktT0ESWVBrXFO6051TnOLf/BsnnPiO7+hKVyKJrPS5OnXqhJ2dHSdOnMATTx7jMc5zniUsIYcc/uIv7uf+Go1fVE2NJsDx8fGcPXuWgQMH1uRphaiSoiUQ0dHaxSGEENWh5I8Cd+qEaUGMq1cr9tw00thg2MAZ45lqx5FFFqMYRRva8DzP10ibMm+8AbX38E3KqOvI54cfdtixgAVm3RgKfM/3VeqLfJCDuOHG27zNec4zhSnEEcc7vFPpcwGMGTPG1A5tDnOwx56P+ZiVrGQoQ6v1B4OoOTWaAG/cuJEhQ4Zgb29fk6cVGjlxAj78UJ1QptOBjQ08+SSsWAG//w69eqn7dTpo2RL+8x9ISyt5nu++g9at1eO6dYP160sec/06fPAB9Ounrno0aJB6e+klNY65c0t/Xnm0HgEWQoiaoMtRyxg6dszfkdiM69cr/nwDBg6tDwSbAAAgAElEQVQaD7LHuMfso/+yFKwwV7ykIZJIrnPdbL8Ro1mLtILzF5QP6FGT9yyyTCO4RQUTTEc6kkVWibZgBdcpSGpdcWU0o0kmmRBCuELhbMA97GE3uytcq1vUf/iPabsJTfid3/HGu0Kj0qV9n6PHjTYlwL74MpWpHOUoc5jDLGZVOj5RO2o0AZbyh/qlSxd4/XX45z/V+7ffriazEyfCgw/C3r3Qvr362KRJ6nGltX5+8kn1sdatYedOGD3a/PH//Q9uuw2OH1cT6/37ITxcvY0fD48+Cs89V/lODlonwFu2bGH48OGWv7AQol4xGwEGSPSq8AhwUReMF1hvWE+KklLucQWJX8GCGAVa0xoXXFjPel7mZb7iK0II4QZqicWnfMo3fAOoE8sA1rGO1azmRV4ss472O77DEUc+4RPmMIf97OcXfuFTPgXgN37jW75FQeErvqIZzdjHPtrQhn70oxvdCCHELJEtiKl4B4aCZLpo14ejHOVf/MuU+GeQgR49D/CA6Zg00ko8r6zvc8jgIRw/fpykJHWi3cu8DIAXXqbuFUJ7NZYA5+XlsXnzZkYXz25EnVewlkPLlub7HRzgDbX7DOvXm5atL9XWrfD22+Dubr5/7lx4+GEIDYU//4S2bc0fHzQIduyA3r3rXgJcVhcIRales3ohRAOT3w/Y1AkiqfxOEOW5qdxko3Ejl4yXSjyWRRZzmWtK2BaxiPd5nzWsAcAdd37jN/zwYz7zOcIRfuVXnuEZXHElllie5ElAbWP2Cq8QRxwf8AFzmFNmycQgBrGd7QxgAN/xHROZSBRRzGEO7WjHNKYxlano0BFEEAc4wBSm4IorxzlOK1oRTjj++AOwgQ28x3sALGEJX/M1N7nJj/zIl3wJwHzm8wu/mGL4D/+hAx14gAd4kAeZy1xmMIMkknif99nDHgCe53n2stf0vNK+TxdnFwYNGsTGjRsB6ExnhjNcRn+tjE6pod/G4eHhvPjii/z99981cTphRX7+GWbOhAkT4K+/zB/Ly4OgILhyBZYvV0eHi4uPV1cxioxUk+YCR4+q+11d1ZWNPD3LjuHQIVizRk2iK8PdvbAsIykJmjSp3POrY/369cybN49169aZ7VeystRghBCignRNmoCLC/37w779CtyziNf/lVdYFlEFwTbB9Nb1xlYn7Rpr2nfffceuXbtYsGABCgrd6MZOduKBrA5qJebU2AiwlD80THZ2MGeOuv3JJ6UfM3++mkA7FFuc6PPP1cnN48aVn/yCWm88dGjl49OyF/Do0aNLJL9CCFEl+Z0gOnTAtCBGZeqAS3POeI6Nxo2mGl5Rc8aNG8eGDRvIy8tjC1voSU9Jfq2MJMCi2h57DBo3hn371LrdonJy4Kef1DrgooxGWLpU3a5o05ABAyofm9ZlEEIIUROU/Ilwt92WvyOxGQk1sOBbspLM2ry1XFYuV/9kwkTnp6NlUEt2H9jNO7zDi7yodUiimBpJgC9dukRSUhK9evWqidOJOqZRI3gqf8XK4qPAixfD4MHQvLn5/qtXIX+FT1q0qL3YJAEWQtQL+SPApve0JC8SS3YCq9qpySXcEM5B40HTRDBRdTvYgR9+nNtzjvEdx9OXvnShi9ZhiWJqJAFet24do0aNklWvGrDZs8HJCdatg4giK3B+/TU8/3zJ44tO3nByqr24tOwFvGLFCiZNmlRif/U7ZwohGhyjEQyGwve0GhoBLuqM8QxbDFuq1EtXFAoiiGCCaaQ0wmWBC5/xmdYhiVLUSMYq5Q+ieXOYMQMUpXAUeM8ecHGB7t1LHt+qVeF2XFztxaXlCLBOp5OOD0KImpObW/iepnckKbqUvpPVFK/Es9awlhglpsbP3VD44UckkSTYJpD7di6Xo6W8xBpVOwHOzs5m9+7dDBs2rCbiEXXYSy+pi2X88Yda4vDVV6WP/oK6uEaX/E+Edu+uvZiKJsCWHgG2tbXFYCjZ+F0IIaokL4+WLQs/NUu90MxUSlaTspVsthm2cdx4vMRiGKLibG1tGT58OBs2bNA6FFGKaifAO3bsoFu3bnjeahq/qPfatFEXxMjNhRdfVNucjR9f9vEFyfHSpRXrCrZ6deVjKpoAX7xY+edXR0hICKtWrbLsRYUQ9ZaSm4tOB/7++TsSvWqto6KCwnHjcbYatpZYTEJU3KhRoyQBtlLVToDXrVvHmDFjaiIWYaUq8yn+q6+q/128GJ54AkpZB8Jk5ky1BVpysrpd3kjGp5+Cr2/F4yjg5VW4Ol1qKty4UflzCCGEVchTlxkunAhX83XAxcUqsazLW0eCUssXqqdGjRrF9u3byc2fxCisR7UT4A0bNjBq1KiaiEVYqYI32IqsxNa7N/zjH2pniEceKf9YnU4d/Q0NVUd3+/aFhQsLr5OToy6d/Nhj0KOHeqsKLXsBCyFEjclPgE0jwCmepCTa1fplM8lkk2ETEcaIWx8szLRo0YLg4GB27typdSiimGolwOfPnyc9PZ2uXbvWVDzCipw4AR9/DF98od7fuVNtd1Z8NbjiXn1VnRDnUYGe346OsGgRbNkCXbvCm2+qI73e3mpCvGULvPsuVKfEXKuJcFu3bpXaeCFEzTEYQFEKJxErOnJim1rk0goKR4xHCDOEkUOORa5ZX4waNcq0LLKwHtX603Hjxo2MGDECnU4aO9VHXbqot4KyhooaOVK9VcbQoVVb6a0itEqA7ezsyMsfsRFCiBqRl0ezZvamu/rrXkAtttIpJokkDhoO0te2L7bIEsoVMXLkSJ555hk+/vhjrUMRRVQ7AZ46dWpNxSJErdCqF3BZXSCkNZoQokpsbUFR8PIq3JV1uTlQM6UJzjjjaHTEJssGY6oRQ7oBQ7oBXaYOZ4MzdkY1Zcgkk+1sN3uuo6MjLi4uuLu74+DggLu7O05OTjg7O9dIbHVZv379uHz5MtevX8fb21vrcES+KifAer2esLAwfv755xoMR4iap9UI8IABA6TuSwhRdTodODqic3ZGcXREZ6f+ym7WrPCQ1IteZTzZnB122OfakxKTQsrVFBIvJZIal0rS1SRSrqUQHx3P5YuXuXHjBh4eHnh4eODm5oabmxsuLi63PH92djZZWVmkpqaSk5NDamoqmZmZODg44O3tTbNmzWjevDmtWrWiefPmpu1mzZrh4+ODn59fvV1My87OjqFDh7Jp0yZmzJihdTgiX5UT4D179tCxY0caN25ck/EIUeNkOWQhRJ1hawvOzuicncHBQU2CMV9BsmgCnHTdEXedO0bFiLPOGRedC3bZdlw7e42ok1FEHosk8nAkF85cIDk5mcDAQFq3bk1QUBB+fn70690Pnwk+eHt74+fnh6ura41+OykpKcTGxpKQkEBsbKxp+/Dhw8TFxREfH090dDTJycm0bduWtm3bEhwcbPZfPz+/Ol9qOXLkSDZu3CgJsBXRKVX8PPa1117DycmJf//73zUckhA1KzGx8BeGu7v5MsxaUDIzK9ZSQwjRIOgcHdURXicnNektg16vZ9u2baSmOjJlyhBAnTAcvvs8u8N3Ex4ezu7du7l06RLt2rWjW7dudO/enW7duhEcHIyPj4/VjrKmp6cTFRVFVFQU586dM9u+ceMGwcHBdOvWjZ49e9KjRw969OiBR0VmWluJq1ev0q1bN+Lj47Etrz+osJQ5VU6Au3fvzvz58+nXr19NB2VxOTk5JCQkEBcXR3JyMjdu3CAlJYWUlBRu3rxptp2dnY2iKKSkpACQlZVVYh9Abm4u6enpFbq+jY0NHh4e6HQ604IiBSPrnp6e6HQ63N3dsbW1xc3NDTs7Oxo1aoS9vT0uLi40bdqUJk2a0KRJE5o2bWq6X5feHGpbo0aQkaFuJyVBkya1f80zZ87w8MMPs2fPHvMHMjNRJAEWosHSOTiYJ7zljG7euHGDtWvXsmrVKjZs2EBaWhp33nkXu3eHAYuxsXkJHx+48847ueOOO+jfvz9du3bFoZxEuq5JT0/n7NmzHD582HQ7ceIEPj4+9OjRg549e5puXl4VKwnRQpcuXfjxxx/p27ev1qGIqibA169fp1u3bsTGxlr1XzJ5eXnExMQQHR3N5cuXuXLlClevXiUuLo64uDhT0puWlkazZs1MN09PT9PNw8PDbLugoL8gQXV2dsYpf13KouUg9vb2NGrUqEJxGgwGUlNTMRqN3MwfnryRv2JDSkoKiqJw8+ZNjEYjqampGAwG0tLSyMvLIz09neTkZNMtMTGR5ORkkpKSyMrKMiXGBclx0W0fHx+aN2+Oj48PLVq0oHnz5lY7OlBd3brB8ePq9r59aou12nb+/HlGjBjB+fPnzR+QBFiIhsXWFp2jo9r30cmp/BWCgKioKNatW8fKlSsJDw8v0U3GxsYGo/EKYIO9fR45OVVYJaiOy8vL4/Tp06aE+MiRIxw+fBh/f38GDBjAwIEDGThwIIFFa+A09vLLL9OoUSPefvttrUMRVU2A//e//7Fp0yb++OOP2giqUpKTk00fkxTcoqOjiY6OJiUlhZYtW+Lt7Y2/vz+tWrXC19fXrPi+4FYf5ebmmhLjpKSkEolyTEwM8fHxxMTEmEa/mzRpQqtWrWjVqpXptWvRooUpSQ4ICKCVqQll3XHvvbBsmbr922/w4IO1f81r167Rp08frl27Zv6AJMBC1GumEV5HR7C3v2XCq9frCQ8PZ926daxbt47IyMgyj+3evTsTJ07knXcex2hsAajrY1jxWJTF5OXlcejQIXbt2mUqB3F2dmbQoEGmpLhTp06a1RNv2bKFt956q+SngkILVUuAp0yZwqhRoyxazH3p0iUiIiI4efIkERERREZGcv78eVxcXEoUzQcFBeHt7U3TppZpEF6fxMfHm01WKJogX79+nejoaOLj42nZsiX+/v4EBASYboGBgQQEBODj42N1nwy8/jp89JG6/fbbYInS9YIR+4KyFhNJgIWoX+zt1TpeBwc16a3A+190dDQbNmxg/fr1bNmyhYyCGq1ibGxs6N+/PxMnTmTixIkEBQUB4OoKmZnqMenp6n1hTlEUTp06xc6dO9m1axdhYWEYDAaGDx/OyJEjGTZsGC1atLBYPDk5OTRv3pwLFy7QxBJ1eKI8lU+AjUYjLVq04OjRo/j4+NR4RNnZ2Rw+fJhDhw5x8uRJTpw4QUREBE2bNqVbt2507dqVrl270q5dO9q2bWsqPxCWoygKsbGxXLp0icuXL5tG3KOjo7l06RLXrl3D09OTwMBA06zeoreanmVcEf/3f/Doo+r2/ffDggUWD6GQJMBC1Fk6e3uU/IQXBwd1hLcCkpKS2L59O1u2bGHr1q1ERUWVeay7uzvDhg1jzJgxjB07lpYtW5Y4JixMzbNdXKB7dxkBrqiLFy+yefNmtmzZwpYtW2jcuDHDhg1j2LBhjBw5End391q9fkhICNOmTSM0NLRWryNuqfIJ8IEDB3jkkUc4ceJEjURw5coV9u7dy969e9m3bx/Hjh0jODiYvn370r17d7p27UqXLl1kQlcdk5SUxMWLFzl37hxnz54lMjKSc+fOERkZSaNGjUwj9kXb3rRv3x5HR8daiWfHDhg8WN3u0wf276+Vy1SMJMBC1A06nZrgOjhAJUZ3ATIzM9m5cydbt25l69atHD16FKPRWObxHTt2ZMyYMYwePZqBAwdiX8HEWlSdXq9n165dbNy4kU2bNnH+/HlGjhzJhAkTGDduXK20eZ07dy4nTpzghx9+qPFzi0qpfAL8wQcfkJCQwJdfflmlK0ZGRrJt2za2b9/O7t27ycrKol+/fvTr14877riDPn364ObmVqVzi7ohNjaWyMhIs6T49OnTXLp0CX9/fzp37kz79u3p3LkzHTp0oH379tVeTej6dSj4wKJxY8t1IWvRogVXrlwxn5EtCbAQ1sfWVi1lyE92K1K7W5Rer+fvv/8mLCyMrVu3snfvXvR6fZnHe3h4MHjwYEaMGMHo0aNp3bp1TXwXohquXbvGmjVrWLVqFeHh4fTt25e7776bCRMm4OfnVyPXOHPmDMOHD+fKlSs1cj5RZZVPgIcMGcKLL77I2LFjK3T8xYsX2b59u+nm4ODA0KFDGTZsGD179qRt27Z1vsG1qBk5OTmcPXuW06dPExERwalTpzh16hTnz5/H19eXTp06mfpa9ujRo1K/MBRF7QFc0JkuMREsUSLepEkToqKizOu9JAEWQltFk117e/VmV7l1odLT09mzZw+7du1ix44dHDhwgOzs7DKPt7Ozo2/fvgwfPpzhw4fTp08f7Cp5TWE5GRkZbNq0iTVr1rBmzRr8/PwIDQ0lNDS02p0l/P392bx5M+3atauZYEVVVC4BzsjIoGXLlsTExJTZ4ktRFI4cOcKaNWtYuXIl0dHRDBkyxJT0tmnTpsaiFw1Dbm4u586dIyIigsOHD3P06FGOHj1Kdna2KRnu3r073bt3p2PHjmX+UuneHY4dU7f37gVLtLAODAwkLCzM/A1TEmAhLMPODuzsChPd/Pvl9d0tS3R0NDt27GD37t1s2bKFCxculHu8jY0NPXr0MNWX3nnnndX+JEtow2g0snv3bhYuXMiSJUu47bbbmDx5Mvfddx/e3t6VPt/DDz9Mr169ePrpp2shWlFBlUuAN2zYwAcffEB4eLjZ/uzsbLZt28bq1atZs2YNnp6ejBs3jpCQEPr161dve8sKbcXExJiS4SNHjnDkyBGuXr1Kp06dTCsFFSTGLi4umrRCS01NxdXV1awrhpKRAfl9noUQNcDGRk1s7e3RFR3RrcbMsCtXrrBnzx527tzJjh07OHXqVLk1vABBQUEMHDiQu+66i6FDh+Lv71/l6wvrlJOTw8aNG1m4cCFr1qyhd+/eTJs2jfvuu6/C5ZsFifSKFStqOVpRjsolwC+//DJubm689dZb5OTksH79en7//Xe2bNlC7969CQkJISQkRGqZhGZSU1M5duyYKTE+efIk586do02bNihKPw4d6gcM5K23/HnnHW1ilARYiCrQ6dQODLa2piRXsbVFZ2enJsDVEBcXR3h4OLt27eLQoUOcOHGC1NTUcp/j4ODA7bffzoABAxg2bBh9+vSp9Q4CwrqkpaWxYsUKfvvtN/bv38/dd9/NzJkzueuuu8od+IuPj6ddu3YkJCRIGYx2KpcAd+/e/f/bu/e4KMr9D+AfFlBkEVEkBBUCEfF+yVveUjMzOyqmHU1N81L5ozTN1DJNszLO8SSZdwkyOWpaerx7IExTg4NpKooJJiAsN9nlurCsXL6/P2gndtmd3YXlonzfr9e+2JmdfZ7v88wzs19mZ2cQEBCA69ev49ChQ/Dz88OcOXPw8ssvV7/WKWONRHl5OeLi4vCvf0UjLOx/ADqiS5cCrF07CIMGDRKuq1lvHj4EiopAZWWwKi8H6dzlibEmzcrqr1MVbGwqk94//9bk1AVdpaWluH79Oi5fviw84uPjYeyj0MbGBn369BGO8A4dOrRR33aX1a+0tDTs27cPYWFhUCqVWLx4MebOnWswN+rduzd27tyJp59+up4jZX8yPQH+6quvsHTpUnTs2BFz5szBq6++Ch8fn7oOkDGLiY0Fdu4E8vNDsX//fGH+E088gYEDB2LQoMqEeODAgRa77N769esxatQoDB8+XHzBigohIUZZWWVSXFYG/DnN2GNFc3qCjU3lEdyqDwv/KPru3btaye61a9dEr86g4ejoiAEDBmDw4MEYPnw4hgwZwlcoYia5du0adu7ciaNHj2LChAlYuHAh+vfvr7XMe++9h1atWmHNmjUNFGWTZ3oCvG7dOkRGRuLixYt81Qb2SFuwYAFCQkIMvi6RSODn54eBAwdi8ODBGDRoEHr06NFwX1URaR0tFo4aaxJkI+clMtYQrGxshFMUhFMVNM/r4K4NJSUliIuLw40bNxAbG4vY2Fhcv34duSacbmRra4tevXoJ/wAPHDgQXbp04d+vsFopKSnBoUOHsGnTJpSUlGDu3Ll4/fXX0aZNG/z3v//F559/jp9//rmhw2yqTE+A58+fj759++Ltt9+u66AYq1MXL15EZGQkLl++jJiYGJM+IKVSKZ566ikMGjQIAwYMQJ8+fdCpU6fG8QFZUSEcKdabKJt/t3PGjLO21jqKKyS5mvl1eKAkNTUVsbGxuHnzJq5fv47Y2FjcvXsXZSZ+W+Lj4yMkugMHDkTfvn35rqKszhARIiMjsW3bNly6dAmzZs3C/PnzMXToUKSnpxu8qharU6YnwJ6enggPD4efn19dB8VYvSEiJCQkICYmRnjExsaitLTU6HsdHBzQq1cv4drEffr0Qc+ePRvfpY7Ky/UmyMJ8TpBZVVZWgESinczqe9QDfUd1b9y4gRwzLiPo4uKCAQMGaCW8zvVxEXDG9Lh//z62bduGkJAQWFtb4x//+Afmzp3b0GE1RaYnwHFxcejevXtdB8RYg1OpVLh69SouX76M//3vf4iJiUFKSopJ77W2toavr69WUtynTx+4urrWcdS18GciLJyDrJsg8ykWj4c/E1toTkGwtgZJJMJzWFsLr9c3zbW+b9++LdwIx9yjuhKJBJ07dxa2vd69e6N3795or7kFJGONSGFhIaZPnw5fX98a31mX1Yr5d4JjrCnKyMhATEwMrly5guvXr+PGjRuQyWQmv79du3bo3bs3evXqBV9fX3Tp0gV+fn5wcXGpw6gthOiv8411k2M+itywNEmtJnH9M6EVEts/5wvTDaykpETrbo937txBXFwc/vjjD5O+ddFwcHBAz549tf7R7NGjB6RSaR1Gz5hlFRcXo3nz5lrXiWf1hhNgxmpKoVAI1xvWJMV37twx64O8devWQjKsSYy7dOkCHx8fNG/evA6jtzDND/X+PB+ZqiTHVhUVf03z7kacJpkVeVRLcBuZkpIS3Lt3D3fv3sUff/yBP/74Q3iemppq9HJjujp27CgczdUkvI3m/HvG2KOKE2DGLEmtViMuLk4rKb5x4wby8/PNKsfa2hpPPvkkfH194efnJyTF3t7e6Nix46N78XTND/YqKiov/VblufCoOu9R2T1ZWQkPK4kEVOUvJJJq86w0CW3VI7iPUEInl8uRlJQkPBITE4VktyZJLlCZ6Gr+GezatSv8/PzQp08ftGnTpg5awBhr4jgBZqw+JCUlITY2Fnfu3EF8fDxu376N+Ph45OXlmV2WjY0NPDw84OXlBW9vb3h7ewvPvby8Hq+L8xNpJ8dEwjz6c9qKqPK5iaysrCoT079maF3akXSmhUTV0OMRSlxNVVBQgNTUVK0kt+rD2F3SDLGzs0Pnzp2Fbzo0iW6XLl34l/CMsfrECTBjDSkzMxO///474uPjcefOHeF5SkpKjY6iAZUX8K+aFHt6esLDwwOurq7o0KEDXF1dYWtra+GWsEdFcXExUlJSIJPJIJPJkJKSgtTUVMhkMqSmpiIlJQWFhYU1Ll8ikcDT0xO+vr7CaT2dO3eGr68vPDw8+NQFxlhjwAkwY41RUVER4uPjhR8M3b17F8nJyUhKSkJWVlatyraysoKrqyvatWuH9u3bw83NTfjr7u4uPFxdXTlZeUSUlpbiwYMHyMrKQkZGBrKzs5Genq4178GDB8jMzDTputfG2NnZ4cknn9T65sHb2xudO3dG586dH63z1xljTREnwIw9alQqlfBVdHJyspAYa54rFAqL1GNtbY22bdvC2dkZzs7OaNOmjfDcxcVFeK772iN7fnIjUVhYiJycHOTk5EAulyMnJwcKhUKYpzutUCiQnZ1t0Rjs7OzQoUMHtG/fHl5eXloPb29vuLm58R1BGWOPMk6AGXvcFBQUaCXFKSkpyMrKQmpqKrKysiCTyVBUVFRn9bdq1QrOzs5o2bIlHBwc0LJlS7Rs2RJOTk7CtIODA1q1agVHR0et5ZycnAAALVu2hI2NDezs7BrfjUX+VFZWhsLCQqjVahQXF6O4uBhqtRqFhYUoKytDXl6ecBpLbm4u8vPztR4FBQVa05plKur4ustt2rSBu7s7OnbsCHd3dyHRdXd3h4eHB9zc3B6v88gZY6w6ToAZa4oKCwshk8mQmZmJtLQ0ZGRkCH/T09ORnp6OjIwMqFSqhg4VQOUP/1q2bAkAcHJygpWVFaRSKZo1a4ZmzZpZ5PqvmgRWQ5PgVpWfn4/y8vIa/XixLkkkEjzxxBNwdXVF+/bt9f51d3dHu3bt+Ja/jDHGCTBjTExRUREUCgUePHiA7OxsKBQKyOVyyOVyZGdnIzs7W5jWvFbXRzAfd/b29mjdurVwaonm0bZtW+G57mtPPPEEn3rCGGOm4wSYMWY5RASFQoGCggLk5eVBqVRCqVSisLBQ+NpfM61UKpGbmys8VyqVwuW1NKcC6B6VbUwkEglatWoFW1tbODg4CKdraI5MOzo6wtraGq1bt652OohmXtWHk5OT8B7GGGN1ihNgxljjV1paCqVSCQDCVQyUSiVKS0uFc3Bry97eXuvqBdbW1nB0dNRaRpOgak7DYIwx9kjiBJgxxhhjjDUpS/kin4wxxhhjrEnhBJgxxhhjjDUpnAAzxhhjjLEmhRNgxhhjjDHWpHACzBhjjDHGmhROgBljjDHGWJPCCTBjjDHGGGtSOAFmjDHGGGNNCifAjDHGGGOsSeEEmDHGGGOMNSmcADPGGGOMsSaFE2DGGGOMMdakcALMGGOMMcaaFE6AGWOMMcZYk8IJMGOMMcYYa1I4AWaPtfT0dBQXFxt8vaKioh6jMezKlSvYtWsXzp0719ChmKSm/aZSqXDs2DEEBgaKrhcAkMlkdRZHXZdVlaE2W6K++hw3lqhLLpfj4MGDCAwMrPaaOWPDmIKCAhw5cgSBgYEoKyurcTmNbbu0ZB/pslSfGWPOuG8s+2f2eOIEmNWpsrIydO7cGUQkutzp06fRvHlzjB49GpcuXRJddtu2bYiLizNa98WLF3H16m216FkAABrOSURBVFXY29vrfX3Lli2YOnWq0XLqQ+/evbFx40ZYWVk1dChG1abf7OzsIJVKsWfPHoPrRePMmTN1FkddlqVLX5stVV99jhtL1NWmTRvk5uYiMjKy2mvmjA1jpFIp1Go1Dh8+DBsbmxqX09i2S0v2kS5L9ZkYc8Z9Y9o/s8cTJ8CsznTr1g27du1Cz549ERwcjN69extcdtiwYSgvL0dQUBCGDRtmcLmYmBi8++67cHNzE637yJEjuHPnDiZMmGBwmblz52Lr1q3CtEKhwPbt20XLNUVNyiksLER+fr5o2y2ltu3U7TdzWFlZ4cqVKxg/frzRZVu0aIHff/+9TuKoy7J06Wuzpeqrz3FjibokEgl+++03vevfnLFhjLW1NW7evIkXX3yxVuXUZ/+awpJ9pMtSfSbGnH1uXW6TjAGcALM6dPbsWSQkJODu3bu4ffs2IiIiDC4bERGBjh07iibJcrkcR44cAVB5JMmQCxcu4Ouvv8brr79ucJn09HRER0dDKpUCANLS0uDv748ePXoYa5aompYTERGBsWPH1tmRF43atlO332rixIkTeOGFF4wu16lTJxw6dKjO4qiLsgyp2mZL1ldf48ZSdRERTp48aTCBM3VsmOLUqVO1ThTrs39NZck+0mWJPjPEnH1ufWyTjHECzOrM6NGjAQDPPvss1Gq16E77xIkTokceKioqEB4ejqFDh6Jdu3YGlyssLMTMmTOxYcMGYd7Zs2exbNkyBAUFwc3NDUqlEufOncPUqVNhb2+PsrIyhIaG4saNG4iNjUVqaio+/fRTDB8+XCjjjTfeQFBQkDB99OhRbN68GSEhIZg2bRpCQkKqlaNUKgEAx48fx44dO7B79248++yzQhmHDx/G9u3bERwcjC+//FLv0eq8vDxs2LAB3bt3R0REBD799FN07doVv/76q7DMnj17sHPnToSEhOC1117Dw4cP9bZbrVabFF9eXh6++OIL9OjRAwUFBZgyZQqWLl0KlUql1W9i9RsqQ6FQ4NatW3jmmWcQFRWFcePG4auvvgIA5OTkoEOHDsK5jUqlEjdv3qzWJ/ri0G1reXm51ntu3LiBcePG4YsvvgAAFBcXw9PTE6mpqSaVlZubW6MxAUCrzbqxi8Vdm3FjLCZj/WVKXfrWu7F+unr1KmxtbfHzzz9j9uzZ6NmzJxITE6v1k1j7qzLUjtTUVGRmZqJbt25Yvnw52rVrh9TUVKP9UpM2R0dHY8SIETh48KCw3Lx584TngwcPRkJCQrXYDfXfhg0b0KNHDxQWFmL58uVwc3NDSkpKtT4ytv1omBqfsT7Ttz6MxauhO+4N7Sv1LSu2nhmrFWKsjqSlpVFpaSk5ODhQWVkZpaen612uvLycXFxc6MyZMwbLOn36NJWUlNDWrVtp0KBBBpcLDAykp59+WmvejBkzKDQ0lIiITp06RURE+/btI39/f2GZkJAQmjJlChERyWQy2rp1q/C6Wq0mZ2dnunv3LhER7d27lz788EMiIlIqlQSAZDJZtXKIiDZv3kzr168nIqJbt25Rjx49iIgoKCiI1q5dS0REpaWl1KxZM8rNzdXbpuDgYPLx8RHqX7hwIQUEBBAR0bvvvksrV64Ulp0wYQKFhYUZbLep8e3bt49mzZpFISEhdObMGTp//rzefhOrX18ZYWFhNHHiRGH5b775hqZOnSpMv//++6RUKoV2T5o0SW+f6Mahr626du7cSc8995wwvWzZMiooKDCprNqMCd02V63PUNyWGDdiMZnSX2J1GVrvxvpp7dq1NHjwYCoqKiIioldeeYXWrFlTrZ8MtV+XoXbs3LmTZs+eTTt27CClUkmOjo7C/kesX2rSZs37li1bRkREx48fJzs7OyotLRViyczM1IpbrKzg4GCaMWMGff3111RUVESOjo6UkpJSrY+IxLefqkyJT6zPxNaHWLxVie1zjS1rynhlzExLOAFmdW7//v2ir0dFRZFUKqWSkhK9r8fExNCKFSvo888/p5EjRxpMioiInnrqKdq6davWvGPHjpFUKqWYmBhh3syZM2nXrl3C9OTJk+nbb78VpsePH0/BwcFEVLmD9/PzIyKi9PR08vX1FWKNjo6mfv366S0nKSmJ2rVrRwqFgvbv308BAQEkk8no5s2b5OXlJZRx+vRpGj16tME2TZ48mbZs2aIV2yeffEKXL1+mVq1aUV5envBa//79hXbpa7cp8Wn6Z968edU+TKv2m7H69ZUxbdo02rFjhzB98eJFGjJkCBERFRcXC31ORPTqq6/SokWL9PaJ7vrT11Zdv/76K3Xo0IGIiORyOYWEhJhVVk3HhG6bq9anry5LjBtjMRnrL7G6jK13Q/1ERNSvXz8KDw8XpmfNmkWbNm3S6iexcanLUDsmTJhAU6ZMoby8PIqOjjZpXdWmzadOnaKXX36ZsrOz6eDBg+Tp6UkymYxKSkpo7969WrEZK8vf35+mT59OBQUFFBUVRV27dhWWM2f7qcqU+Az1mbH1IRZvVcb2uWLLmrJ9M2YmToBZw/vggw+qJbX5+fmUnJxMSUlJWju9efPm0cKFC/WWU1FRQba2tnTr1q1qr3300Ufk6elJDx8+pPLycmrbti3dv3+fiCqPUjk5OZFcLiciIpVKRVKplDIzMykpKYkmT55My5cvJyKizz77jJYuXSqUO3HiRFq3bp3ecgIDA2nYsGEUHh4uzCMiWrRoES1ZskR4z6BBgygoKEhvm9RqNbm4uFBhYSEREWVnZ1Pr1q3p/v37tGrVKq2jP4mJidSsWTNKTk7W225T4ystLaXWrVvTuXPntGLR7Tex+vWVUVpaSk5OTsL7iYgSEhLI29ubiCqPCKlUKmFZV1dXOnr0aLU+0Y1DX1v1yczMJFtbWyorK6PNmzdTeXm5yWXVdEzotllffbp1WWLciMVkSn+J1SW23sX6KS0tjdq0aSMceSwrKyMvLy+SyWRa/WSo/YboW1f29vbC2Pnggw9MWlc1bTMR0ZUrV2jUqFG0detWKi8vp8GDB9Ply5fpwIEDpFarteIVK6ukpISkUimdPn26WuzmbD+6jMUn1mdi60Ms3qqM7XPFltUwtn0zZqYlfA4wa3DHjx/XOj+4oqICa9euhZOTE44ePYqBAwcKr2VkZBi8AoTm3Ndu3boJ88LCwgAAa9euhVqtRk5ODq5evQpnZ2fk5+ejuLgYly5dQvfu3ZGRkQGlUono6Gj4+fnBxsYGv/zyC/Ly8jBixAgkJCTgzp07wg8zDh06hKioKIwaNQr37t2rVk55eTlUKhXGjBkDZ2dnJCQkID4+HsnJyXBxcUFFRQW+//57yOVyDB48WDgXsqoLFy5g4MCBcHBwAACsWLECGzduhIeHB1q0aKHVF2vWrMHq1avh6empt92mxnfhwgV07twZI0eO1IpFt9/E6tdXRlRUFNzd3QFAOIfP1dUVWVlZOH/+PIYOHQo7OzsAleeEOzo66j0vXDcOfW3Vx8XFBaWlpdiyZQvmzZsHiURiclk1HRO6ba5a365du/TWZYlxIxaTKf0lVpfYehfrp5MnT+KFF14QflC2detWrFixAu3bt9fqp4cPH+ptvy5D7Th//jw6deqESZMmAaj8YdeYMWOQlpYm2i81bTMAODo64vr163jmmWcgkUjg5uaG0NBQDBkyBM2aNdOKW6ysn376CT4+PsL+8OTJkxg7dixkMplZ248uY/GJ9Zmh8QhANN6qjO1zxZY1dftmzFyN56etrMlJT0/H3r17ERcXh1OnTiE7OxtKpRI//vgjrK2t4e/vD09PTzx8+BA2Njb47rvvcPHiRTx8+BBxcXHo3r27VnnNmzeHn5+fcM1OlUqFJUuWQKlUolWrVli5ciVcXV3x22+/oaKiAkVFRbC3t4dSqYRKpUJ6ejp69OgBGxsbPHjwACEhIVi+fDkCAwMRGxuL8ePHY+LEiQgICEBxcTGWL18uJFFDhw5FXFycVjlvvvkmIiIi0L9/f4waNQovvvgiRo8ejdmzZ2PJkiUoLS3FsmXL8N577+G3335DQEBAtT46deoUJBIJQkNDkZiYiHHjxuHvf/87AODtt9/G4sWLsX//fmRmZuL555/Hq6++arDdMTExJsW3fft2TJkypVoscrlcq98M1Q8Ax44dq1ZGRkYGXF1d8eDBA3h4eACo/GAGKv/p6dKlC4DKKwX861//QnBwsN5f31eNw8rKSm9b9ZFIJBg9ejRee+014R8KU8uq6Zi4cuWKVps19cnlcqxatQoVFRXV6rLEuDEUU79+/UzqL7G6xNa7WD+lpaUhMTERR48ehVKphI+Pj/APTtWxERAQgLNnz1Zrf1WGxjhQuc288sorwljKzs5Gbm4u3N3dRddVTdsMVCa1//d//ydc0cDHxwf+/v7COK9KrKwTJ05g1qxZQuxyuRwKhQLt27fHL7/8YtL2o4+x+MT6zNB4NBZvVbr7Dt19rqFlzdm+GTOXFZGROxQw9giZP3++1i+6H3W+vr6IjIzU+0H6OMjJycHhw4e1Llm3Z88eFBUV4a233mrAyBhr/PRtP4wxkyzlUyDYY2XatGm4c+dOQ4dhEfHx8SCixzL5zcrKQk5ODiIiIrQ+vGNiYmBlZcXJL2MiDG0/jDHTcQLMHitjx46tdg3KR9G9e/ewbt06WFtb49q1aw0djkWVlJSgT58++OGHHzB9+nRh/u+//46KigrMmTOnAaNjrHEztP0wxszDp0AwxhhjjLGmhE+BYIwxxhhjTQsnwIwxxhhjrEnhBJgxxhhjjDUpnACzRkOlUuHYsWMIDAxEcXFxg8Rw5coV7Nq1C+fOnauT8gsKCnDkyBEEBgairKysTupgtWPJcVhRUWGhqBqX2rarvrf1xrBvYYw1LpwAs0bDzs4OUqkUe/bsgb29fYPE0Lt3b2zcuFG4mYYxZWVl2L17NzZs2IDt27fjnXfewcKFC6vd3UhDKpVCrVbj8OHDem/yYAnXr1/HV199hffffx/BwcF1UsfjzFLjcMuWLZg6daoFIzOuPta9JdpV39t6Y9i3MMYaF74THGs0rKyscOXKFYwfP77BYigsLER+fj6GDRtmdFmFQoEpU6YgICAAb7zxhjB//vz5WLx4MUJDQ7WWPXjwIAICAnDz5k29t/i1hMTERCxfvhzh4eHIzMxESUmJ2WVUjbUpstQ4nDt3rt476tUVS6x7U1iiXfW9rTeGfQtjrHHhI8CsUTlx4oRwX/mGEBERgbFjxxo9OltaWooXX3wRo0aNEm5NrDFy5EgcOHBA+Jo4LS0N/v7+wi0/T506VScfxLm5uXjttdewYMECSCQSuLu7w9vb26wydGNtqmo7DtPT0xEdHQ2pVGrBqAyzxLo3hSXbVd/bekPvWxhjjQsfAWZ15vjx40hLS4O1tTUOHjyIH374ATt27MD+/fsRHR2N9evX49///jdiYmLg4eEBhUKBW7du4ZlnnhHKOHr0KO7fvw8HBwchOZ0yZQpCQkLwzTffICoqCnPnzoWHhwcWLFiAoKAgPP/884iOjsbJkyfRrVs3bNq0Cd7e3tXiOXv2LADg8OHDyMrKgq2tLUJCQrBkyRKjbfvyyy+RlJSEFStWVHtNoVBAIpHAysoKZWVlCA0NxY0bNxAbGwsXFxdkZmaiW7duWL58OcLCwvDrr7+iY8eOevvs7NmzyMvL09veoKAgoU65XI5t27YhJiYGL730EoqLixEZGam3vYb6dc6cOVqxenl54dtvv0V4eDguXrwIAHjjjTfQtWtXzJ07V29Mo0aN0lvn2bNncfr0aXTo0AH//Oc/IZPJYG1tXa3vzFnfQUFBBtephr56CwsLsX37duzbtw9BQUG4fPky9u3bh71792LAgAEmj8OuXbti/fr1GD9+PBYvXoycnBz06tULN27cwLlz5xAQEAC5XI7c3FzRcR8XFyc6bqvas2cPSkpKYGtri4sXL2L37t0oKCiotu71fc3/ww8/ICsrC+3bt0dkZCS2bt1qVp+7uLhg+PDhJrfLUNnz58/X28fGxsFLL71U435s1apVtfqMjR3G2GOOGKsDmzdvpvXr1xMR0a1bt6hHjx5ERBQcHEwzZsygr7/+moqKisjR0ZFSUlKIiCgsLIwmTpwolLF371768MMPiYhIqVQSAJLJZEREtG/fPpo1axaFhITQmTNnKDIyktzc3Cg8PJyIiBITE8nKyorUarVoPEFBQbR27VoiIiotLaVmzZpRbm6uaNsqKiqoQ4cOtGjRIr2vT5w4kYYPHy5Mh4SE0JQpU4iIaOfOnTR79mzasWMHKZVKcnR0pPT0dNEY9bX3/Pnz1eo9evQoDRs2zGhZYv1aNVaZTEZbt24lf39/IiJSq9Xk7OxMd+/e1RvTSy+9ZLDOGTNmUGhoKBERnTp1Sm+/mbO+z58/L9pGY/UGBweTj4+P0JaFCxdSQEAAEZk3Dr/55huaOnWqsOz7779PSqWS9u3bJ/Sbpj594760tFR03Fb17rvv0sqVK4XpCRMmUFhYGBFpr3t9Pv74Y9qwYQMRESUkJND48eNr1OemtstY2bp9XJXY+2raj7r1mTJ2GGOPtSWcADOLS0pKonbt2pFCoaD9+/dTQECA8AHm7+9P06dPp4KCAoqKiqKuXbsK75s2bRrt2LGDiIjS09PJ19eXSkpKiIgoOjqa+vXrJyw7c+ZMmjdvHimVSiIiys3NJTs7O0pNTSWiyg98TSJnKJ6bN2+Sl5eXUMfp06dp9OjRRtuXmppKAOjAgQN6X2vWrBkdOnRImDd58mT69ttviagyaZkyZQrl5eVRdHQ0+fn5Ge0zfe3VZ9GiRbR69WrRsoz1a9VYiYjGjx9PwcHBRFSZfGji1Y3JWPzHjh0jqVRKMTExemM3d30bq89YvZMnT6YtW7ZotfOTTz4hIvPG4cWLF2nIkCFERFRcXCz01cyZM2nXrl3CcobGvdi4rery5cvUqlUrysvLE+b1799fqEOz7vW5du0aeXl5UVlZmdZ8c/vcnHYZK7tqH5sTU037sWp9po4dxthjjRNgZnmBgYE0bNgwCg8PJ7lcLswvKSkhqVRKp0+fJiKiDz74gJYvX05ElUdfnZyc6P79+0RE9Nlnn9HSpUuF906cOJHWrVsnLNu6dWs6d+6cVr3nzp2jmTNn0n/+8x/as2cPlZaWisazaNEiWrJkCRFVHt0cNGgQBQUFGW1fRkYGAdB7JHPmzJn0t7/9jSoqKoRynZycSC6Xk0qlInt7ezp69Gi19huKUay9urp160Y//fSTaFli/Vo1ViIilUpFUqmUMjMzKSkpiSZPnqy1vqrGJFanxkcffUSenp708OHDaq+Zu75Nqc9QvWq1mlxcXKiwsJCIiLKzs6l169Z0//59s8YhUeXRVG9vbyKqPHquUqmovLyc2rZtK5QhNu6JDI/bqlatWqV1pDkxMZGaNWtGycnJRPTXutdn1apV9MYbb1Sbb26fm9MuY2VX7WNTY6ppP+rWZ87YYYw9tpbwj+CYxZWXl0OlUmHMmDFwdnZGQkIC4uPj8dNPP8HHx0f4IcrJkycxduxYyGQyREVFwd3dXXj/nTt3hB/aHDp0CFFRURg1ahTu3buHCxcuoHPnzhg5cqRWvUFBQXjnnXfg7++POXPmCD9kMxRPcnIyXFxcUFFRge+//x5yuRyDBw9GYmIicnJycOvWLb3ta9euHZ577jn8+OOPWvM3btyIzMxM7N27V7iM2qVLl9C9e3dkZGTg5MmT6NSpEyZNmgSg8sdwY8aMQVpamsEYARhsb1WZmZmQyWQYNmyYaFli/Vo1VqVSiejoaPj5+cHGxga//PIL8vLyMGLECCQkJFSLSazOsLAwAMDatWuhVquRk5NTLX5z17dYfRqG6r1w4QIGDhwIBwcHAMCKFSuwceNGeHh4mDUOAcDV1RVZWVk4f/48hg4dCjs7O1y9ehXOzs7Iz89HcXGx6LgHDI/bqlq0aAE3Nzdhes2aNVi9ejU8PT211r0+ZWVlyM/PF6Zv374NmUxmdp+b0y6xsnX72NRxUNN+1K1PbOyIbfeMsccLJ8DM4t588004ODigf//+WLZsGWQyGbp06YITJ05g1qxZAAAiglwuh0KhQPv27ZGRkQFXV1c8ePAA1tbWmDhxInbt2oVly5ZhxIgRkEgkuHr1Kp588kkcO3as2mWY1Go1FAoFhg8fDm9vbyxatAipqami8cyePRvbt2/HJ598gkmTJqGoqAi//fYbvL29cezYMaxatcpgGw8cOIAHDx7g3XffRXBwMNauXYu2bdsiPDwcrVu3FpZTKpVQqVRIT0/Hzz//jFdeeUVof3Z2NnJzc+Hu7m4wRgB626vr3LlzmDhxImxtbUXLEuvXqrE6ODjAxsYGDx48QEhICGbMmIHs7GzExsbCx8enWkyG6lSpVFiyZAl27NiB7777DitXroSrq2u1+M1d32JtBCBa76lTpyCRSBAaGorVq1dj3LhxmD9/PgCYNQ4BwNHREUDljSE09cvlclRUVKCoqAj29vai415s3Fb19ttvIy8vD/v378emTZvw/PPPY82aNdXWvT5vvfUWkpOTMXXqVHz++efIyclBhw4dzO5zc9olVrZuH5s6Dmraj7r1GdvWxLZ7xtjjw4qIqKGDYKw28vPz8fbbb2P37t0gIly6dAlhYWFITk4Wrl7wuFuwYAEWLFiAwYMHN3QojZ6vry8iIyOFKxXURk5ODg4fPozXX3/d7Pdaatw29XXP2z9jrAaW8mXQ2CPv/PnzsLOzQ4sWLQAAY8eORd++fbF48eIGjqxuPXz4EEqlEs2bN4dUKm2yCZA54uPjQUS1Tn41l82LiIioUfIL1G7c8rr/S1Pd/hljtcNHgNkjT61WY8WKFWjTpg3atGkDiUSC4uJiLFy4EC1btmzo8OpMREQEDh06hCFDhmDGjBmws7Nr6JAatXv37mH16tW4du0aDhw4gL59+9aonJKSEnh5eeHjjz/WugOguWozbnnd/6Wpbv+MsVpZygkwY4wxxhhrSpbyj+AYY4wxxliTwgkwY4wxxhhrUjgBZowxxhhjTQonwIwxxhhjrEnhBJgxxhhjjDUpnAAzxhhjjLEmhRNgxhhjjDHWpHACzBhjjDHGmhROgBljjDHGWJNiA8C+oYNgjDHGGGOsnjz8f+EJNODoGgtEAAAAAElFTkSuQmCC&quot; alt=&quot;CXR PA view&quot;/&gt;&lt;/p&gt;

&lt;h3&gt;Cardiac silhoutte (Lateral view)&lt;/h3&gt;

&lt;p&gt;&lt;img src=&quot;data:image/png;base64,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alt=&quot;CXR Lateral view&quot;/&gt;&lt;/p&gt;

&lt;h3&gt;Pulmonary vasculature&lt;/h3&gt;

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         id="tspan4921">- &lt;= 16 mm males</tspan><tspan
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         y="626.36755"
         id="tspan4923">- &lt;= 15 mm females</tspan></text>
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       style="font-size:22px;font-style:normal;font-weight:normal;text-align:start;line-height:125%;letter-spacing:0px;word-spacing:0px;text-anchor:start;fill:#000000;fill-opacity:1;stroke:none;font-family:Times New Roman;-inkscape-font-specification:Times New Roman"
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         x="214.62437"
         y="457.56378">Rt Hilum</tspan></text>
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         id="tspan4952"
         x="31.455305"
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         dy="0 0 0 0 0 0 0 0 0 0 0 0 0 0 -7.3959284 0 0 7.3959284">Peripheral 1/3rd pruning</tspan><tspan
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         x="31.455305"
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       y="506.20139"
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       transform="scale(0.98318402,1.0171036)"><tspan
         sodipodi:role="line"
         id="tspan4966"
         x="542.07703"
         y="506.20139">Lower vessels &gt; upper vessels</tspan><tspan
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         x="542.07703"
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         id="tspan4968">in erect position</tspan></text>
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&quot; alt=&quot;Pulmonary vasculature&quot;/&gt;&lt;/p&gt;

&lt;h3&gt;Heart size&lt;/h3&gt;

&lt;ul&gt;
&lt;li&gt;Transverse cardiac diameter: \( \leq \) 16 cm in males and \( \leq \) 15 cm in females.&lt;/li&gt;
&lt;li&gt;Cardiothoracic ratio: \( \leq \) 50%.&lt;/li&gt;
&lt;/ul&gt;

&lt;h2&gt;Analysis of Chest Radiograph&lt;/h2&gt;

&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;Cardiac shadow:&lt;/strong&gt; ANATOMIC ASPECT.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Pulmonary vasculature:&lt;/strong&gt; PHYSIOLOGIC ASPECT.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;ORDER OF ANALYSIS&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;&lt;em&gt;Technical consideration&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;Overexposed: Pulmonary oligemia.&lt;/li&gt;
&lt;li&gt;Underexposed: Increased pulmonary vasculature.&lt;/li&gt;
&lt;li&gt;In expiration: Diffuse lung disease.&lt;/li&gt;
&lt;li&gt;Rotated film: Abnormal heart size.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Skeletal system&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;Pectus excavatum: Straightening of left heart border.&lt;/li&gt;
&lt;li&gt;Straight back syndrome: Cardiomegaly.&lt;/li&gt;
&lt;li&gt;Scoliosis.&lt;/li&gt;
&lt;li&gt;Sternal depression &amp;amp; straight back syndrome: Associated with MVP.&lt;/li&gt;
&lt;li&gt;Down syndrome: 11 pair of ribs &amp;amp; VSD.&lt;/li&gt;
&lt;li&gt;Rib notching: Coarctation of aorta, pulmonary atresia, vena caval syndrome, Blalock Taussig Shunt.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Upper abdomen&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;Gall stones, histus hernia in chest pain.&lt;/li&gt;
&lt;li&gt;Situs.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Lungs&lt;/em&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Cardiac shadow&lt;/em&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;

&lt;h3&gt;Lungs&lt;/h3&gt;

&lt;ul&gt;
&lt;li&gt;Look for co-existing lung diseases.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Pulmonary vasculature&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;&lt;em&gt;Increased&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;Pulmonary venous hypertension (PVH), PAH, pulmonary over-circulation.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Decreased&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;Oligemia.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Normal&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;DOESNOT EXCLUDE SIGNIFICANT MYOCARDIAL DISEASE, MILD VALVULAR DISEASE OR SMALL INTRA-CARDIAC SHUNT.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Uneven&lt;/em&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;

&lt;h4&gt;Abnormalities of Pulmonary circulation&lt;/h4&gt;

&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;Pulmonary venous hypertension&lt;/strong&gt;
&lt;em&gt;(Close correlation exists between PCWP and extent of PVH in untreated patients)&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;&lt;em&gt;Stage 1 (&amp;lt; 12 mmHg)&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;Normal findings.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Stage 2 (12 - 18 mmHg)&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;Pulmonary vein dilation. D/D: Basal emphysema.

&lt;ul&gt;
&lt;li&gt; Upper lobe diversion.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Stage 3 (18 - 22 mmHg)&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;Interstitial edema. D/D: Non Cardiogenic Pulmonary Edema.

&lt;ul&gt;
&lt;li&gt;Perihilar haze.&lt;/li&gt;
&lt;li&gt;Peribronchial cuffing.&lt;/li&gt;
&lt;li&gt;Kerley B lines - Interlobular edema.&lt;/li&gt;
&lt;li&gt;Kerley A lines - Thickened inter lobular septum.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Stage 4 (&amp;gt; 22 mmHg)&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;Alveolar edema. D/D: Non Cardiogenic Pulmonary Edema.

&lt;ul&gt;
&lt;li&gt;Perihilar.&lt;/li&gt;
&lt;li&gt;Can be patchy/asymmetrical.&lt;/li&gt;
&lt;li&gt;Pleural effusion.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Chronic PVH (Causes)&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;PAH.&lt;/li&gt;
&lt;li&gt;Pulmonary hemosiderosis (bileteral, diffuse, granular).&lt;/li&gt;
&lt;li&gt;Pulmonary ossicles (Calcified, basal, nodules upto 1 cm).&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Pulmonary arterial hypertension (PAH)&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;Definition: PAsysP &amp;gt; 30 mmHg.&lt;/li&gt;
&lt;li&gt;Features:

&lt;ul&gt;
&lt;li&gt;Central PA increased (D/D: Hilar lymphadenopathy - lymphadenopathy is more lobular).&lt;/li&gt;
&lt;li&gt;Peripheral PA decreased.&lt;/li&gt;
&lt;li&gt;Calcification of central PA.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Pulmonary over-circulation&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;&lt;em&gt;Pulmonary:systemic circulation &amp;lt; 2:1&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;No changes.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Pulmonary:systemic circulation \( \geq \) 2:1&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;Central PA increased.&lt;/li&gt;
&lt;li&gt;Peripheral PA increased (extending &amp;gt; lateral 1/3rd of lung field).&lt;/li&gt;
&lt;li&gt;LOOK FOR CYANOSIS:

&lt;ul&gt;
&lt;li&gt;Present: Bidirectional shunt.&lt;/li&gt;
&lt;li&gt;Absent: Left to right shunt.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Bronchial circulation&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;Severe RV outflow obstruction.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Pulmonary oligemia&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;TOF.&lt;/li&gt;
&lt;li&gt;Cardiac tamponade (Restricted filling of RV).&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Uneven vascularity&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;Pulmonary disease (Commonest cause).&lt;/li&gt;
&lt;li&gt;Cardiogenic causes

&lt;ul&gt;
&lt;li&gt;Pulmonary thrombo-embolism.&lt;/li&gt;
&lt;li&gt;Shunt surgery.&lt;/li&gt;
&lt;li&gt;Pulmonary arterial stenosis.&lt;/li&gt;
&lt;li&gt;Pulmonary AV fistula.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;h3&gt;Cardiac shadow&lt;/h3&gt;

&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;Systemic veins&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;&lt;em&gt;SVC&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;Increased flow: Supra-cardiac anomalous pulmonary vein return.&lt;/li&gt;
&lt;li&gt;Increased pressure: Rt HF, Tricuspid valvular disease, Cardiac tamponade, Constrictive pericarditis.&lt;/li&gt;
&lt;li&gt;Obstruction: Mediastinitis, Mediastinal tumor.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Azygous vein&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;IVC obstruction.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;IVC&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;Rt HF.&lt;/li&gt;
&lt;li&gt;TR/TS.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Right atrium dilation&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;Increased prominence of lower half of right heart border.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Right ventricle dilation&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;PA view

&lt;ul&gt;
&lt;li&gt;Apex outwards and upwards.&lt;/li&gt;
&lt;li&gt;Gross dilation: forms Lt heart border and bump just below pulmonary trunk.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;Lateral view

&lt;ul&gt;
&lt;li&gt;Decreased retro-sternal space.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Pulmonary trunk&lt;/em&gt;

&lt;ul&gt;
&lt;li&gt;Increased

&lt;ul&gt;
&lt;li&gt;PAH: associated peripheral pruning.&lt;/li&gt;
&lt;li&gt;Pulmonary over-circulation: associated pulmonary plethora.&lt;/li&gt;
&lt;li&gt;Post stenotic/idiopathic: associated normal pulmonary vasculature.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;Decreased

&lt;ul&gt;
&lt;li&gt;TOF.&lt;/li&gt;
&lt;li&gt;Pulmonary atresia.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;Absent

&lt;ul&gt;
&lt;li&gt;Corrected transposition of Great Vessels.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Left atrium dilation&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;Increased carinal angle.&lt;/li&gt;
&lt;li&gt;Right sided double density (marked dilation: can form right border).&lt;/li&gt;
&lt;li&gt;Denting of esophagus (Lateral view, Barium swallow).&lt;/li&gt;
&lt;li&gt;Straightening/convexity of left atrial appendage.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Left ventricle&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;Hypertrophy

&lt;ul&gt;
&lt;li&gt;Increased Lt heart border convexity.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;Dilatation

&lt;ul&gt;
&lt;li&gt;PA: Apex outwards and downwards, increased cardio-thoracic ratio.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Aorta&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;Increased Ascending Aorta

&lt;ul&gt;
&lt;li&gt;Post-stenotic dilation.&lt;/li&gt;
&lt;li&gt;Aneurysm.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;Increased Aortic Knuckle

&lt;ul&gt;
&lt;li&gt;Aneurysm.&lt;/li&gt;
&lt;li&gt;PDA.&lt;/li&gt;
&lt;li&gt;Pulmonary atresia.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;Increased Descending Aorta

&lt;ul&gt;
&lt;li&gt;Aneurysm.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;Increased Thoracic Aorta

&lt;ul&gt;
&lt;li&gt;Systemic hypertension.&lt;/li&gt;
&lt;li&gt;Aortic regurgitation.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Pericardium&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;Pericardial effusion

&lt;ul&gt;
&lt;li&gt;Non-specific globular enlargement.&lt;/li&gt;
&lt;li&gt;Normal pulmonary vasculature.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;Congenital absence of pericardium

&lt;ul&gt;
&lt;li&gt;Left displacement of cardiac shadow.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Cardiac calcification&lt;/strong&gt;

&lt;ul&gt;
&lt;li&gt;Fluoroscopy better than Plain Films.&lt;/li&gt;
&lt;li&gt;VALVE CALCIFICATION

&lt;ul&gt;
&lt;li&gt;Aortic valve

&lt;ul&gt;
&lt;li&gt;PA view: over spine (may be obscured)&lt;/li&gt;
&lt;li&gt;Lateral view: (see figure)&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;Mitral valve

&lt;ul&gt;
&lt;li&gt;PA view: Lt side of spine&lt;/li&gt;
&lt;li&gt;Lateral: (see figure)&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;/body&gt;

&lt;/html&gt;

</content><link rel='replies' type='application/atom+xml' href='http://sumanclinicalmedicinefacts.blogspot.com/feeds/4570179656064547413/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sumanclinicalmedicinefacts.blogspot.com/2014/06/chest-radiograph-cardiac-perspective.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1014780381306070484/posts/default/4570179656064547413'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1014780381306070484/posts/default/4570179656064547413'/><link rel='alternate' type='text/html' href='http://sumanclinicalmedicinefacts.blogspot.com/2014/06/chest-radiograph-cardiac-perspective.html' title='Chest Radiograph: Cardiac Perspective'/><author><name>suman</name><uri>http://www.blogger.com/profile/00575977648925076797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1014780381306070484.post-1574431045949579480</id><published>2013-11-26T17:14:00.001+05:30</published><updated>2013-11-26T17:14:40.998+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="clinical"/><category scheme="http://www.blogger.com/atom/ns#" term="medicine"/><category scheme="http://www.blogger.com/atom/ns#" term="neurology"/><category scheme="http://www.blogger.com/atom/ns#" term="spinal cord"/><category scheme="http://www.blogger.com/atom/ns#" term="spinal localisation"/><category scheme="http://www.blogger.com/atom/ns#" term="vertebral body"/><title type='text'>Relationship between vertebral bodies and spinal cord levels</title><content type='html'>&lt;!DOCTYPE html&gt;
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&lt;title&gt;Relationship between vertebral bodies, spinal cord and spinal radicles&lt;/title&gt;

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&lt;body&gt;
&lt;h1&gt;Relationship between vertebral bodies, spinal cord and spinal radicles&lt;/h1&gt;

&lt;h2&gt;Introduction&lt;/h2&gt;

&lt;p&gt;Recently, while taking a bedside clinic on neurology, I along with my students realised that we knew so little about the vertical relationship between vertebral bodies, spinal cord and radicles which are coming out of the cord. We got confused for the lowest part of spinal cord (conus) and cauda medullaris.&lt;/p&gt;

&lt;p&gt;I thought of writing my know how on the subject and try to see that if doubt solves.&lt;/p&gt;

&lt;h2&gt;Assumption of the model&lt;/h2&gt;

&lt;p&gt;We know that in adult the spinal cord ends at lower end of LV1 (1st lumbar vertebral body).  We also know that for the neonate (new born), this level is at LV4.&lt;/p&gt;

&lt;p&gt;So we can assume that at the start spinal cord ended at SV4, meaning both spinal cord and its protective cover (vertebral bodies) were at the same level.  With the growing fetus, vertebral body grows (lengthens) caudally while spinal cord (being composed of neurons with very limited growth potential) does not grow to the same length leading to the confusion about the levels of vertebral body, spinal cord and radicles.&lt;/p&gt;

&lt;h2&gt;Naming the radicles, vertebral bodies&lt;/h2&gt;

&lt;p&gt;1st nerve root arises out between &lt;strong&gt;occiput&lt;/strong&gt; and &lt;strong&gt;1st vertebral body&lt;/strong&gt;, it is known as &lt;strong&gt;1st cervical nerve root&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;So for the cervical nerve roots, a particular numbered nerve root comes out above that particular numbered vertebral body.  Example, 3rd cervical radicle comes out of the vertebral body above CV3 (between CV2 and CV3).&lt;/p&gt;

&lt;p&gt;Nerve root coming out between CV7 and TV1 is known as &lt;strong&gt;8th cervical nerve root&lt;/strong&gt; (not 1st thoracic nerve root as expected).  And &lt;strong&gt;1st thoracic nerve root&lt;/strong&gt; arises out between TV1 and TV2.  So, for thoracic vertebra downwards a particular numbered nerve root comes out below that particular numbered vertebral body.&lt;/p&gt;

&lt;p&gt;Also, the final nerve root (4th sacral nerve root) arises between SV4 and coccyx.&lt;/p&gt;

&lt;h2&gt;Situation in fetus&lt;/h2&gt;

&lt;p&gt;Following figure depicts the situation in fetus where vertebral bodies are being developed around the spinal cord.  Length of vertebral bodies is same as that of the spinal cord.&lt;/p&gt;

&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot;/&gt;&lt;/p&gt;

&lt;p&gt;In the above figure, it can be seen that the nerve roots are arising from the respective spinal levels and are coming out of the vertebral foramina.  So, spinal levels correspond to the respective vertebral bodies level.&lt;/p&gt;

&lt;h2&gt;Situation in adult&lt;/h2&gt;

&lt;p&gt;As described earlier in assumption section, with growth of fetus, vertebral bodies grow more than the spinal cord leading to the discrepancy in the respective levels.&lt;/p&gt;

&lt;p&gt;The following figure depicts the situation in adult.&lt;/p&gt;

&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot;/&gt;&lt;/p&gt;

&lt;h2&gt;Implications&lt;/h2&gt;

&lt;p&gt;The above sketch shows following implications:&lt;/p&gt;

&lt;ol&gt;
&lt;li&gt;&lt;p&gt;Spinal cord ends at lower end of LV1, meaning that &lt;strong&gt;we cannot have myelopathy below LV1 level&lt;/strong&gt;.  The area is known as &lt;strong&gt;cauda equina region&lt;/strong&gt;.  Any lesion at levels below LV1 will lead to confusing picutre of patchy LMN/neuropathic dificit depending on vertical level (LV1 - LV5, SV1 - SV5) and horizontal level (medial vs lateral).  There will not be any evidence of myelopathy.&lt;/p&gt;

&lt;p&gt;a. &lt;strong&gt;Medially situated lesions.&lt;/strong&gt;  As sacral nerve roots exit out of the vertebral canal the last, they are situated most medially. Medially situated lesions will lead to involvement of sacral roots at all levels (from LV2 to SV4).&lt;/p&gt;

&lt;p&gt;b. &lt;strong&gt;Laterally situated lesions.&lt;/strong&gt;  Depending on the vertical site of the lesion, nerve roots will get involved.  A lesion at LV4 will lead to involvement of L4 onwards nerve roots (as nerve roots till L3 have already exited out of the spinal canal).&lt;/p&gt;&lt;/li&gt;
&lt;li&gt;&lt;p&gt;The relationship between vertebral body number and spinal level can be found at &lt;a href=&quot;http://www.travisroyfoundation.org/resources/spinal-cord-injury-levels-classification&quot;&gt;this site&lt;/a&gt;.  Excerpt for the same is given below.&lt;/p&gt;

&lt;pre&gt;&lt;code&gt;In summary, spinal vertebral and spinal cord segmental levels are not necessarily the same. In the upper spinal cord, the  first two cervical cord segments roughly match the first two cervical vertebral levels. However, the C3 through C8 segments of the spinal cords are situated between C3 through C7 bony vertebral levels. Likewise, in the thoracic spinal cord, the first two thoracic cord segments roughly match first two thoracic vertebral levels. However, T3 through T12 cord segments are situated between T3 to T8. The lumbar cord segments are situated at the T9 through T11 levels while the sacral segments are situated from T12 to L1. The tip of the spinal cord or conus is situated at L2 vertebral level. Below L2, there is only spinal roots, called the cauda equina.
&lt;/code&gt;&lt;/pre&gt;&lt;/li&gt;
&lt;li&gt;&lt;p&gt;Lesion at a particular vertebral body will lead to involvement of respective (same numbered) exiting nerve root, involvement of spinal segment (level depends on the level of vertebral body involvement) and UMN involvement below the spinal segment involvement.  Example, a lesion at TV1 will lead to involvement of C8/T1 nerve roots (which are exiting out from intervertebral foramina), T4 spinal segment involvement (LMN lesion) and UMN involvement below T4 level.&lt;/p&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;p&gt;You are requested to comment and put up your suggestions.  I will be grateful.&lt;/p&gt;

&lt;p&gt;Suman&lt;/p&gt;

&lt;/body&gt;

&lt;/html&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sumanclinicalmedicinefacts.blogspot.com/feeds/1574431045949579480/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sumanclinicalmedicinefacts.blogspot.com/2013/11/relationship-between-vertebral-bodies.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1014780381306070484/posts/default/1574431045949579480'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1014780381306070484/posts/default/1574431045949579480'/><link rel='alternate' type='text/html' href='http://sumanclinicalmedicinefacts.blogspot.com/2013/11/relationship-between-vertebral-bodies.html' title='Relationship between vertebral bodies and spinal cord levels'/><author><name>suman</name><uri>http://www.blogger.com/profile/00575977648925076797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1014780381306070484.post-4120794442310993727</id><published>2013-11-19T17:37:00.000+05:30</published><updated>2013-11-19T17:37:56.352+05:30</updated><title type='text'>Jugular Venous Waves analysis in tachyarrhythmia diagnosis</title><content type='html'>&lt;!DOCTYPE html&gt;
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&lt;title&gt;JUGULAR VENOUS WAVEFORMS AND CAROTID PULSATIONS IN TACHYARRHYTHMIA DIAGNOSIS: A READILY AVAILABLE BUT OFTEN FORGOTTEN TOOL&lt;/title&gt;

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&lt;body&gt;
&lt;h1&gt;JUGULAR VENOUS WAVEFORMS AND CAROTID PULSATIONS IN TACHYARRHYTHMIA DIAGNOSIS: A READILY AVAILABLE BUT OFTEN FORGOTTEN TOOL&lt;/h1&gt;

&lt;h2&gt;Background&lt;/h2&gt;

&lt;p&gt;The content of this post was written by me few years ago.  It builds conceptual framework on JVP and carotid wave analysis for tachyarrhythmia diagnosis.  Many concepts written in this post are practical with a bit of practice and spending time with patients.  The techniques written here can be used as important adjunct to 12 lead surface ECG tracing in diagnosing tachyarrythmia.&lt;/p&gt;

&lt;p&gt;You are requested to read and understand the content and give your frank comments.&lt;/p&gt;

&lt;h2&gt;Introduction&lt;/h2&gt;

&lt;p&gt;Tachyarrhythmia diagnosis is a challenge that all of us face as daily routine.  Usually it requires a good and fast analysis of surface ECG.  This article discusses different aspects of using clinical examination especially jugular venous waveforms (JVW) and carotid pulsations (CP) in diagnosis of arrhythmias.  Many of the techniques seem to be impractical and be of academic interest only but a lot of them fare better chances in accurate and rapid diagnoses of arrhythmias than using a 12 lead surface ECG.&lt;/p&gt;

&lt;h2&gt;JVWs and ECG correlation in sinus rhythm&lt;/h2&gt;

&lt;p&gt;ECG gives us the electrical activity of whole heart during cardiac cycle and JVWs and CPs give us mechanical activity during cardiac cycle.&lt;/p&gt;

&lt;p&gt;Usually the mechanical activity follows the electrical activity (depolarization) by a few milliseconds.  The following are the correlation of phase of cardiac cycle and the ECG waveforms:&lt;/p&gt;

&lt;table&gt;&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;Cardiac cycle&lt;/th&gt;
&lt;th&gt;ECG waveforms&lt;/th&gt;
&lt;th&gt;Electrical cycle&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Ventricular systole (0.3 secs)&lt;/td&gt;
&lt;td&gt;Q – T interval (start of QRS to end of T), only approximately&lt;/td&gt;
&lt;td&gt;Vent depolarization + vent repolarization (Stage 1, 2, 3)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Ventricular diastole (0.5 secs)&lt;/td&gt;
&lt;td&gt;T – Q interval&lt;/td&gt;
&lt;td&gt;Stage of resting membrane potential (Stage 4)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Atrial systole&lt;/td&gt;
&lt;td&gt;P wave or PR interval (approximately)&lt;/td&gt;
&lt;td&gt;Atrial depolarization&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;

&lt;p&gt;JVWs are formed due to mechanical activities inside the atria and they may or may not be dependent on mechanical activities of ventricles.  CPs are solely due to ventricular systole.&lt;/p&gt;

&lt;h3&gt;&amp;#39;a&amp;#39; wave&lt;/h3&gt;

&lt;p&gt;It is solely due to atrial contraction, irrespective the mechanical state of the ventricle.  It corresponds to atrial depolarization and P wave in ECG.  If atrial contraction takes place against closed AV valves, usually when the ventricle is also in systole, ‘a’ wave’s amplitude increases and is known as cannon wave.  In sinus rhythm, it is recognized as positive wave appearing just before carotid pulse.  In tachyarrhythmias, it is usually the only positive wave seen in the jugular veins, as v wave is submerged being the smaller wave and due to shortened ventricular systole.&lt;/p&gt;

&lt;h3&gt;&amp;#39;x&amp;#39; descent&lt;/h3&gt;

&lt;p&gt;It corresponds to the start of ventricular systole and corresponds to ventricular depolarization and QRS complex in ECG.  It is not a good indicator of ventricular systole as it may get modified depending on the mechanical state of atrium, e.g. in very early atrial premature beat, when ventricle is still in systole, it may be superimposed with a very premature a wave (cannon wave).&lt;/p&gt;

&lt;h3&gt;&amp;#39;v&amp;#39; wave&lt;/h3&gt;

&lt;p&gt;It occurs in late ventricular systole and is a slow rising positive wave.  It is the only positive wave seen in atrial fibrillation.  In tachyarrhythmias, it is usually not appreciated because of reasons cited above.&lt;/p&gt;

&lt;h3&gt;Carotid pulsation&lt;/h3&gt;

&lt;p&gt;CP is caused solely due to ventricular contraction and therefore represents ventricular systole and QRS complex in ECG.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;To summarize&lt;/strong&gt;, ‘a’ wave can be considered to be representative of P wave and carotid pulsation of QRS complex.  Other waveforms do not serve much purpose in tachyarrhythmia diagnosis as they depend on combined synchronized activity of atrium and ventricle, which usually do not take place in cases of arrhythmias.&lt;/p&gt;

&lt;h2&gt;Recognition of ‘a’ wave during tachyarrhythmia&lt;/h2&gt;

&lt;p&gt;JVWs are always appreciated in supine position with patient’s neck in neutral position.  In thick, short necked individuals it becomes prominent after extending the neck.  Sometimes, it is better appreciated during inspiration.  It is usually differentiated from CP by the fact that JVWs are better seen then felt, unlike CPs.  Other characters do not hold good (like two positive waves in a cardiac cycle) or are difficult to appreciate (like changes with respiration and posture) in cases of arrhythmias.&lt;/p&gt;

&lt;p&gt;Presence of two positive waves in jugular vein per cardiac cycle with regular CPs suggests sinus rhythm and recognition of the waveforms are as already described.
In tachyarrhythmias (fast CPs), the only positive waves seen are a waves, v waves being submerged.&lt;/p&gt;

&lt;h2&gt;Clinical classification of arrhythmias&lt;/h2&gt;

&lt;p&gt;The following are the common clinical types of tachyarrhythmias:&lt;/p&gt;

&lt;ol&gt;
&lt;li&gt;&lt;p&gt;&lt;strong&gt;Premature beats in midst of regular CPs&lt;/strong&gt; (Aim: to differentiate between atrial, nodal and ventricular premature beats)&lt;/p&gt;&lt;/li&gt;
&lt;li&gt;&lt;p&gt;&lt;strong&gt;Irregularly irregular CPs of varying volumes&lt;/strong&gt; (Aim: to differentiate between atrial fibrillation, multiple premature beats, atrial flutter with variable conduction and multifocal tachycardia)&lt;/p&gt;&lt;/li&gt;
&lt;li&gt;&lt;p&gt;&lt;strong&gt;Regular fast CPs&lt;/strong&gt; [Aim: to differentiate between supranodal, nodal and infranodal (AV dissociation present) tachycardia]&lt;/p&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;h2&gt;Clinical recognition of AV dissociation (AVD)&lt;/h2&gt;

&lt;p&gt;AVD signifies regular and independent electrical, so mechanical, activity of atrium and ventricle.  It usually occurs due to physiological or pathological blockage of conduction through AV node.  Atrial systole can occur during any of the phases of ventricular cycle.  Each ventricular systole is preceded by ventricular diastole with variable filling due to variable state of atrium resulting in a beat to beat variability of carotid volume and systolic blood pressure.  Although ‘a’ waves are regularly placed, their volume also vary and when atrial and ventricular systole occur simultaneously, cannon waves are produced which occur irregularly by chance.&lt;/p&gt;

&lt;h2&gt;Clinical recognition of retrograde conduction (RC)&lt;/h2&gt;

&lt;p&gt;Retrograde conduction denotes electrical activation of atrium retrogradely following activation of AV node (nodal rhythm) or ventricle (infranodal rhythm).  It usually occur in conditions where (infra) nodal rate is faster than the sinus rate, due to which the retrograde impulse has got a receptive AV node more often.  Once the distal impulse gets conducted retrogradely through AV node discharging sinus node, sinus node does not get chances to take over resulting in regular occurrence of retrograde conduction.  If the (infra) nodal rate is slower than the sinus rate, chances that the distal impulse will get receptive AV node is much less and even if it finds one, it is not sustained as sinus impulse takes over eventually.  In conditions involving the first mechanism, atrial systole occurs during ventricular systole (after a few milliseconds) regularly, generating regular cannon waves, whose rate is same as that of CPs.  In conditions involving second mechanism, ‘a’ waves are irregular (due to occasional premature discharge of sinus node) with irregular cannon waves (c.f. AVD where irregular cannon waves are associated with regular ‘a’ waves).&lt;/p&gt;

&lt;h2&gt;Approach to diagnosis of tachyarrhythmias&lt;/h2&gt;

&lt;p&gt;The first step is to analyze CPs for regularity and amplitude.  Next step is to sub-classify rhythm as under mentioned and proceed:&lt;/p&gt;

&lt;h3&gt;Premature beats in midst of regular CPs&lt;/h3&gt;

&lt;p&gt;Conditions to be differentiated are atrial, nodal or ventricular premature beats.  Usually differentiating between all these conditions are difficult as premature beats are occasional (resulting in failure to anticipate it and the findings) and in between we have got both ‘a’ and ‘v’ waves.  Atrial premature beat (APB) is characterized by premature ‘a’ wave, which if very premature can occur while ventricle is still in systole (P’ occurring on preceding T wave) resulting in premature cannon wave.  The corresponding CP is low in volume or absent (if APB finds AVN in state of refractoriness).  The same findings will also be there in nodal or ventricular premature beats if there is retrograde conduction to atrium (except that in these cases the premature ‘a’ wave will always be a cannon wave).  But in classic nodal and ventricular premature beats, the premature impulse finds a refractory AVN.  This results in regularly placed ‘a’ wave, which usually is a cannon wave as atrial systole occurs at the time when ventricle is in systole.&lt;/p&gt;

&lt;h3&gt;Irregularly irregular CPs&lt;/h3&gt;

&lt;p&gt;The diseases can be further subdivided into two categories depending on the CP rate:&lt;/p&gt;

&lt;ol&gt;
&lt;li&gt;&lt;p&gt;&lt;strong&gt;CP rate &amp;lt; 100/min:&lt;/strong&gt; Main differentials are atrial fibrillation, atrial flutter with variable conduction and multiple premature beats. Since the CP rate is less than 100/min, we can distinguish the JVWs with relative ease.  If there is only one positive wave per cardiac cycle (between two CPs), the diagnosis is atrial fibrillation.  If we appreciate two positive waves in a cardiac cycle, the diagnosis is premature beats.  If there is occasional cannon wave, the diagnosis is nodal/ventricular premature beat.  In atrial flutter, we can appreciate multiple regular, positive waves (multiple ‘a’ waves rate of which will be same as atrial rate in ECG), some of which will be cannon waves.  2:1 conduction, where there will be only two positive waves per cardiac cycle, will not be considered in this subgroup as CP rate is more than 100/min.&lt;/p&gt;&lt;/li&gt;
&lt;li&gt;&lt;p&gt;&lt;strong&gt;CP rate &amp;gt;= 100/min:&lt;/strong&gt; Main differentials are atrial fibrillation, multifocal atrial tachycardia and atrial flutter with fast conduction. Differentiating conditions in this group is difficult because of fast ventricular as well as atrial rate, which results in difficulty in appreciating number of positive waves per CP cycle.  Otherwise, the logic behind differentiating the abovementioned conditions are same as for conditions where CP rate is less than 100/min.&lt;/p&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;h3&gt;Regular fast CPs&lt;/h3&gt;

&lt;p&gt;This group consists of diseases that are life threatening, and for those proper diagnosis is required before initiating treatment.  Proper clinical examination, in this sub group, can sometimes yield more information than ECG analysis.&lt;/p&gt;

&lt;p&gt;Main differentials in this subgroup are:&lt;/p&gt;

&lt;ol&gt;
&lt;li&gt;&lt;p&gt;&lt;strong&gt;Without AVD (supraventricular tachycardia)&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;a. Sinus/atrial tachycardia, atrial flutter with regular fast conduction&lt;/p&gt;

&lt;p&gt;b. AVNRT/AVRT&lt;/p&gt;

&lt;p&gt;c. Ventricular tachycardia with RC&lt;/p&gt;&lt;/li&gt;
&lt;li&gt;&lt;p&gt;&lt;strong&gt;With AVD (ventricular tachycardia)&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;a. Typical ventricular tachycardia&lt;/p&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;p&gt;The main differentiating feature between ventricular versus supraventricular tachycardia is the presence of AVD in former and absence in later conditions.  When wide QRS complex tachycardia is analyzed to differentiate between two sub groups using ECG, AVD is not usually appreciated as P waves get merged within rapidly occurring widened QRS complexes or T waves.  So, we concentrate on the morphological characteristics of QRS complex, which are less accurate.  In clinical method, AVD can easily be appreciated and so emphasis is placed on detection of the same.&lt;/p&gt;

&lt;p&gt;As was earlier noted, AVD is characterized by regular ‘a’ waves, rate of which is different from rate of CP, whose amplitude keeps on varying depending on the state in which the ventricle is in and sometimes (irregularly) as cannon waves when ventricle is in systole.  In ventricular tachycardia, for one atrial cycle (time period between two consequent atrial systoles or ‘a’ waves) ventricle undergoes more than one cycles (usually 2 – 3).  Each ventricular cycle will produce separate ‘x’, ‘v’ and ‘y’ descent whose amplitude will differ depending on the atrial state.  The JVP is characterized by multiple positive waves of variable amplitudes per atrial cycle (ventricular cycle is too fast to be appreciated).  Only waves that can be easily appreciated are the cannon waves, which are irregular.  CP amplitudes are appreciated as equal as their rate is fast and atrial state is more or less same for each ventricular filling phase.  So, in the presence of rapid CPs, the only easily discernable clinical evidence of AVD and thus, ventricular tachycardia is presence of irregular cannon waves.&lt;/p&gt;

&lt;p&gt;Second subgroup of tachycardia, which include AVNRT/AVRT and ventricular tachycardia with retrograde conduction is characterized by almost simultaneous, rapid atrial and ventricular systole.  This is appreciated in jugular veins as regular, rapid cannon waves (frog sign).  All other waveforms are not appreciated.&lt;/p&gt;

&lt;p&gt;Third subgroup, which include atrial and sinus tachycardia, do not produce any cannon waves.  These conditions are difficult to differentiate from atrial flutter with fast conduction (2:1), which will also have two positive waves per cardiac cycle.  In atrial flutter, however, few of ‘a’ waves will be cannon waves (regularly occurring).&lt;/p&gt;

&lt;p&gt;The clinical methods described above are quite effective in differentiating different tachycardias, especially between supraventricular and ventricular tachycardia.  It however cannot differentiate between ventricular tachycardia with retrograde conduction and AV (N) RT which obviously have different treatment strategies.&lt;/p&gt;

&lt;h2&gt;Conclusion&lt;/h2&gt;

&lt;p&gt;This article describe in brief the approach to differentiate different tachyarrhythmias by observing patient’s JVWs and CPs without aid of surface 12 lead ECG.  The methods described above can lead to pretty accurate and rapid diagnoses and can sometimes supplement ECG tracing in reaching accurate diagnosis.  The advantage with clinical method is that we observe JVWs (atrial activity) and CPs (ventricular activity) as two separate tracings (more like tracings during electrophysiological study) unlike in surface ECG, where both atrial and ventricular activity is merged in a single tracing leading to some important information getting missed.&lt;/p&gt;

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&lt;title&gt;Electrocardiography: the basics&lt;/title&gt;

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&lt;h1&gt;
Electrocardiography: the basics&lt;/h1&gt;
The content in this post was written by me a few years ago.  It will act as an introductory ECG for Undergraduates and Postgraduates.&lt;br /&gt;


&lt;h2&gt;
Lead placement&lt;/h2&gt;
&lt;h3&gt;
Bipolar leads&lt;/h3&gt;
&lt;img alt=&quot;Bipolar Limb Leads&quot; src=&quot;data:image/png;base64,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&quot; title=&quot;Placement of bipolar limb leads.&quot; /&gt;&lt;br /&gt;


&lt;h3&gt;
Unipolar Augmented Limb Leads&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Voltage increased by 50%&lt;/li&gt;
&lt;li&gt;aVR: all waves are negative&lt;/li&gt;
&lt;li&gt;aVL: Lateral wall&lt;/li&gt;
&lt;li&gt;aVF: Inferior wall&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;
Unipolar Precordial Leads (Chest Leads)&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;V1: 4th intercostal space (right sternal level) (right ventricle)&lt;/li&gt;
&lt;li&gt;  V2: 4th intercostal space (left sternal level) (Septum)&lt;/li&gt;
&lt;li&gt;  V3: between V2 and V4 (Septum)&lt;/li&gt;
&lt;li&gt;  V4: 5th intercostal space in mid clavicular line (Septum)&lt;/li&gt;
&lt;li&gt;  V5: 5th intercostal space in anterior axillary line (Apical)&lt;/li&gt;
&lt;li&gt;  V6: 5th intercostal space in mid axillary line (Apical)&lt;/li&gt;
&lt;li&gt;  V7: 5th intercostal space in posterior axillary line (Posterior)&lt;/li&gt;
&lt;li&gt;  V8: 5th intercostal space below lower angle of scapula (Posterior)&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;
Right sided chest leads (for right ventricle)&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;V3R and V4R: same as V3 and V4, on right side of chest&lt;/li&gt;
&lt;/ul&gt;
&lt;strong&gt;Always get it done in case of inferior wall myocardial infarction to detect right ventricular myocardial infarction&lt;/strong&gt;&lt;br /&gt;


&lt;h2&gt;
Orientation of limb leads&lt;/h2&gt;
&lt;img alt=&quot;Bipolar limb leads orientation&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmgAAAGuCAYAAAAktvp9AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOzdeViU5frA8e+wK4KI+4aoCIgL7ktuqXC00qx0yNMRLU/BaTE7LYcxLddy6NQ5WdlPppNtmgqYubQobrnkvueCSpq75o4CIvD+/nhlBhRkm+EdhvtzXXP5zPbOPchyz/M+z33rFEVREEIIIYQQ9uJRJ60jEEIIIYQQ+bloHYAQwo5lZMChQ5CSAqdPw6lTcOYMnD8Ply7B5cvqJTXV8hw3N/D0tFyvWhXq1oV69aB2bahfH/z91UuTJtCsmfocIYQQZjo5xSmEAOD6ddiyBTZvhm3b4OBBOHYMsrNt+7qurtCyJbRtC61bQ/fu0KULeHjY9nWFEMJ+PSoJmhCV1eXL8MsvsHq1ejl0CHJytI5K5e4OnTpBz54QHq7+6+6udVRCCFFeJEETolI5cgS++069bNsGRf34u7lBUJA6w+XvDw0bQuPG6mlKb2/w8lIvPj73PjctDW7dUmfmLl9WT4levKieKj1+XL0cOQJHjxY9S+fpCQ8+CA89BEOHqqdLhRDCcUmCJoTDu3gR5s+HL7+EHTsKf5yXF3TsqF46dYL27aF5c3Cx8VLV9HTYvx/27IHkZNiwAbZvh9u3C368szP06QPDhkFEBNSsadv4hBCi/EmCJoRDUhRYuRI+/hh+/rngZMfVFXr1gn791EvnzrZPxoorLU1NJjdsgOXL4ddfC34P7u7w6KMwerR6KtTZufxjFUII65METQiHcuMGfPMNfPIJHDhw7/1VqsDAgfD44zBoENSoUf4xlkZqKixdCgsWqAnbrVv3PiY4GMaMgZEjoVq18o9RCCGsRxI0IRzCpUvw3/+qM2bXr+e/z9lZnV165hkYMqTiL7a/dg2WLVNP2/70073r16pXh6go+Ne/oFYtbWIUQoiykQRNiArtwgX48EN1xixvLTIAPz944QX429+gUSNt4rO1M2fg66/V93/6dP77qlVTZ9Ree03WqQkhKhpJ0ISokNLS1MTMaLw3MevSRZ09GjLEftaU2drt2+qM2n/+A7t357/PywvGj4exY6W2mijQhg0buF3YphQbq1u3LiEhIZq8trBrkqAJUeEsWACvv65W9c+rSxd4+2145BFt4rIXa9bApEmwbl3+25s0gXffhb/+FXQ6TUIT9mno0KFcv3tpQDm4cOECLVu2ZP78+eX+2sLuSYImRIVx5Ih6ym758vy3d+oE06bBgAHaxGWvli9XE9atW/Pf3rs3fPYZBAZqE5cQdyQmJpKYmCgJmiiINEsXwu5lZakJWNu2+ZMzf3+YO1dNQCQ5u9eAAWrrqgUL1NmzXOvWQWgovPNO4bXWhBBCY5KgCWHPDhyABx6At95SG5eDWt3fYFCLuz71lJyuK0pEhNpXdOpUSxP3jAyYMAG6dVNbXAkhhJ2RBE0Ie6Qo8MEHalX/bdsst/ftqy6Cnz4dqlbVLr6KpkoVNSH77Te1XVSunTuhQweYObPotldCCFGOJEETwt5cvaoWkn39dcusmbc3fPGF2tS8ZUtt46vI/P3hxx/VYr7Vq6u3pafDSy/B4MFw5Yqm4QkhRC5J0ISwJzt2qLNmixdbbuvTB/buhaef1iwshzNihDoT2bu35bYfflA3XOzapV1cQghxhyRoQtiLBQvUhOH339XrLi5qnbPVq/MvchfW4e+vluR4911LD8/ff1fX/H31laahCSGEJGhCaC0nB958U63PlZam3la/PqxaBTEx4CQ/pjbj5ATjxqkN5WvXVm/LyFBnK998U9alCSE0I7/5hdDSrVswbJi66D83GejdWz3Nlvf0m7CtsDB1w0C3bpbbpk9Xd4Cmp2sXlxCi0pIETQitXL+u7ihctMhy2zPPQFIS1K2rXVyVVaNGao20vGv9EhPhL3+5twG9EELYmCRoQmjhwgXo109dA5XrnXdg9my1zpnQhqur+n8wcaKlvtyGDRAeLjs8hRDlShI0Icrb+fNqcrZjh3rd2Rn+7//UNU9Cezqd2stz9mxLs/mtW9UadOfOaRqaEKLykARNiPJ07pyanO3fr153c4N58+Af/9A2LnGvp5+G+fMtM5p79qj/d3/+qWlYQojKQRI0IcrLhQvqLMyBA+p1Dw9YsgT0em3jEoUbOhS++079vwK1ZdSAAWoxYSGEsCFJ0IQoDzdvwqBBlr6P7u7qH35pcm7/HnlE3ciRO5O2a5f6fym7O4UQNiQJmhC2lpWlzpLl9tR0d1d3B+btCSns28CB8O23loK2GzdCZKRaw04IIWxAEjQhbO0f/4CfflLHTk5qH8hBg7SNSZTc0KHw+eeW3Z0LF6r9UoUQwgYkQRPClj78UP2jnuuTT2TNWUU2apRaDiXXf/+r7sAVQggrkwRNCFtZsSL/DMu//gXPP69dPMI6xo2D556zXH/lFfj1V+3iEUI4JEnQhLCFY8dg+HDIzlavP/SQ2pRbOIZPP1U7DABkZqqzomfPahuTKLUhQ4bQoEEDcgpZU7hz5050Oh3/d2e21Gg0otPpuHjxYnmGKSoZSdCEsLbMTDU5y608Hxys1jrLXWAuKj4XF/X/tGlT9fqZM+oatdu3tY1LlEpkZCRnz55l1apVBd4/Z84c3NzcePLJJ8s5MlGZSYImhLWNG6dWngfw9obFi6F6dW1jEtbn66uWSqlaVb2+aZPaIkpUOIMHD8bHx4c5c+bcc192djbz58/n4YcfxtfXV4PoRGUlCZoQ1vTjj+rC8VxxcRAYqF08wrbatVM3fuSKjVUbrgu7snPnToYNG0ajRo2oUqUKLVu2ZMqUKdy+M+Pp7u6OXq9n0aJFpN9V327VqlWcPXuWyMhILUIXlZgkaEJYy+XL8OyzoCjq9ago9VSncGzPPGPZmZuTo9ZHu35d25hEPseOHSMkJIRPPvmEn3/+mTFjxvDpp58yZswY82MiIyNJTU1l8eLF+Z47d+5catSowSOPPFLeYYtKzkXrAIRwGC+9ZFkoHhSkltgQlcOsWeopzlOn4MQJiImR8ht2ZOjQoQwdOtR8vU+fPtSsWZORI0fy4Ycf4uHhQc+ePfH392fOnDkMv/PBKj09nUWLFvHUU0/h7u6uVfiikpIZNCGsYdEiddE4qMVoP/8cqlTRNiZRfnx9YfZsSxHbuDg51WlHMjIymD59Ou3atcPX1xcPDw9GjhxJZmYmx48fB0Cn0zFixAiWL19u3p35/fffk5qaKqc3hSYkQROirG7ehLFjLddffhl69NAuHqGN8HB4+ml1rChqrbSMDE1DEqqxY8cSGxvL888/z4oVK9i9ezefffYZoCZvuSIjI8nKymL+/PmAunuzWbNm9JCfZ6EBSdCEKKupU+HkSXXctGn+SvOicvngA6hfXx0fPqxeF5pSFIV58+ZhMBiIjo6mU6dOBAcH4+Jy7wqfwMBAunTpwpw5c/jzzz9ZsWIFI0aM0CBqISRBE6JsDh3Kv2vzww8tZRdE5VOjRv61h9Onq+vShGays7PJyMjAx8cn3+3fffddgY+PjIxky5YtvPPOO2RlZUmCJjQjmwSEKAuDQS1MC2oD9Ecf1TYeob2ICHXTwJo16unvf/0Lvv1W66gqLRcXF/r168fMmTMJDw+nZs2axMXFsXr16gIfP3z4cF599VU++ugjunXrRosWLQo99tKlS/Hy8sp3W5MmTejcubNV34OonGQGTYjS2rxZLUIL4OqafyZNVG4zZqjdBgDmz4ft27WNxwFcunSJLVu2mBf1l8Ts2bNp3rw5HTp0oGnTpuzatQuTyVTgY2vVqsXAgQNRFKXIzQGjR49Gr9fnu8yYMaPE8QlREJ2i5BZtKr0hQ4awbds2Tp06hZPTvTnfzp076dixI59++inXrl1j3Lhx5vuqV69OYGAgr776qnlrsxAVQr9+6iwJwAsvwMyZ2sYj7Mtzz8H//qeOH3pILWIsCpWdnc0ff/zB/v37OXDgAL///juHDh1iz5493Lx5k6ysLMLCwvjhhx9wc3PTOlyrSExMJDEx0bwpQYg8HrXKKc7IyEiWLFnCqlWrCA8Pv+f+vH3Mcj+1fP3113h5eXHlyhU+//xz/vrXv+Li4sKwYcOsEZIQtrV6tSU5q1oVJkzQNh5hf956C775Bm7dgp9+go0bK/3u3vT0dHPydffl5MmT5sr+BWnbti0LFy50mORMiKJYJUHL28fs7gStsD5mDz30ELVq1QIgIiICf39/Zs6cKQmaqBjy7tQcM8ayc0+IXH5+8Pzzlk0DEyfCypXaxlQObt68yaFDhwpMwk6cOEFWVlaJj+nh4cHXX3+Nt7e3DSIWwj4VmaDt3LmTd999l82bN3Pp0iX8/f3561//yrhx43B1dQUsfczmz5/PrFmzqJKnQGdx+ph5enoSEhJCSkqKFd6SEDa2ebM6gwbq7Nlrr2kbj7Bf48appzlv3IBVq2DnTujQQeuoyiw1NZXDhw+bE6+8pyWvXLli1dfy8vJi06ZNtGrVyqrHFcLeFZmg5fYwGzFiBDVq1GD//v1MmTKFM2fOMGvWLPPjIiMj+eyzz1i8eHG+tWTF6WOmKAonTpwwz6gJYdfefdcyfu45qF1bu1iEfatTB/7+d3XTAMC//23pOFGBHT58mJdeeonNmzfb9HVcXV1JSEiQ5ExUTkopzJ8/X3Fzc1PS09PNt+Xk5Cj+/v7KI488Yr4tLS1N8fLyUqKjo823TZ8+XQGU48ePK6mpqcqJEyeUV199VQGUjz/+uDThCFF+UlIUxclJUUBR3NwU5eRJrSMS9u7YMUVxcVG/Z1xc1OsOICcnR/nf//6nVKtWTQGsftHpdMqXX36p9du0qYSEBOXJJ5/UOgxhnwYXWWajOD3MoOR9zPz9/fHy8sLPz4///Oc/TJ06lZdeeqkUKaYQ5chkgpwcdTxsGDRqpG08wv75+4Ner46zstQaaQ5Ap9Px97//nZ07dxIcHGz14//73/9m1KhRVj+uEBVFkQlacXuYQcn6mC1btoz169czb948WrVqxZdffsmlS5es8Z6EsI2MDEvZBAD5QCGK65VXLOP//c+henS2aNGCX375hbZt21rtmP/4xz94TdZ2ikruvgmaUoIeZlCyPmZdu3alZ8+eDB8+nBUrVnDhwgX++c9/lv0dCWErixdD7oeI1q2he3dt4xEVR5cukLuO6tIlWLpU23isrE6dOqxcuZKAgIAyH2vEiBF8+umnVohKiIrtvglaSXuYQen6mDVo0IA33niDOXPm8NtvvxUzdCHK2dy5lnFUlHZxiIrp2Wct47wzsQ6idu3aLFy4kKpl6EXbvXt34uLi0Ol0VoxMiIrpvgla3h5mKSkpXL16ldjY2EJ7mIHax8zV1bVYfczyGjt2LDVq1GDixIklewdClIdLl2D5cnXs4gJPPqltPKLiGTkSPDzU8erV8Oef2sZjA23btmXatGmlfu7PP/9cpgRPCEdS5Bq0kvQwg5L1McvL29ub119/nUWLFrF79+5iP0+IcpGQYGmKHh6ulk8QoiR8fWHAAHWclQULF2obj5Xl5ORgMplK1YuycePG/Pjjj1KIVog8rNKLUwiH95e/QFKSOv7mGyjGqXsh7vHtt/C3v6njvn0tBY8ruGXLljFu3LhSLVGpVq0aa9eupWPHjjaIzL5JL05xH48WOYMmRKWXmgq//KKOXV1h8GBt4xEV1+DBkNtpZd26Cn+ac8eOHYSHhzN48GBzcla/fn3i4uLo0qVLkc93d3dn2bJllTI5E6IokqAJUZQVKyynN/v0gerVtY1HVFxeXhAWpo6zsy3rGiuYI0eOEBERQefOnVl5p7+oj48PRqORo0ePEhUVxYsvvnjfY+h0OmbNmkWfPn3KI2QhKhxJ0IQoyrJllrHMnomyGjjQMv7xR+3iKIWzZ88SHR1Nq1atSEhIQFEUPDw8iImJISUlhZiYGPMi/0cffRRnZ+dCj/Xee+/x9NNPl1PkQlQ8kqAJUZS864Qefli7OIRjyJugrVihzqTZuatXr2IwGAgICMBkMnH79m2cnZ2Jiori8OHDGI1GfH198z3Hx8eH9u3bF3i8V155hddff708QheiwpIETYj7SUmBEyfUcaNGYIVCnKKSa9YMAgPV8aVLsGePtvHcR0ZGBrGxsTRv3pzY2FjS0tIA0Ov17Nu3j7i4OBo3blzo8x944IF7bhs8eDDvv/++zWIWwlFIgibE/axdaxnLWhlhLf37W8YbN2oXRyGys7MxmUwEBgZiMBi4fPkyAL1792bTpk3Ex8fTsmXLIo/j5+eX73r//v1JTEy876lPIYRKEjQh7mfDBstYEjRhLXn7E9tZgpaQkECbNm2Ijo7m5MmTAISGhpKUlMQvv/xCt27din2sBg0amMdt27Zl4cKFuLm5WT1mIRxRwU01hRCqrVst4wJO1whRKr16Wcbr12sXRx7r1q0jJiaGzZs3m29r2rQpsbGxDB06FCenkn+er35nx3PdunVZtGiR+boQomgygyZEYdLSIDlZHVetCkFB2sYjHIefn7qmEeDMGbgzU6WFvXv3Eh4eTp8+fczJWZ06dYiLi+PQoUPo9fpSJWcAqamp+Pj4sHLlSpo1a2bNsIVweJKgCVGY3bstO+xCQ9UenEJYS6dOlrEG7e2OHTtGREQE7du3N9cy8/Lywmg0kpKSQlRUVJlPR2ZkZLBo0SJat25tjZCFqFQkQROiMHnb1hRSLkCIUgsNtYzLMUG7cOEC0dHRBAcHk5CQQE5ODi4uLkRFRXHo0CFiYmKoVq2aVV5Lr9fz4IMPWuVYQlQ2MiUgRGEOHbKMQ0K0i0M4prxJ/65dNn+51NRU3nnnHWbOnMmNGzcAtZr/sGHDmDp1KkE2OIWfW7RWCFFykqAJUZgjRyzjFi20i0M4prZtLeNSNBkvrqysLGbPns2UKVM4ffq0+fZ+/fphNBrp3LmzzV5bCFF6kqAJUZjDhy1j2SAgrK1JE/DwgIwMOH4csrKsus5RURQSExN56623SM7d7AJ06NCB2NhYwnJ7ggoh7JLdJGjnzp1j/fr1VKlShatXr9KsWTPc3d3x9PTEzc2NatWq4erqipeXFy6yWFuUh1On1H9dXeE+1dKFKBUnJ2jaFA4ehNu31Y4VVtrpuHr1agwGA9u2bTPfFhAQwLvvvsuwYcPQ6XRWeR0hhO3YTaZTt25dtmzZwgcffFCsx3t7e+Ps7Ez16tVxcnLCx8cHnU5HjRo10Ol0+Pj44OTkRPXq1XF2dsbb25uBAwfKglVRPFeuqGU2AOrXV/+YCmFtAQFqggbqKfUyJmg7d+4kJibGvCsToF69ekyePJlnnnkGV1fXMh1fCFF+7CZB0+l0vP/++2RmZvLxxx8X+fjr168DcOXKlSIf6+bmhtFopI9UghfFdeaMZVy/vnZxCMfWtKllfPx4qQ9z9OhR3nzzTRITE1EUBVCLxI4bN46XXnoJT0/PMgYqhChvdpOg5froo4/o27cvw4cPJzMzs8zH8/DwYMmSJYSHh1shOlFpnD1rGUuCJmwlt1gt5P+eK6Zz584xceJEvvjiC27fvg2ov/PGjh3LG2+8Qc2aNa0VqRCinNnleZvHH3+cxMREqlSpUqbj6HQ6vvrqK0nORMnlnZn19dUuDuHY8vSqLEmCdu3aNQwGAwEBAZhMJm7fvo2zszNRUVEkJydjNBolOROigrPLBA1g8ODBrFu3jtq1a5f6GK+++ioRERFWjEpUGteuWcbSP1DYSr16lvG5c0U+PCMjg9jYWJo3b05sbCw3b94E1IKwe/bsIS4uDj8/P1tFK4QoR3aboAF06tSJ1atX07BhwxI/NyAggGnTptkgKlEp5E3QvL21i0M4trwJ2oULhT4sOzsbk8lEUFAQBoOBS5cuAdCrVy82btxIfHw8rVq1snW0QohyZNcJGkDr1q3Ztm0boXnbohRD7969ycnJsVFUwuHl7uAE8PLSLg7h2GrUsIyvXi3wIQkJCYSGhhIdHc2JEycAaNOmDUlJSaxbt44HHnigPCIVQpQzu0/QAOrXr09SUlKJKl7Pnj2bhg0bEh0dzf79+20YnXBIuU3SQZqkC9vJe/o876wtsH79enr06EFERIT5d5i/vz/x8fHs3r1bCs0K4eAqRIIGULt2bdavX88TTzxR5GMfeeQRwsLCuHbtGiaTidatW9OzZ08SEhLMO52EuK+8s69SA03YStWqlg8Ad0oH7du3j/DwcHr37s2vv/4KQI0aNTAajezfvx+9Xo+TfE8K4fAq1E+5u7s78+bNY/jw4fd93GuvvUZSUhKHDh0iJiaGWrVqsXHjRiIiImjcuDEGg4Fjx46VU9SiQso7gyZ/DIWt6HTmU+hn0tIYGRlJu3btzIVmq1SpQkxMDCkpKcTExEjzcSEqkQp37sbNzY1vv/2WoKAgJk+eXOBjOnToAEBgYCBGo5HJkyezZMkSTCYTK1euJDY2ln//+9/069ePqKgoHn/8cWkfVVy3b6stkE6cUBc1nzsHf/6pXnJy1HU0OTnqH55cLi5qqQpfX6hZU11307ChWmLAzw/ssYhm3qQsb7ImhJVdcXUlFvhYUUibMwcAFxcXRo8ezdtvv12qTVJCiIqvQmYlOp2OSZMm4eLiwltvvZXvvnr16lH9rrII7u7u6PV69Ho9Bw8e5KuvvjInaytXrqRBgwZERkbywgsvyBb1XNnZauuZHTvUy65dcOwYnD6tNnW2Jh8faNkSQkLUf3v2hNBQtZG0VvLOVKSnaxeHcFjp6el89NFHxF68SG7VPZ1Ox7Bhw5gyZQrBwcGaxieE0FaFTNByTZgwAX9/f0aPHm1eW+ZbRFHRli1bYjQaGT9+PPPmzWPWrFns2rXrnlm1J554Amdn5/J4G/YhIwO2boUNG9TLxo3mNTE2d/UqbNqkXnK5ukKrVtC1KwwcCH365N/xZmt5iyRLgiasKCsri9mzZzN16lROnTplvr0vYFy+nC5SWFsIQQVP0ABGjBhBvXr1ePzxx7lx40axn+fl5UVUVBRRUVHs2LEDk8nE3LlzzbNqzZs357nnnuOZZ56hTp06NnwHGjp2DJYsgeXL4Zdf8peWKIy7OzRpAv7+6inKunXVWk61a4Obm7or7e41W7duweXLcOmS+u+FC+pM3MmT6unSOzWd8rl9G3bvVi9xceDsDO3bQ9++MGQIdO9u27VheRO04nxdhCiCoigkJiby9ttvc+jQIfPt7d3dee/WLcIA2rTRLD4hhH3RKbmddSu4tWvX8thjj+Hj48PxUjYdvnbtGgsWLGDmzJns3bsXUNe8DRkyhKioKPr3748u79qqiujIEfjuO/WybRsU9t+v06mnHNu3h7ZtoV079fRjw4b515dZw6VLcOAAHDwI+/bB5s2wZ4+apBWmXj147DF45hno0sW68QDEx8OTT6rj0aPh88+t/xqi0lizZg3jxo1jy5Yt5tuaN2/O9OnTGTpuHE4pKeqNFy+q6zRFpZCYmEhiYiLz58/XOhRhfx51mAQN4ODBgzz00EPs378fzzIuPM+dVfvmm29Iv3OKKzAwkNGjR/Pss89WrD53aWmQmAj/+x+sX1/wY5yd1Vmprl2hd2/o0UPbPxTp6Zb1bytWwNq1hc9kBQXBiBEQGanO7lnD2rXqbB3AoEGwdKl1jisqld27d/PGG2+Yd2UC1K1blylTpvDMM8/g6uqqfug5c0a988YN+9w0I2xCEjRxH46VoAGkpKTg6elJvbwtVMrg6tWrfPXVV3z88cek3PmU6+7uzqOPPkpUVJR9F4s8dgw++AC++abg9WSenvDww+opw4ED7fuT+61b6mnYxYth2TJ1F+ndXFzg0Ufh+eehf/+yzfQdPKjOIAJ07qyuzxOimFJSUhg3bhwLFy40dzTx9vbmzTff5MUXX6RatWqWB/v6wpU72wSystQPS6JSkARN3IfjJWi2kpOTw+rVqzGZTHz//ffmTQktW7YkOjqa0aNH42UvLYG2bFETs+++u7dEhKcnPPGEehkwIP9aq4pkzx6YO1dNPgtqMt2iBcTEqLNqbm4lP/6lS1Crljr284M//ihbvKJSOH/+PG+//TZffPGF+XeEu7s7r7zyCq+//jq1cr+n8qpaVZ0xdnNTP4iISkMSNHEfkqCVxrlz5/jqq6+YNWuWeb2bl5cXf/3rX/nHP/5B+/bttQls+XKYNEldw3W3Nm0gOlo9FXhXGZIKLSsLfvpJTdQWL4bMzPz3N24Mr78Ozz6bv3RGcVSvrs48Ojmpp1fd3a0Xt3Ao169f591332XmzJnmzUpOTk48++yzvPnmmzQp7NS7oqgzZooC3t73tHsSjk0SNHEfj6KIUsvOzlaSkpIUvV6vuLi4KIACKB07dlTi4uKUGzdulE8ga9YoSvfuiqL+mrdc3NwUJTJSUbZsKZ84tHb2rKJMnqwo9evf+7Vo2FBRPvtMUW7fLv7xQkMtzz90yHZxiworIyNDMRqNSq1atcw//4Ci1+uVffv2FX2A9HTL91jdurYPWNiVhIQE5cknn9Q6DGGfBksPmzJwcnIiLCyM+Ph4jh8/jtFopFGjRuzYsYPo6Ghzs/Z9+/bZJoDDh9VTlX375q8hVqMGGAzw++/w9de22eVoj+rVg7ffVtfeffopNG1que/0aXjuOWjdWt0wURx5ny+twUQeOTk5mEwmgoKCMBgMXLx4EYAePXqwYcMG4uPjad26ddEHysiwjLUszCyEsDuSoFlJw4YNzT3z4uPjCQsL4/r165hMJtq2bUunTp0wmUzmHaFlkpoKY8eqycaiRZbbq1WDN99UE7Pp09XdYZWRu7u6UeDwYTVBbd7ccl9yMuj16qaII0fuf5yAAMs4T90qUbklJCQQGhpKdHQ0f9xZm9iiRQvi4+NZv349PXr0KP7B8v4+qKjrQUW5MhqN6HQ684eCslixYgUffvihFaIqnQkTJtCoUaMiH5eYmEiPHj2oWbMm1apVIygoiFGjRll98mPmzBJlTtwAACAASURBVJk0bdoUFxcX2rVrZ9Vjl4YkaFbm5uaGXq8nKSmJ5ORkc7P2vLNqY8eONe8ILbFly9TE7KOPLHXC3Nzg1VchJQXeeUdtnSTUXZ2RkWqNtU8+UWfYci1frq7Le/ttuHmz4Oe3bWsZ79lj21iF3du+fTvh4eFERETw22+/AdCgQQPi4uLYv38/er2+5HUS8xZpdqS1oaJC0DpBK46PPvoIvV5PzZo1+fDDD/nyyy8ZNWoUBw4cYKsVd9cfO3aMMWPG8NRTT7FlyxYWLFhgtWOXmtYnWSuDjIwMJT4+XgkLCzOvUXFyclLCwsKU+Ph4JTMzs+iDnD6tKHr9vWurBg1SlORk278JR3DjhqJMmKCuzcv7NWzeXFE2bLj38fv2WR4TGlr+8Qq7cPjwYUWv1ys6nc788+vj46MYjUbl5s2bZTv4ihWW77HHH7dOwKLCKM0atOnTpyuA8ueff5b59V977TWlSZMmZT5OXunp6cV+7Pjx45WGDRve9zHNmzdXunfvXuB9xfrbWQzp6enKTz/9pABKSkqKVY5pBbIGrTzkNmtPSkri4MGDxMTE4OPjw8qVK4mIiMDPzw+DwVB4B4T4eHW2JyHBcltAgFrAdelSCAwsl/dR4Xl6wtSpsHcv5K1fl5Ki9vocNy5/mYOgIEuJjkOH7t0hKhza2bNniY6OplWrViQkJKAoCh4eHualDDExMVQt6c7gu+UtEVO3btmOJcQdO3fuZNiwYTRq1IgqVarQsmVLpkyZYi79AvDSSy/xwQcf8Mcff6DT6dDpdPTs2dN8/7Zt2xgwYADe3t54enry0EMP5WtRlnuM4OBgFi1aRGhoKO7u7syaNatYr19cV69exc/Pr8D7XF1dzeNhw4YVWJe0Xr16TJgw4b4xV6lShYceeghQO3zodDrzzGJJ3su2bdt45JFH8PHxwdPTk3bt2jF37tx89xf1Nc1LErRyFhwcjNFo5PTp03z11Vd06NCBc+fOERsbS/PmzQkPDychIYGsrCx1rVlkpNpy6PJl9QCuruoGgL17QZoql05QECQlqYlv7mnP7GwwGtWitMnJ6m2urpbTnLduwc6d2sQrytXVq1cxGAwEBARgMpm4ffs2zs7OREVFceTIEYxGI76+vtZ5sbNnLeP69a1zTFHpHTt2jJCQED755BN+/vlnxowZw6effsqYMWPMj5k2bRrR0dE0atSIkydPcvLkSRbdWdO8ZcsWevXqxa1bt/jyyy+ZN28eqamp9OnThwsXLuR7rZMnTzJ58mQ++eQTjh07xrBhw4r1+sXVrVs3Fi1axCeffML58+fL9oUpJOa9e/fy5ZdfArBp0yZOnjzJs88+CxTvawnw66+/0qtXLy5fvsz//d//sXjxYp5++mnzOtWSfE3NtJ7DE4qyfft2JSoqSvH09DSfQmlYt64SU7OmcuLuU3GbNmkdrmO5eFFRnnoq/ylPLy9F+fZb9f5XX7Xc/t572sYqbCo9PV0xGo2Kr6+v+edQp9Mper1eOXDggG1e9JVXLN9fJpNtXkPYrfI8xTl//nzFzc0t3ynIwk5x9urVSwkJCcl3CvH69etKrVq1lIkTJ5pve/HFFxVA2bNnT6levzinOI8dO6Z07tzZ/DPp7++vREdHK7t37873uKFDhyr9+/e/5/l169ZVxo8fX2TMS5cuVQDl2LFjpXov3bt3V4KCggo97Vrcr2kecorTHnTs2JG4uDjOnDlDXFwcbf38OH3+PLGXLtEUGAysfPhhlF27oFs3rcN1LDVrqh0J5s2D3E4Qqanw1FNqYd+uXS2P3bhRmxiFTWVnZ2MymQgMDMRgMHD5zmx1nz59+PXXX4mPj6dly5a2eXGZQRM2kJGRwfTp02nXrh2+vr54eHgwcuRIMjMzC19Kc8eNGzfYuHEjw4cPz3cK0cvLi969e7Pxrt+Dvr6+tM27oaqMr383f39/tmzZwtatW5k6dSrBwcF8+eWXdO7cme+++65Ex7pfzIUpzntJTU1l8+bNREZG5vua5Srp1zSXJGh2xNvLi6jjx9lz4gTbgSjATadjGRD+448EdexIbGysVbZXi7sMH66ewuzY0XKbyQT//a/l+saN97bOEhVaQkICbdq0ITo6mpMnTwIQGhpKUlISa9eupZutPxDlXYNmpf7BQowdO5bY2Fief/55VqxYwe7du/nss88ANeG4n0uXLpGTk8OUKVPw8PDId1m8eDGX8u48BmrXrm3V1y+ITqejc+fOTJgwgZ9++omDBw9Su3ZtXn311RIfq7CYC1Oc93L58mUURaFhIaWtSvo1zeVSwvclbCU9HUaONBdR7QjEdehA7OzZxG/ZwowZMzhw4AAGg4GJEyeam7X379+/5Fv7RcECAtQkLCYGZsxQb9u8Wd0okJkJFy/Ctm0yi+kAfvnlFwwGA5vztEVr2rQpsbGxDB06FCencvrsKgmasDJFUZg3bx5vvvkm0dHR5tt3FnMNbY0aNdDpdMTExDBixIh77vcooqByWV+/OJo2bcpjjz3Gp59+SlpaGlWrVsXDw0Ndu32X1NTUUr9Ocd+Lr68vOp2O06dPF3ic0n5NZQbNHly8CA8+mL/C/fDhsHEjPqGhREVF8dtvv5GUlIRerycnJ4eEhATCw8MJCQkhNjbWfFpGlJG7O3z4IXzxhaX3Zt7dmz/9pE1cwir27NlDeHg4Dz74oDk5q1OnDnFxcRw6dAi9Xl9+yVlODpw4oY5dXGQXp7CK7OxsMjIy8LmrHmZBpwPd3NzuKZ7u7e1N9+7dWbt2LYGBgQQHB+e7+Pv7W+31i6OgmqGKorBnzx68vb3NyY2fnx/H7ur4snPnTtLS0kr1ulD89+Ll5UW3bt34+uuvC9zdWdqvqcygae3cOXU35p3Cl+h0MH48TJmijsm9WUdYWBhhYWH5mrUfOnQIg8HApEmTGDx4MGPHji1ZJXNRsKefVmfUhg6FvDtsVq6EyZM1C0uUzrFjx4iJiWHhwoXk5OQA6i/V8ePH8+KLL1KtWrXyD+rkSUsngWbN1F3DQhTT0qVL8cpdN3tHkyZN6Ny5M/369WPmzJmEh4dTs2ZN4uLiWL169T3HCAkJ4cKFC3z++ee0bdsWb29vgoKC+M9//kPfvn3p168fzz33HPXq1eP8+fOsX7+etm3b8vzzzxcal4uLS7FfvzgeeOABOnTowMCBA/Hz8+Py5cssWLCAjRs38tZbb5k/UEVERDB9+nSMRiPPPvssR44cYcyYMbjnftAuhZK8l/fff5++ffvSo0cPXn75ZerUqcP+/ftJS0tj/PjxpfuaFrldQdjOiROKEhho2cXl7q4oX39d7KcX1aw9NTXVhsFXEkePKkrTppb/owEDFCUnR+uoRDGdP39eiYqKUtzc3Mw/H25ubkpMTIxy4cIFbYNbvjx/wWlR6ZRlF2dBl7/97W+KoijK6dOnlSFDhije3t6Kj4+P8uSTTyoJCQkKoOzatct8rFu3bikjR45UfHx8FEDp0aOH+b7du3crjz32mOLr66u4u7sr/v7+yogRI/I9/8UXX1SCgoLuibG4r1+cXZxz5sxRhg4dqvj7+yvu7u6Kp6en0qVLF2XWrFlKzl2/i7/++mslMDBQcXd3Vzp06KCsWrWqwF2cBcVc2C7O4r4XRVGUzZs3K+Hh4Uq1atUUT09PpV27dsrcuXNL9DXNY7BOURSl1OmlKL3Tp6F3b7VvJkDVqvDddzBgQCkPd5o5c+Ywc+ZM82Jnb29vhg8fzgsvvEBoaKi1Iq98zp1Te3e6u6szaHd9ahX2JzU1lXfeeYeZM2dy48YNQJ2FHjZsGNOmTSPQHoo7f/SR2lMX4I034L33tI1HlLvExEQSExOZP3++1qEI+/OorEHTwvnzaiX73OSsWjX48cdSJ2dgadZ+7NgxlixZQlhYGKmpqZhMJtq1a2du1l6W8/GVVr16sHat+n8kyZldy8zMNBd9jo2NNSdn/fv3Z8uWLcTHx9tHcgZw+LBlHBSkXRxCCLskCVp5u3hRXXOW297By0tt2dSnj1UO7+zszODBg0lKSuLw4cPExMRQu3btfM3ao6Ojzc2eRTH5+Kg104RdUhTFXDLDYDDw559/AtChQweSkpJYuXIlnTt31jjKu+R2rABJ0IQQ95AErTylp8OQIbBvn3q9ShVYsgS6d7fJywUEBGA0Gjl58iTx8fGEhYVx7do1TCYTbdq0oVOnToXuOhGioli1ahVdu3YlIiKCw3dmpQICAoiPj2f79u0F9uezC5KgCSHuQxK08pKTo9Y5+/VX9bqrq9r8/MEHbf7SeZu1HzhwgJiYGHx9fdmxYwejRo2icePGGAyGe7YoC2HPdu7cSXh4OGFhYWzbtg2A+vXrExcXx4EDB9Dr9fZbIzA9XV2HCursbAkKZwohKgdJ0MpLTIylzplOp9bZeuSRcg8jb7P2+Ph4evTowfnz54mNjSUgICB/s3Yh7NDRo0eJiIigU6dOrFy5EoDq1atjNBo5cuQIUVFRBbZbsSu//aZ+aAMIDtY2FiGEXZIErTzMnQvvv2+5PnUq/O1v2sWDWrlYr9ezYcMGtm/fTlRUFFWrVmXlypVERETg5+eHwWDgRG4hTSE0du7cOaKjowkJCSEhIQFFUfDw8CAmJoaUlBRiYmLw9PTUOsziuTPjB0CnTtrFIYSwW5Kg2drevRAVZbn+97+rhWjtSG6z9tOnTxMXF0doaChnz54lNjaWpk2bmmfVsqUPpdDAtWvXMBgMBAQEYDKZuH37Ns7OzkRFRXH48GGMRiM1K9oGjh07LOO8/V+FEOIOSdBs6do1tRJ9bmmLLl1g5kxtY7oPb29voqKi2L17t3lWzcPDwzyrFhQURGxsLBfyVtYXwkYyMjLylcy4efMmAHq9nr179xIXF0fjxo01jrKUJEETQhRBEjRbevFFOHpUHfv6Qny8pb+jnbt7Vq1Vq1akpKRgMBho3LgxERERrFy5EqlzLKwtOzsbk8lEUFAQBoOBS5cuAdCrVy9+/fVX4uPjCQkJ0TjKMkhPh/371XGVKtCypbbxCCHskiRotjJ/vrr2DNRNAd98A02aaBtTKfj4+Jibta9fvx69Xm+uORUeHk5wcDCxsbHmP6JClEVCQgJt27YlOjravP6xbdu2JCUlsW7dOrrbqCRNudq7F3I34bRtqzZKF0KIu0iCZgsnT8ILL1iuv/wyPPywdvFYSc+ePYmPj+fEiRMYjUaaNm3K4cOHMRgMNGzY0DyrJkRJrV+/ngceeICIiAgOHDgAgL+/P/Hx8ezatct+a5mVxvbtlrGc3hRCFEISNFv4xz/gyhV1HBIC06drG4+V1atXj5iYGI4ePUpSUhJ6vZ7s7GzzrFpISAixsbFcyf0aCFGIvXv3Eh4eTu/evdm0aRMAtWvXJi4ujuTkZPR6PU5ODvZratcuy7hDB+3iEELYNQf7zWcHvv1W7dkI4OamnuasUkXbmGzEycmJsLAw4uPj+eOPPzAajfj5+XHw4EEMBgNNmjQhOjqaXXn/IAkBHD9+nIiICNq3b2+eda1SpQoxMTEkJycTFRWFm5ubxlHaSG6xapAZNCFEoSRBs6bz52HMGMv1CROgXTvt4ilHDRo0ICYmht9//52kpCQGDRrEjRs3MJlMdOjQwdysPXcnnqicrly5wtixYwkKCiIhIYGcnBxcXFyIioriyJEjGI1GatSooXWYtnP2LBw8qI59fNQ1aEIIUQBJ0KxpwgS4fFkdt2wJ//qXtvFowNnZmbCwMJYuXXrfZu179+7VOlRRjtLT080lMz766CMyMzPR6XTo9Xp+++034uLiaNiwodZh2t6GDZZxjx7gaKdvhRBWI78drGXPHrV9E6i7Nk2mClNSw1YKatZ+/fp1TCYToaGh5lm19PR0rUMVNpKVlYXJZKJFixYYDAbzusS+ffuyefNm4uPjCapMjcLXr7eMe/fWLg4hhN2TBM0aFEXdtZlbaX/UKOjZU9uY7EjeZu0HDx7M16w9OjqaBg0aEB0dbd69Jyq+3FIsrVu3Jjo6mtN3GoO3b9+epKQkVq9eTZcuXTSOUgPr1lnGkqAJIe5DEjRr+OEHy8LfKlVgyhRt47FjQUFB+Zq1h4WFcfXqVUwmE61btza3lbp9+7bWoYpSWrNmDd26dSMiIoLk5GQAmjdvTnx8PDt27HCskhklcekS7Nunjj09ZYOAEOK+JEErK0WBt9+2XH/9daio7WfKUW6z9qSkJHNbKU9Pz3uatR8/flzrUEUx7dq1i/DwcPr168fWrVsBtSRLXFwcBw8eRK/Xo9PpNI5SQxs3Qk6OOu7eHVxdtY1HCGHXJEErq/h4S12junUhJkbbeCqggpq1nzt3zryoPHdWLSu3+rqwKykpKURERNCpUydzyQxvb2+MRiNHjx4lKioKV0lG1AQtlyyBEEIUQRK0ssjJgWnTLNdffVU9dSFKpahm7f7+/hgMBk6ePKl1qAI4f/480dHRtGzZ0lwyw93dnZiYGFJSUoiJicFTfh4s1qyxjB98ULMwhBAVgyRoZbF0Kfz2mzquW1dtji6sIndW7cyZM8TFxdG6dWtOnz5NbGwsTZs2ZfDgwdKsXSPXr1/HYDDQvHlzTCYTt2/fxtnZmaioKA4fPozRaKRWrVpah2lfLlyAHTvUcfXqaokNIYS4D0nQyuKDDyxjmT2zierVqxMVFcW+ffvYvn07kZGRODk5sWzZMsLDwwkMDCQ2NpY///xT61Ad3q1bt8ynnWNjY81Fh/V6PXv27CEuLg4/Pz+No7RTK1da1p89+KA0SBdCFEkStNLatMlS08jHB55/Xtt4KoGOHTvy9ddfc/LkSXOz9qNHj2IwGGjcuLG5WbvMqllXdnY2JpOJoKAgDAYDFy9eBKBnz55s2LCB+Ph4WrVqpXGUdm75csv4L3/RLg4hRIUhCVppffKJZfz00+DlpVkolU3dunXv26y9ZcuWxMbGcjm3q4MotYSEBEJDQ4mOjuaPP/4AIDAwkCVLlrB+/Xp6yKm6oikKrFhhuS4JmhCiGCRBK42LF2HhQnXs7Axjx2obTyVVWLP25ORkDAYDDRs2NM+qiZLZsGEDPXv2JCIigv379wNqv9W4uDj279/P4MGDNY6wAtm3D86dU8fNmkFAgLbxCCEqBEnQSmP2bLh1Sx0PGgT+/pqGIyzN2o8dO2aeVbt9+7Z5Vi23rdSNGze0DtWuHT58mMGDB9OrVy823ikL4ePjg9Fo5MiRI0RFReEi66dKRk5vCiFKQRK0klIUS89NgNGjtYtF3CPvrFpycjIxMTHUqVPnnmbtu3fv1jpUu3LmzBmio6Np1aoVy5YtA6BKlSr5SmZUrVpV4ygrqLwzuP37axeHEKJCkQStpLZuhUOH1HHDhvDww9rGIwrVvHnze5q1p6amYjKZaN++vXlWLS0tTetQNXP16lUMBgMtWrTAZDKRlZWFi4tLvpIZvr6+WodZcd24Yem/6eIiCZoQotgkQSupb7+1jCMjZbt8BeDm5nZPs/aaNWve06z9t9yadpVAenp6vpIZaWlp6HQ69Ho9+/btIy4ujkaNGmkdZsX300+QkaGOe/WCGjW0jUcIUWFIglYS2dlqa6dcTz6pXSyiVHKbtZ86dco8q3bt2jVMJhNt2rShU6dOfP3112RmZmodqk3klswIDAzEYDCYd7r26dOHTZs2ER8fT3BwsMZROpClSy3jRx/VLg4hRIUjCVpJbNpk2Y0VEADt2mkbjyi1vM3a9+/fz8svv0y1atXYsWMHo0aNMjdr//3337UO1SoURSEhIYE2bdoQHR3NqVOnAGjXrh1JSUmsXbuWrl27ahylg8nKgh9+sFyXBE0IUQKSoJVE3l+2er12cQirCgkJYcaMGea2Uu3ateP8+fPExsbSokWLCt+s/ZdffuGBBx4gIiKCgwcPAtCsWTPi4+PZsWMHYWFhGkfooDZsgNxafK1bqyU2hBCimCRBK4k7u9sAkDpQDsfLy4uoqCh27dpVYLP23Fm13IKt9m7Pnj2Eh4fz4IMPsnnzZkAt8hsXF8fBgwfR6/U4OcmvAJuR05tCiDKQ387Fdfy4pTF6rVrQpYum4QjbKqhZ+9mzZ4mNjaVZs2bmWbXs7GytQ73H77//TkREBB06dDAX6fXy8sJoNHL06FGioqJwc3PTOMpKYPFiy1g+0AkhSkgStOJavdoyDg9XOwgIh3d3s/bc5CZ3Vs3f359JkyZx4cIFrUPlwoULREdH07JlSxISEsjJycHd3T1fLbNq1appHWblcOAApKSo4/r15QOdEKLEJEErrrVrLWOpZVQp5c6qHT9+HKPRSLNmzTh16hSTJ0/WtFl7amoqBoOB5s2bYzKZyMzMxMnJiaioKJKTkzEajdSuXbtcY6r0liyxjAcNAjmVLIQoIfmtUVzr11vGvXppF4fQXG6z9iNHjpjbSuXk5JjbSgUHBxMbG8vFixdtGsetW7fy1TLLbWPVv39/tmzZQlxcHE2aNLFpDKIQeRM0Bzm9uWfPHl566SXzekYhhG1JglYcp06pa9AAateGFi00DUfYh7xtpU6cOIHRaKRJkyYcPnwYg8FAo0aNbNKsPScnB5PJRHBwMAaDgT///BNQZ/iSkpJYuXIlnTp1suprihI4dw62bFHHnp7gILtkQ0NDSUtLo3v37jRu3BiDwUBycrLWYQnhsCRBK46tWy3jBx4AnU67WIRdql+/PjExMfz+++/mWbWsrCzzrFpISAixsbFcuXKlTK+zatUqunbtSnR0NMfvfGho0aIF8fHxbNu2TUpm2IMffoCcHHUcFgZVqmgbjxVNmDABJycnTp06RWxsLCEhIfTt25cvvviC1NRUrcMTwqFIglYcO3daxh07aheHsHt5Z9WOHz/OxIkTqVOnDgcPHsRgMNCgQQNGjhzJzrzfU8WwY8cOwsPDCQsLY/v27YCaFMbFxbF//370ej06+eBgHxy4vEazZs0YMGCA+XpOTg5r165l9OjR1KpVi8GDB5OQkOCwnTiEKE+SoBXH7t2Wcfv22sUhKpRGjRoxadKkfM3ab926xTfffEPHjh3Nzdpv3rxZ6DGOHDlCREQEnTt3Np8qrV69OkajkSNHjhAVFYWrq2t5vSVRlLQ0WLFCHTs7qxsEHExERESBt2dmZrJs2TIiIiJo2rQpb7zxBvv27Svn6IRwHJKgFcfevZZxaKh2cYgKKW+z9kOHDhXarH1vnu+zs2fPEh0dTatWrUhISEBRFDw8PPKVzPD09NTwXYkCrVwJ6enquGtXqFNH23hsoG/fvkU+5syZM7z//vu0bduW4OBgJk2aZLO2aUajEZ1OZ/NNOUKUN0nQipKWpm4SAKhRAxo31jYeUaEFBgZiNBo5ffq0eVbt+vXrmEwmQkNDzbNqq1atwmQycfv2bXQ6HXq9nj179mA0GqlZs6bWb0MUJm87uEce0S4OG2rSpEmJyrYkJyczefJkgoKCGDRoEAsWLCAjI8OGEQrhGFy0DsDupaRAbl2rgABtYxEOw93dHb1ej16v5+DBg8yaNYsvvvjCPKtWrVo1fH19CQgIYMyYMfj7+3PhwgW7KIgrCpGTA4mJlut+fmo/Tgfk7e1t3j1cXFlZWfzwww/88MMPuLm50aNHD0aOHMmIESNwcZE/RULcTX4qinL0qGUsCZqwgZYtWzJjxgymTZvGvHnzmDFjBgcOHABg69atREZGahyhKBX5fytUZmYma9asYc2aNUydOpWYmBiee+452egiRB6SoBUlt/4ZQNOmmoUhHF9us/aUlBQOHDiAk5MTiqKYOxM0a9aM5s2baxylKFRyMpw4oY6bNnXoD3Rbt27l2rVrZTqGq6sr4eHhTJkyhY6yO16Ie0iCVpRz5yzjhg21i0NUCufOnWPmzJkA9OrViwULFjBlyhRmz55NVlYWy5Ytk0bn9khR8n+AS0hw6JI8AQEBpUrQXF1deeyxx4iMjOQvf/kL7u7uNohOCMcgCVpRzp+3jOvW1S4OUSlMmzbNXHZj2rRpjB8/npUrV5KRkcGJEyeYOXMm//znPzWOUtxj1y744w917OcHHTpoG48Npaenc/LkyRI9Jzg42LzerLFstBKiWGQXZ1EkQRPlJCUlBZPJBMCgQYPo2bMnycnJ/PHHHzRr1gyAd999l+vXr2sZpijIokWW8eOPO3S3kU2bNhWrEK2/vz8TJ05k//79HDx4kHHjxklyJkQJSIJWlMuXLeNatbSLQzi8iRMncvv2bZycnHj33Xfz3ffCCy8AcPHiRT744AMtwhP3c3eC5sB+/vnnQu9zd3fniSee4Pvvvyc5OZlJkyYREhJSjtEJ4TgkQStKWpplLIVBhY3s2rWLefPmAfDUU0/Rpk2bfPc/+OCDPPDAAwD85z//4XzemV2hreRk2L9fHdeuDT17ahuPDaWlpfHZZ5/lu83Z2ZlBgwYRHx/PlStXWLhwIUOGDJG1kkKUkSRoRcmboFWtql0cwqFNmDCBnJwc3N3dmTp1aoGPMRqNANy4ceOeGTahoe+/t4wHD1ZbPDmob775hqtXrwJqwdoJEyZw4MABli5dil6vp4oDNYYXQmuSoBUlt20LgPzyETawZs0afvzxRwCee+45/P39C3xcr169eOihhwCYNWuWzVrniBKqJKc3c9s3vfzyy2zfvp3jx48zdepUAgMDtQ5NCIckCVpRsrMtY6l2LaxMURQMBgOg1kF7++237/t4o9GIk5MTmZmZTJ48uTxCFPdz6hRs3aqOvb0hPFzbeGxs7969zJgxw67qlhkMBhRFoZasERYORhK0ojjl+RLl5GgXh3BIS5cuZeudP/CvvPJKkT0O27Zty5NPPgnAnDlz2L17t81jFPexZImlFdzAgeDAdb0aNGggpzCFKEeSoBVFEjRhI9nZ2YwfPx6AOnXq8MYbbxTree+88w5ubm7k5OQUOeMmbKySnN4UkKY+pQAAIABJREFUQpQ/SdCKknfBb1aWdnEIhzN37lx+++03AGJiYvDy8irW85o2bcqzzz4LqDNwv/zyi81iFPdx+TKsXauOPTzgkUc0DUcI4VgkQStK3tIaN25oF4dwKLdu3TLPfvn5+ZnrnBXXhAkT8LzzvTlhwgSrxyeK4ccfLR/a+vSBYibYQghRHJKgFaV6dcu4jM2Bhcg1a9Ys/rjTGmjixIl4eHiU6Pn169dn7NixAGzYsIEffvjB6jGKIixebBk/9ph2cQghHJIkaEWRBE1Y2fXr15k2bRoAISEhjBo1qlTH+de//kXNmjUBGDduHDmyRrL8ZGTATz+pY50OhgzRNh4hhMORBK0oPj6W8ZUr2sUhHMZ///tfLl68CMDUqVNxLmVh0+rVqxMTEwPAvn37zJ0IRDlYswbuNLWnc2eoX1/beIQQDkcStKI0bGgZnzqlXRzCIVy4cIH3338fgO7du/PEE0+U6XhjxowxN6CeMGECt27dKnOMohiWLrWMBw/WLg4hhMOSBK0oeRO006e1i0M4hOnTp3PjzmaT3NZNZeHh4cFbb70FwPHjx+/pkyhsQFHU+me5JEETQtiAJGhFkRk0YSW///47n376KQADBgygd+/eVjnu6NGjadmyJQBTpkwhNTXVKscVhdi1y/Jhzd8fQkM1DUcI4ZgkQSuKn59lLL0PRRlMnTqVzMxMnJyciI2NtdpxnZ2dmTJlCgB//vknM2bMsNqxRQHynt4cNEi7OIQQDk0StKIEB1vGBw5oF4eo0Pbv388333wDgF6vJ9TKsy5Dhw6lW7duALz//vtcunTJqscXeeTu3gR4+GHt4hBCODRJ0Iri6wt16qjj8+fV6uFClNCECRPIzs7G1dWVqVOnWv34Op3OfNxr164xffp0q7+GQP35375dHVetCn37ahuPEMJhSYJWHEFBlnFysnZxiArp119/5fvvvwfg73//Oy1atLDJ64SFhREWFgbAzJkzOXHihE1ep1Jbvhyys9Vxv35qiychhLABSdCKo21by3jnTu3iEBWSwWAAoGrVqjZvbj59+nR0Oh0ZGRnmdWnCipYvt4wHDNAuDiGEw5MErTi6drWMt2zRLg5R4fz000+sX78egJdffpn6Ni5o2qlTJ4YNGwbAl19+yQFZN2k9ipI/QRs4ULtYhBAOTxK04ujSxTLeulW7OESFkpOTY5498/X1NVf9t7Vp06bh4uJCdna2zWfsKpU9e+DcOXXcvDkEBGgbjxDCoUmCVhwtWoC3tzo+ckQ2CohiWbBgAXv37gXUvpk+eduG2VBgYCDPPPMMAAsXLmTTpk3l8roO7+efLWM5vVmhrVixgoyMDK3DEOK+XLQOoEJwcoIHHlB/QefkwOrVcOc0khAFyczMZPz48QA0atSIsWPHluvrT5o0iblz55KWlobBYOCXX34p19d3SLL+zGE899xz/PjjjzZfclCU3K4iQhREErTi6tfP8gl6zRpJ0MR9ff755xw7dgxQS2x4lPNuvwYNGvDSSy/x3nvvsW7dOlasWMFf/vKXco3BoaSlQe5MpKsrPPigpuGIsqlVqxZ97aREyuOPP651CMJO6RRFUbQOokLYvh06d1bHrVrBb79pG4+wWzdv3qRFixacPXuWli1bsm/fPpydnUt1rF69erFhwwa2b99Ox44dS/Tcq1ev0rx5cy5fvkzHjh3Ztm0bOp2uVHFUeqtXQ//+6rhXL1i3Ttt4hBCO7lFZg1Zc7durRWsB9u+H48c1DUfYrxkzZnD27FlAPdVY2uSsrHx8fHjttdcA2LFjBwkJCZrE4RDWrLGM+/XTLg4hRKUhCVpxOTvD4MGW6999p10swm5dunSJ9957D4CuXbui1+s1jeef//wnDRs2BNRTrbdv39Y0ngor7xo+KzW5F0KI+5EErSSGDLGMFy/WLg5ht9577z2uXbsGwJQpUzQ/pVilShXzZoUjR44we/ZsTeOpkNLTLeV13N2he3dt4xFCVAqSoJVEeLiltcuvv6q9OYW44+TJk3z00UcA9O/f324W5T/77LME3KnZNXnyZNLS0jSOqILZvBlu3VLHnTpBlSraxiOEqBQkQSuJatUs2+uzsmD+fG3jEXZl6tSpZGRkoNPp7KpZuaurq7nt09mzZ/n44481jqiCyXt6s08f7eIQQlQqkqCV1KhRlvFXX2kXh7ArBw8eNJ8+fOKJJ+icu+PXTgwfPpwOHToAYDQauSzFlotP1p8JITQgCVpJPfQQ5FaE37ULDh3SNh5hFyZOnEh2djYuLi68++67WodzD51OxzvvvAOo5Tfef/99jSOqIDIy1FOcoNY/69FD23iEEJWGJGgl5eGRv0jtZ59pF4uwC1u2bCExMRGAUaNGERgYqHFEBRs4cCD97pSI+PDDDzl16pTGEVUA27apSRqopXaqVdM2HiFEpSEJWmm8+OL/t3fn8TGdix/HPzNJJGILjX0pQiXUte9UaVG7lqr2StWtbq6l3GoUEUmo0FK0lqq6qlRpa79apfhZqnaq9r0oal8SkUjm98eRjVjCzJxJ5vt+vfLqyeTMzFeqzTfPOc/zpBx/+SVER5uXRUwXGhqKzWbD19eX8PBws+Pc0/Dhw7FYLFy/fj15RE3uYdWqlGPdfyYiTqSC9jAqV4ZatYzjy5dh1ixz84hpfvnlF5YtWwZA9+7dk9ccc1U1a9ak7a3lYqZMmcJeXaK/t7VrU47r1zcvh4i4HRW0h/XGGynH48eDdsxyOzabjf79+wOQN29eBgwYYHKiBxMVFYWnpyc3b950+RE/UyUmptx/ZrEYWzyJiDiJCtrDevll8Pc3jrdvT9lIXdzGDz/8wObNmwHo27cvefPmNTnRgylXrhzBwcEAzJ49m61bt5qcyEXt2wdXrhjH5cpBJvn3KyJZgwraw/L1hVv7HAKgkQi3cvPmzeQV+gsVKkSfPn1MTpQxQ4YMwdvbG5vNlvznkNts2ZJyXL26eTlExC2poD2Kt9+G3LmN4w0bYN06c/OI00ybNo39+/cDxh6XOXLkMDlRxpQoUYLu3bsD8NNPP7FixQqTE7mg1AWtWjXzcoiIW1JBexR+fnDrhxwAH3xgXhZxmpiYGMLCwgAICAjgzTffNDnRwxkwYAC5b/2C0b9/f2y6jzKtW5evAY2giYjTqaA9qpAQyJfPOF6zBubPNzePONyECRP466+/AGNvSy8vL5MTPRx/f3/+c+sy/aZNm5ivv7spEhKMe0sBPDyMNdBERJxIBe1R+flB794pnw8ebPzPXbKkixcvJu8UUKVKFV5++WWTEz2avn37UrBgQQA++OADbt68aXIiF7FvH1y7ZhwHBkImu4QtIpmfCpo99OkD+fMbxzt3wsSJ5uYRhxk1ahQXL14EYOjQoVitmfs/oZw5cyYvD7Jv3z6+/vprkxO5CF3eFBGTZe6fLq4iVy64dU8SAKGh8Pff5uURhzh9+jRjxowBoFGjRrRo0cLkRPbx9ttvU7p0acDYFeH69esmJ3IBmiAgIiZTQbOXt99OuU/l0iW4tYCpZB1Dhw4lOjoai8VCVFSU2XHsJlu2bAwZMgSAkydPMlEjwFpiQ0RMp4JmLx4e8NlnxorjANOmwfLlpkYS+zl06BCTJ08GoHXr1tSsWdPkRPb1z3/+k8qVKwPGfp1XkhZodUc3b8K2bcaxl5cmCIiIKVTQ7KluXXjtNePYZjO2g0q60VgytcGDBxMfH4+Hh0eW3GTcarUSEREBwLlz5xg1apTJiUy0fz/ExBjHgYHg42NuHhFxSypo9jZqFBQubBwfPaq10bKAbdu2MWvWLMAYaXryySdNTuQYrVu3pmHDhgCMHj2aM2fOmJzIJLt2pRxXrGheDhFxaypo9pY3L0yYkPL5+PGwdKl5eeSRDRo0CJvNhre3d/IoU1Y1dOhQAK5du5a8nIjb2b075bh8efNyiIhbU0FzhHbtoFMn49hmMy57alZnprRy5UqWLFkCGLMdH3/8cZMTOVb9+vVp2bIlAJMmTeLQoUMmJzLBnj0px0FB5uUQEbemguYoEydCqVLG8enT0LWrUdYk07DZbPS/NRs3d+7cDBo0yOREzjF8+HCsVitxcXGEh4ebHcf5Uo+gqaCJiElU0BzFzw+++caYBQawZAncWspAModFixaxceNGAPr06YO/v7/JiZyjYsWKvPLKKwDMnDmT7UlbHrmDhARjkgBAtmxQpoy5eUTEbamgOVLt2pB6xl9kJHz3nXl55IElJCQwcOBAAAoWLMh7771nciLnioyMxNvbm8TERAYPHmx2HOc5cgRu3DCOAwJSfsESEXEyFTRHe+896NjROLbZjEudqRfBFJc0Y8YM/vjjDwD69+9Pzpw5TU7kXCVLluSNN94AjJHE//u//zM5kZPo/jMRcREqaI5mscB//wtVqxqfR0dDq1Zw+LC5ueSubty4QditrbtKly5N9+7dTU5kjsGDB5MrVy4At7n/TgVNRFyFCpoz+PrC/PlQqJDx+enT0Lw5nDtnbi5J16RJkzh27Bhg7E2ZLVs2kxOZI3/+/Lz77rsArF27lsWLF5ucyAlU0ETERaigOUvx4vC//xkbq4NxI3LLlnD5srm5JI0rV64krwVWoUIFgoODTU5krn79+lGgQAEABgwYQGJiosmJHEwFTURchAqaM1WtCt9/n3Lj8caN0KyZSpoL+eSTTzh3a2Rz2LBheHh4mJzIXLly5SIkJASAnTt38s0335icyIFstpSCZrUa2zyJiJhEBc3ZmjaFqVONHwAAGzbAc8+BO29O7SLOnDnDxx9/DEDdunVp27atyYlcQ/fu3SlRogRgXPK9kTTLMav5+++U/w6LFTNuTRARMYkKmhk6d4YpU1JK2m+/QYsWcOmSubncXFRUFNdubW4fFRVlchrX4ePjkzxp4ujRo3zxxRcmJ3KQo0dTjgMCTIshIgIqaObp2hW++CKlpK1bBw0awIkT5uZyU4cPH2bCrT1UmzdvToMGDUxO5Fq6dOlC+Vv7UkZERHD16lWTEznAn3+mHN8aMRQRMYsKmpn+9S+YORO8vY3P//gD6tQx/ilOFRkZSVxcHFarlREjRpgdx+V4eHgQGRkJwNmzZxkzZozJiRxABU1EXIgKmtk6dUo7u/PECWjYEJYtMzeXG9m1axdff/01AJ06daJixYomJ3JNL7zwAnXq1AHgo48+4u+//zY5kZ2poImIC1FBcwXPPAPr1xs3JgNcuGDM7uzfH7L6sgYuYNCgQSQkJJAtW7bkJTYkfUn35l29epWRI0eanMbOVNBExIWooLmKChVgxYqUqf02G4wYAa+/DrGx5mbLwn799Vfmz58PQLdu3ShVqpTJiVzbU089RbNmzQAYP348f6YuNZmdCpqIuBAVNFdStqwxo7Nly5THpk0z7kvbt8+0WFlZ//79AWO9r6SZinJvI0aMwGq1EhsbS3h4uNlx7EcFTURciAqaq8mTBxYuNC5vWizGY9u3Q/Xq8NVX5mbLYn788UfWrFkDQK9evZJXzJd7q1SpEi+++CIAX331Fbt37zY5kR1ER6dsvebvrzXQRMR0KmiuyGqF4cNh3jzIl8947No1eO01aNsWzpwxNV5WkJiYmDx69thjj9GvXz+TE2UukZGReHl5kZCQQGhoqNlxHl3q0bPHHzcvh4jILSporqxtW2PrmaZNUx5buBDKlYPJk83LlQXMnj2b33//HYCQkBDy5MljcqLMpWzZsrz++usAzJ07l/Xr15uc6BHp8qaIuBgVNFdXoICxDEdICCTtC3n5Mrz1Frz8Mpw+bW6+TCguLo6BAwcCULx4cXr27Glyosxp8ODB+N66FJg0GplpqaCJiItRQcsMPD0hKgrWrDEmEiT59lsICoKJE7UcRwZMmTKFI0eOAEbJ8PHxMTlR5lS4cGF69eoFwOrVq/n5559NTvQIUv+iU7SoeTlERG5RQctM6tQxJgx0756yRdSlS8bnVavC8uXm5ssEoqOjk9c6CwoKomvXriYnytxCQkLId+s+yffff5/EzPqLwtmzKceaLCIiLkAFLbPx9YXx443RtNQr3u/YAU2aQJs2WpLjHsaOHcupU6cAY09Jj6TLxvJQ/Pz8eP/99wHYsWMH3333ncmJHlLSDE4wZnGKiJhMBS2zqlsXtmyBkSPBzy/l8UWLjOLWu7fuT7vN+fPnk1e/r127Nu3btzc5UdbQu3dvit3aBSM0NJT4+HiTEz2E1AXtscfMyyEicosKWmbm5QX9+sH+/fDOO8a9agDx8TBuHAQEGJMLzp83N6eLGDlyJJcvXwaMLYssSevMySPx8fFh0KBBABw4cICpU6eanOghaARNRFyMClpWkD8/TJhg3J/WqlXK4zExxghbQAC8/z4cP25eRpMdP36ccePGAdCkSRMaNmxocqKspVu3bgQFBQEQHh5OTEyMyYkySAVNRFyMClpWUqGCcYlz7VqoXz/l8cuX4aOPjKLWuTNs3WpeRpNERkYSGxuLxWJh+PDhZsfJcjw8PBgyZAgAp06d4tNPPzU3UEYljTJ7eRm7eYiImEwFLSuqV8+YRLBwoXGvWpL4eJg5E6pVg8aNYfFiY1P2LG7Pnj3Jl906dOhAtWrVTE6UNb344ovUqlULMC4hX7hwweREDygmxvgA4/4zXfoWEReggpaVtW4N69bB+vXw4ospC90CrFxpfL1CBePy6MWL5uV0sLCwMBISEvDy8kpeYkPsz2KxEBERAcClS5f46KOPTE70gDRBQERckAqaO6hdG+bMgQMHoFcvyJkz5Wt79sC//w2FC0PHjrBkCSQkmJfVzjZs2MD3338PQNeuXXniiSdMTpS1NW3alGeeeQYwljQ5ceKEyYkegO4/ExEXpILmTkqVgrFjjckCUVFpV0y/cQO++w5atoTixY1JBbt3m5fVTkJDQ7HZbPj6+hIWFmZ2HLeQNEP2+vXrDBs2zOw496eCJiIuSAXNHfn5GctvHDpkbBfVrFnKzgQAp04ZkwoqVIBatYzjgwfNy/uQli9fzrJlywDo0aMHRYoUMTmRe6hevTovvPACYGyrtXfvXpMT3UfqZWh0iVNEXIQKmjvz9oaXXoKffoKjRyEiAkqXTnvOxo3GaFrZssYCuIMHw7ZtpsTNCJvNxgcffABAvnz5ko/FOT788EM8PT25efNm8uxOl3XlSspx6kWfRURMpIImhuLFITTUGClbscJYjsPXN+05f/wBkZHGvp+lSkGfPrBqFcTFmRL5Xn744Qc2b94MwHvvvYeffvA61RNPPEGXLl0AmDNnDlu2bDE50T2kXrMte3bzcoiIpKKCJmlZLNCoEXz9tXFvzoIF8Nprd176OXoUxowxzs2bF557zrgUumULmLxh9s2bNxk4cCAAxYoV49133zU1j7sKDw/H19cXm82W/O/DJV2/nnJ8+y8lIiImUUGTu8ue3dh8/b//hTNn4JdfoGdPY7QttZgYWLrUuBRavbqxs0GHDjBxojHRwMmFbdq0aezfvx+AAQMGkF2jIqYoWrQo3bt3B2Dp0qWsWLHC5ER3kbqg6e+KiLgIi83mBiuVin3ZbMZI2Y8/wrJl8NtvxiK4d5MnjzHZoHZt45+1ajnsZuyYmBjKli3LX3/9RZkyZdi9ezdeXl4OeS9naNCgAWvXrmXz5s2ZcoHdixcvEhAQwMWLF6lRowYbNmxwvT1Q33sPRo0yjr/4Arp1MzePiAi00QiaZJzFYoyUhYbC6tVw4YKxa0HPnhAYeOf5ly/Dzz8bkxBatjSWMihXDrp0gc8+MxbTvXbNLtHGjx/PX3/9BRjbO2XmcpYV5M2bl759+wKwadMm5s+fb3KidOgeNBFxQRpBE/s7ftwYWVu92tjF4NblxnuyWo2ZolWqQOXKxkSEKlUytC5V6tGaqlWrsnnzZtcbrcmgzD6CBhAdHU2ZMmU4ffo05cqV448//sDT09PsWCm6doVp04zjuXPh+edNjSMiArRxof9LSpZRvDj861/GBxijY9u3GyNla9fCr78ao26pJSbCvn3Gx7ffpjyeJw+UKQPlyxvrspUubRwHBaVduw0YNWoUF29tWTVs2LBMX86yihw5cjBo0CB69OjBvn37mD59Ov9K+rvhCnQPmoi4II2gifPFxxv3sG3ebKyptm0b7NqVseU68uZNKWpBQZwuXJgy3boRHRND48aN+eWXXxyX34mywggaQHx8PEFBQRw6dIiiRYty4MAB15m80aYNLFpkHK9aBQ0bmhpHRASNoIkpvLyMCQO1a6c8FhdnlLSkwrZtm7Hu2uXL6b/GxYvGiNy6dQAMBaIBCzD81Cl49VWjwJUrZ9wXFxAA2bI5+k8md+Hl5UV4eDidO3fm5MmTTJw4MfneNNNpmQ0RcUEaQRPXdvKksaH7nj3Gkh179xpF7uzZ5FMOAuWBeKAdMC+91/H0hJIljbIWGAhPPJFS3goUcMaf5KFklRE0gMTERKpXr862bdvw9/fn0KFD5M6d2+xYUL9+ctFn50548klz84iIaARNXF7RosbHs8+mffzGDWPXg927CYuMJH7nTjwtFqKsVkhIuPN1bt40zj94EBYvTvu1bNmgWLE773P7xz/AFQpEFmG1Whk6dCgtW7bk3LlzfPzxx0RERJgdS/egiYhLUkGTzMnbGypUYFtcHLP++AOA4Ndeo9zYsSmjbPv2GTNI9++HAweMUpeeuDg4fNj4SF3ePDyMLa2efNK4161CBaO4BQbqB/lDatGiBY0aNWLlypWMHj2a7t27U6hQIXNDpV5I2cPDvBwiIqmooEmmNmjQIGw2G97e3sam3LlyQY0axkdqiYlw7JhR1PbvT1ve/vwz/d0OEhJSRt1Sr9+VVNzKlzfKW6VKxkeZMvoB/wCioqKoXbs20dHRfPjhh4wbN87cQKln++qODxFxESpokmmtXLmSJUuWANC9e3dKlChx95OtVqNUlSoFTZum/dqNGynFLfXH3r1w/vydr5W6uC1cmPK4r2/awlaxorGWW65cdvjTZh01a9akdevWLFy4kEmTJtG7d28CAgLMC6SCJiIuSAVNMiWbzUb//v0ByJ07NwMGDHj4F/P2NopVejeHX7lilLddu4xJCkn/PHLkzh/mMTGwcaPxkVrhwsaN6PXqQbVqULOm288oHTZsGP/73/+Ij48nPDyc6dOnmxdGBU1EXJAKmmRKixYtYuOtIvSf//wH/wzsOJAhuXMbper2GZR//23M+EtaEmT7duOyaXoTFE6dgu++Mz7AWMMtaW/SpI88eRyT30U9+eSTdO7cma+++oqZM2fSt29fKleubE4YFTQRcUFaZkMynYSEBCpVqsSuXbsoWLAgBw8eJGfOnGbHMkbQfv89pbTt2WMUt/vtM2q1GhMPatWCxo3hmWeMUTey1jIbtzt27BjlypXjxo0btGrVikVJi8U6W82asGmTcbx/v7HlmIiIubTMhmQ+M2bMYNeuXQAMGDDANcoZGPeg3b4Ab0KCseDu+vXw22/Gx/79aUdqEhONy6a7d8N//2s8Vr68sbTI7VtiZSGPP/44b7/9NmPHjmXx4sWsWrWKp59+2vlBNIImIi5II2iSqdy4cYNy5cpx7NgxAgIC2L17N9ky2/1c0dHGCNuWLcYCqf/3f8Yl03Q0ANYCm4sWpVrLlkZpa9o0y1wSPXfuHAEBAVy5coV69eqxdu1a54eoXRs2bDCO9+41FjAWETFXG+v9zxFxHZMmTeLYsWMAhIWFZb5yBpAjhzFpoHdvmDPHuEft99/hk0+gVav0Z32ePAmTJ0PHjlCkCDRvboy2pdpRITPy9/enT58+AKxbt47Fty8i7AwaQRMRF6QRNMk0rly5QkBAAOfOnaNy5cps2bIFqzUL/o5x86YxovPLLzQYPZq1ly+zGUj3DjQPD6hTB9q2NT4y4f1T165do0yZMpw5c4aKFSuyfft25/57rVvXuAQNxmXmoCDnvbeISPo0giaZx+jRozl37hwAERERWbOcgbFvaL16MHiwsZYawNdfQ1SUcYkz9ahhQgKsXQv9+hn7i5YsCW+9BYsWGTskZAI5c+ZMXjJl586dfPPNN84NoBE0EXFBGkGTTOHMmTOUKVOGa9eu8fTTT7Ny5UqzIzlFurM4z541tqRauBB+/tmYPZqeQoWgdWtjZK1RI2MSg4uKi4sjKCiIw4cPU7JkSfbu3Yu3t7dz3rxBA6PkgjZLFxFXoRE0yRyioqK4dmu5isjISJPTmCx/fujaFebNMxbSXbMGevWC4sXTnnf6NHzxhXFfW758RlmbPv3uhc5E2bJlY/DgwQAcPXqUyZMnO+/NU++rGh3tvPcVEbkHFTRxeYcPH2bChAkAtGrVivr165ucyIV4eBgTDsaOhaNHjZGg99+/cybijRvGqFuXLlC6tDFBIWnmoosIDg6mUqVKgFHCr1696pw3Tr1MiwqaiLgIFTRxeZGRkcTFxWG1Wvnwww/NjuO6rFbj3rURI4zlIvbsMY5vX+D2zBkYN85YXqJsWQgLM3ZBMJnVaiU8PByAs2fPMmbMGOe8cY4cKcf3W1RYRMRJVNDEpe3atYuvv/4agFdeeYWKSTfNy/0FBhqjaZs3G2UtNNQYPUvt4EGIiDDOrVEDxowxlvQwSdu2balbty4AH330EX/fZX04u9IImoi4IBU0cWkDBw4kISEBb29v3Xv2KAIDjSJ26JCxs0FY2J1lbfNm6NPHuJetSRNj79D4eKdHjYqKAuDq1auMGDHC8W+oETQRcUEqaOKyfv31VxYsWADAm2++ScmSJc0NlFVUqABDhhiXNZcsgc6d044i2WywfLmxKG7ZsjB0qLGYrpM0aNCAFi1aADBhwgT+/PNPx75h6j+7CpqIuAgVNHFZSWtj5cqVi9DQUJPTZEGensaOBF9/bdyXNnMmPP88eHmlnHPsmHFptEQJaN/eWNYjMdHh0aKiorBarcTGxiYI1WCkAAAfXklEQVTfl+YwqUfQdIlTRFyECpq4pB9//JE1a9YA8O6775I/f36TE2Vxvr7wyiswd66xztrnn6cskgvG7gZz50KzZlCsGPTvb8wadZCKFSvSqVMnAL766it2797tsPfSPWgi4opU0MTlJCYmJo+eFShQgH79+pmcyM3kyQNvvgnbt8OPP0K7dsZoW5JTp4zZoeXKwYsvpmyTZGdDhw4lW7ZsJCQkOHYEVfegiYgLUkETlzN79mx+//13AEJCQsiV3ubh4nhWKzz3nLEg7rFjxiSDEiVSvh4XB99/b+xlWb++cZ4dL3+WKlWKbt26ATB37lzWO6gIagRNRFyRCpq4lLi4OAYOHAhAiRIl6N69u8mJBIAiRYx70Q4fNvb5bNXKKHBJ1q2DF14wZotOmgTXr9vlbcPCwpILetKoqt1pBE1EXJAKmriUKVOmcOTIEcD44ezj42NyIknDw8MoZ4sWGUt2hISAn1/K1w8cgHfegYIFjd0Kjh9/pLcrUKAAvXr1AmD16tUsXbr0kV4vXeXLw8cfw5dfwuuv2//1RUQegjZLF5cRHR1N2bJlOXXqFOXLl+f333/Hw8PD7FimSnezdFdz9SpMnQqffGJcCk3Ny8u4h61fP2Mh3Idw+fJlAgICOH/+PJUqVWLr1q1YrfrdUkSyNG2WLq5j7NixnLq13tbQoUPdvpxlGrlyGaNl+/YZo1BPPpnytfh4Y8Hb2rWhbVvYujXDL58nT57ky5s7duzgu+++s1dyERGXpYImLuH8+fOMHDkSgDp16vD888+bnEgyzNsb/vUv+P13WLoUmjYFi8X4WmIiLFwI1as/VFHr0aMHxYsXByA0NJR4E3Y4EBFxJhU0cQkjRozg8uXLQMpWP5JJWSxGOVu6FHbsgC5dUpbpsNlSilq7drBt2wO9pI+PD4MHDwbgwIEDfPnll45KLyLiElTQxHTHjx/n008/BaBZs2Y89dRTJicSu6lYEaZNM2Z/9uoF2bMbj9tssGABVK1qLNGxatV9X6pr164EBQUBEBERQUxMjONyi4iYTAVNTBcZGUlsbCxWq9U5m2OL8xUvDmPHwpEjxszPpKIGxhIdjRrdt6h5eHgQGRkJwKlTpxg3bpyDQ4uImEcFTUy1Z88epk6dCkDHjh2pVKmSyYnEoQoWhKgo2LMH3noLsmVL+dq6ddC4sXGP2s6d6T69ffv21K5dGzAui1+4cMEZqUVEnE4FTUwVFhZGQkICXl5eREREmB1HnOXxx40FbQ8ehO7djQkGkHKPWpUq8MYbxrZSt0m6R/HSpUt89NFHzkwtIuI0Kmhimt9++43vv/8egNdff52yZcuanEicrnhxGD/eWPS2Z8+UopaQAFOmwBNPGFtMpdqCqWHDhjRp0gQwlmY5ceKEGclFRBxKBU1MExoais1mw9fXN3mGnripokVh3DijqL35prFjARhbL4WFGSNuI0YY+38Cw4cPx2KxcP36dYYOHWpicBERx1BBE1MsX76c5cuXA9CrVy8KFy5sciJxCUWLwuefG2upvfhiyuPnz0P//sas0O++o1q1anTo0AEwtgfbu3evSYFFRBxDBU2czmaz8cEHHwCQL18+QkJCTE4kLqd8eZgzB5YtM+5HS7J/P3TsCHXrMqxDB7y8vEhISGDIkCGmRRURcQQVNHG6H374gc2bNwPw/vvv45d6s22R1J59FjZuhIkToVChlMfXr6fspEl07doVgDlz5rBlyxaTQoqI2J8KmjjVzZs3GThwIADFihWjd+/eJicSl+fpCW+/DQcOwODBkCMHWK0wahRhYWH4+vpis9mS/16JiGQFKmjiVNOmTWP//v2AMUnAx8fH5ESSaeTMCeHhxmXOL7+EKlUoUqQIPXr0AGDp0qX88ssvJocUEbEPi81ms5kdQtxDTEwMZcuW5a+//iIoKIidO3fikTRbT9LVoEED1q5dy+bNm6lWrZrZcVzSpUuXCAgI4MKFC9SoUYMNGzZgSdqkXUQkc2qjETRxmvHjx/PXX38BMGTIEJUzsQs/Pz/ee+89ADZt2sS8efNMTiQi8uhU0MQpLl68yPDhwwGoVasWL6ZeQkHkEb377rsUK1YMgAEDBnDz5k2TE4mIPBoVNHGKUaNGcfHiRQAiIiJ0CUrsKnv27AwYMACAffv2MX36dJMTiYg8GhU0cbjTp08zZswYAJ555hmaNm1qciLJirp165a8XdjgwYO5fv26yYlERB6eCpo4XGRkJNHR0VgsluSNrkXszcvLi4iICABOnjzJhAkTTE4kIvLwVNDEoQ4ePMgXX3wBwAsvvED16tVNTiRZ2UsvvUTVqlUBY7/Oy5cvm5xIROThqKCJQ4WFhREfH4+npycffvih2XEki7NYLAwbNgyA8+fPM2rUKJMTiYg8HBU0cZht27Yxa9YsALp06cITTzxhciJxB8899xyNGzcGYPTo0Zw+fdrkRCIiGaeCJg4zaNAgbDYbvr6+yfcGiThDVFQUFouF6OhojdyKSKakgiYOsXLlSpYsWQJA9+7dKVKkiMmJxJ3UqFGDdu3aATBp0iQOHTpkciIRkYxRQRO7s9ls9O/fH4C8efMmr08l4kzDhw/H09OT+Ph4hgwZYnYcEZEMUUETu1u4cCEbN24EoG/fvuTNm9fkROKOypUrR3BwMADffPMN27dvNzmRiMiDU0ETu0pISGDgwIEAFCpUiD59+picSNxZZGQk2bNnJzExkdDQULPjiIg8MBU0sasZM2awa9cuwJgkkCNHDpMTiTsrWrQo77zzDgCLFy9m1apV5gYSEXlAKmhiNzdu3CAsLAyAgIAA3nzzTZMTicAHH3xA7ty5AeOXBhGRzEAFTexm0qRJHDt2DIDw8HC8vLxMTiQC/v7+/Oc//wFg3bp1LFq0yOREIiL3p4ImdnHlyhWGDh0KQJUqVXj55ZdNTiSSom/fvhQqVAiAAQMGkJiYaHIiEZF7U0ETuxg9ejTnzp0DYOjQoVit+qslriNnzpzJy7388ccfzJw50+REIiL3pp+i8sjOnDmTvOdho0aNaNGihcmJRO709ttvExAQAMDgwYO5ceOGyYlERO5OBU0eWVRUFNeuXcNisRAVFWV2HJF0eXl5JU9iOXr0KJMnTzY5kYjI3amgySM5fPgwEyZMAKB169bUrFnT5EQid/fPf/6TypUrA8YaaVevXjU5kYhI+lTQ5JFEREQQFxeHh4cHw4YNMzuOyD1ZrVYiIyMBOHv2LJ988onJiURE0qeCJg9tx44dfP311wB07tyZJ5980uREIvfXqlUrnn76aQA++ugj/v77b3MDiYikQwVNHlpYWBiJiYl4e3sTHh5udhyRB5Y0inbt2jVGjBhhchoRkTupoMlD+fXXX1mwYAFgzI57/PHHTU4k8uDq169Pq1atAJgwYQJ//vmnyYlERNJSQZOH0r9/fwBy586t7XMkU/rwww+xWq3ExsYyZMgQs+OIiKShgiYZ9uOPP7JmzRoA+vTpg7+/v8mJRDKuYsWK/POf/wRg+vTp7Nq1y+REIiIpVNAkQxITEwkJCQGgYMGCvPfeeyYnEnl4EREReHt7k5CQQGhoqNlxRESSqaAJNpvtgc/99ttv2blzJ2Bc5syZM6ejYok4XMmSJXnzzTcBmDdvHuvXrzc5kYiIQQVN+Oyzz4iNjb3veXFxccn3m5UuXZru3bs7OlqWd/ToUS5cuPBIr7FlyxY7pXFPoaGh5MqVC0i5t1JExGwqaMKyZcv4+OOP73velClTOHLkCGDsZZgtWzZHR8vy/Pz8qFq1KtOnTyc+Pj5Dz92/fz/t27dn9uzZDkrnHvLnz0+fPn0AWL16NUuXLn2g550/f56DBw86MpqIuDEVNOHw4cOMHDmSQ4cO3fWc6Ohohg4dCkClSpUIDg52Vrwszc/Pj1q1atGlSxdKlCjBgAEDWL169V1HNA8ePMjUqVN55plnCAwMZO7cubz66qtOTp319OvXjwIFCgAQEhJCYmLifZ8TEhLC1q1bHR1NRNyUCpqbS0xM5NChQ1y9epUWLVpw8eLFdM8bO3Ysp06dAiA8PByrVX917CWp7J4+fZrhw4fTsGFD/Pz8CAwM5Pfffwfg5ZdfpkCBApQtW5bXX3+dFStWYLPZqFq1qnZwsIOcOXMmT37ZsWMHc+bMuef5W7duZdq0aRw+fNgZ8UTEDemnrJs7depU8mjN/v37efXVV++41Hb+/HlGjhwJQN26dWnbtq3Tc2ZlzZs3p3Dhwmkeu3HjBvv27ePKlSsAHDhwgLNnz97x3K5duzolozvo3r07JUqUAIxL+He75HzixAnatGlDQkKCLnGKiMOooLm523/ALF68mIYNG6YpAyNGjODy5csAREVFOTWfO/Dw8OCVV17J8PO8vb0f6nmSPh8fn+QFaw8cOMCXX355xznR0dG0bduWkydPAtzztgARkUehgubm0rtEs379eho1asTevXs5fvw4n376KQAtWrSgQYMGzo7oFh5mJKx58+bky5fPAWnc16uvvkqFChUAY420mJiY5K9duXKFdu3apbnvTJc4RcRRVNDc3IEDB9J9fNeuXVSsWJHWrVsTGxuL1WrV6JkDVahQgcqVK2foOZqoYX8eHh7JG6mfOnWKcePGJR83bNiQ5cuXpzn/xIkT3Lhxw+k5RSTrU0Fzc/caAbh58yY7duwAoEaNGpQtW9ZZsdxSRgqXv79/8mbfYl/PP/88derUAYzL+8OHD6d8+fJs3779jnMTExOTl54REbEnFTQ396D30GzYsIHixYvz9ttv891333Hu3DkHJ3M/nTt3xtPT84HO7dixo9ahc6Ck0eJLly4xYMAALl26dNdzdR+aiDjCg/00kCwrIz9czp07x+eff87nn3+O1Wolf/78FChQgPz582O1WomJiWHIkCE0adLEgYmzrgIFCtC0aVOWLFly33O19pljXL16lWXLliVf2nwQKmgi4ggqaG7s/Pnzd1337H4SExM5c+YMZ86cASB79uzMmjVL5ewRBQcH37egBQYGUqtWLSclylpsNhtfffUVCQkJ5M6dm9jYWP7++2/++usvfvvtNzZu3MjNmzcz9JoqaCLiCCpobsxeP1j8/f1ZvHixSoMdtGvXDj8/v3teUuvcubMTE2UtFouFp59+mubNm7N37167vKbWQhMRR9A9aG7MHgXt8ccfZ/Xq1SpnduLj40OHDh3u+nWr1arZm4+oZMmSrFu3jnr16tnl9TSCJiKOoILmxh71B0uVKlVYv349QUFBdkokcO/7yxo2bJi82r08vHz58vHzzz/bZSbs0aNHSUhIsEMqEZEUKmhu7FEKWrNmzVi9evUdWxTJo6tfvz4BAQHpfk2jZ/bj6+vL/Pnzeeuttx7pdW7cuJG8s4CIiL2ooLmxhy1or7zyCgsXLiRnzpx2TiRg3CeV3n1mOXPm5MUXXzQhUdbl4eHBpEmTHnkRZt2HJiL2poLmxh7mh0pISAgzZszQGlwOFhwcjMViSfNY27ZtVYodJCQkhKlTpz7wOnS3031oImJvKmhuKjo6mtOnTz/w+VarlTFjxhAVFXVHcRD7CwgIoG7dumke09pnjtW1a1d++OEHfH19M/xcFTQRsTcVNDd15MgRbDbbA53r4+PDnDlz6N27t4NTSWqp7zcrUKAAzz77rIlp3EObNm1YsWIF/v7+GXqeCpqI2JsKmpt60B8oefLkYcmSJbRv397BieR2nTp1wmo1/hN97rnnko/FsWrVqsXq1at5/PHHH/g5KmgiYm/6P76bepD7z4oVK8batWtp1KiRExLJ7fLkyUPNmjUB6Natm8lp3EtQUBDr16+ncuXKD3S+CpqI2JsKmpu63w+UoKAg1q5dy5NPPumkRJKeAQMGULVqVRo0aGB2FLdTuHBhVq9eTdOmTe977pUrVzh37pwTUomIu1BBc1P3KmgNGjRg3bp1GbrEI47RrFkz3ftnoly5crFo0SI6dep033M1iiYi9qSC5qbu9sOkY8eOLFu2jLx58zo5kaQnW7Zsmr1psmzZsvHNN9/Qr1+/e56ntdBExJ5U0NxQfHw8R48evePx7t2788033+Dt7e38UCIuzGKxMHLkSMaMGXPXyRoaQRMRe1JBc0N//vlnmr0DLRYLY8aMYfz48Xh4eJiYTMS19e7dm6+++govL687vqaCJiL2pILmhlauXJl8bLVamTZtmu5zEnlAnTt35scffyR37txpHt+1a5dJiUQkK1JBc0Px8fEAeHp6MmfOHN3jJJJBzzzzzB0L2u7evdvERCKS1aiguaFDhw5RoEAB1q9frwVoRR5StWrV2LhxY/JIWmxsLNHR0SanEpGsQgUtE0ja/zJpnaXbP7/bY3fj4eHBb7/9RvXq1R2WWcQdlCpVis2bN1O7dm1sNhuHDx82O5KIZBEqaG4oIiKCUqVKmR1DgLZt21KkSBESExPT/frWrVuxWCxMnDgRSCni6X2cOHHCmdHllrJly7J8+XJatmypiQIiYjeeZgcQ59MyGq4jODiYhQsX8ssvv9CkSZM7vj5jxgyyZcvGSy+9lObxyZMnkytXrjSPPfbYYw7NKneXI0cOfvjhB62FJiJ2o4ImYqLWrVvj5+fHjBkz7ihoCQkJfPvtt7Ro0YJ8+fKl+drzzz+f5gZ1MZ+3tzcVKlQwO4aIZBG6xCniIFu3bqVDhw4UK1aM7NmzExQURERERPIsWjB+qL/44ovMmzeP69evp3n+L7/8wqlTpwgODnZ2dBERMZkKmoiDHDlyhPLly/PZZ5/x008/0bNnTyZMmEDPnj3TnBccHMzVq1dZsGBBmsdnzpxJ3rx5admy5R2vfeXKFS5dupT8cXu5k8zlQSYCiYh70SVOEQdp3759mmVMGjZsyGOPPcarr77KmDFj8PHxAaB+/fqULFmSGTNmJG/Kff36debNm8crr7yS7j2DAQEBaT5//fXXmTJligP/NCIi4kwqaCIOEhsbyyeffMLs2bP5888/iYmJwWazERcXx9GjRwkMDASMrbY6d+5MVFQU586dw9/fn/nz53P16tW7Xt6cP38+efLkSf68cOHCTvkziYiIc6igiThI7969mT17NiNGjKBatWrkzJmTjRs30qVLF2JjY9OcGxwczNChQ/n222/p0aMHM2bMoHTp0tSrVy/d165Xr54mCYiIZGG6B03EAWw2G7NmzaJ///689dZbVK9encDAQDw90/+d6IknnqBmzZrMmDGDs2fP8vPPP9O5c2cnpxYREVehgibiAAkJCcTGxuLn55fm8blz5971OcHBwWzYsIFhw4Zx8+ZNFTQRETemgibiAJ6enjRu3Jjx48dz6NAhLl26xIgRI1ixYsVdn9OpUye8vLwYN24ctWvXpmzZsk5MLCIirkQFLRPo378/Npst+Z6j2z+/22NirqlTpxIQEEDVqlUpVaoU27ZtY/LkyXc939/fn+eeew6bzaa1z0RE3JwmCYg4SJEiRZg/f/4dj9tstrs+Z+HChfd8zf79+9O/f/9HziYiIq5NI2giIiIiLkYFTURERMTFqKCJiIiIuBiL7V43xIiIiIiIs7XRJAEHWbBgQfLN4EWKFKFmzZomJxIREZHMQiNoDmKxWLBarVgsFtq1a8f3339vdiQRERHJHDSC5kjz58+ndevWZscQERGRTEaTBERERERcjAqaiIgbSExMZOvWrVy7ds3sKCLyAFTQRETcwPXr16lWrRqbNm0yO4qIPAAVNBEREREXo4ImIiIi4mJU0ERERERcjAqaiIiIiItRQRMRERFxMSpoIiIiIi5GBU1ERETExaigiYiIiLgYFTQRERERF6OCJiIiIuJiVNBEREREXIwKmoiIiIiLUUETERERcTEqaCIiIiIuRgVNRERExMWooImIiIi4GBU0ERERERejgiYiIiLiYlTQRERERFyMCpqIiIiIi1FBExEREXExKmgiIiIiLkYFTURERMTFqKCJiIiIuBgVNBEREREXo4ImIiIi4mJU0ERERERcjAqaiIiIiItRQRMRERFxMZ5mB8jKPvnkE+bMmWN2DBEREhISzI4gIhmgguYgL730Ejabjbi4OLOjiIgA0LFjRwoWLGh2DBF5ABabzWYzO4SIiIiIJGuje9BEREREXIwKmoiIiIiLUUETERERcTEqaCIiIiIuRgVNRERExMWooImIiIi4GBU0cWlRUVFYLBbOnTuX4eeOHz+eUqVK4enpSeXKle2SZ9CgQRQrVswur3Uv33//PfXq1eOxxx4jZ86clCtXji5durBz5067v5cjvk8iIvJotFCtZElHjhyhZ8+efPDBB7zwwgvkzJnTLq9bsGBBAgMD7fJadzNu3Dh69+5N69atGTNmDNmzZ2f//v3MmzePjRs3UrFiRbu9l6O+TyIi8mi0UK24tKioKD744APOnj2Lv7//Az/vp59+onnz5hw6dIjSpUvbJUtsbCw+Pj52ea17vV6ZMmUoUKAAv/766x1fi4+Px8vLy27v7Yjvk4iIPDItVCuZS48ePQgMDGTJkiVUrlyZ7NmzU6FCBebOnZt8TufOnWnevDkAAQEBWCwWxowZk/z1TZs20axZM3Lnzk2OHDlo3rw5e/fuTfd95s2bR6VKlfD29mbSpEnpXuJcvHgxNWrUIHv27Pj7+xMcHMzp06cf6PXSc+nSJUqUKJHu11KXsw4dOvDss8/ecU6hQoUYNGjQfd/7bt+nrVu30qFDB4oVK0b27NkJCgoiIiKC+Pj4O95r06ZNtGzZEj8/P3LkyEHlypWZOXPmHefc7/stIiJpqaBJpnPixAnCw8OZMmUKx44do1WrVrz00kscOXIEgE8//ZRp06YBsH79eo4fP063bt0A2LBhAw0aNODGjRtMmzaNWbNmcfXqVRo2bMjff/+d5n2OHz9OeHg4n332GUeOHKFDhw53ZFm8eDFt2rShWLFifP/994wYMYKff/6ZRo0aERMTk+HXA6hduzbz5s3js88+48yZM4/67brre9/t+3TkyBHKly/PZ599xk8//UTPnj2ZMGECPXv2TPOav/76Kw0aNODChQtMnDiRBQsW8Nprr3Hs2LHkczLy/RYRkVRsIi5s+PDhNsB29uxZm81ms/373/+2WSwW24EDB5LPiYuLs+XOndv28ccfJz+2aNEiG2A7cuRImtdr0KCBrXz58ra4uLjkx65cuWLz9/e3hYWFJT/273//2wbYduzYkeb5AwcOtBUtWjT580qVKtmqVKliS0xMTH5s9erVNsA2adKk+75eeo4cOWKrUaOGDbABtpIlS9reeust2/bt29Oc1759e9szzzxzx/MLFixoGzhw4AO9992+T7f79ttvbdmyZbNdv349+bE6derYypUrl+Z7ebsH/X6LiEgarTWCJplO4cKFKVOmTPLnXl5eFCtWjOPHj9/zedeuXWPdunV06tQpzaXCXLly8dRTT7Fu3bo05+fLl49//OMfd329y5cvs2PHDl566SUsFkvy4w0aNKBo0aKsXr06Q6+XpGTJkmzYsIGNGzcSGRlJYGAg06ZNo0aNGmku5WbEg743GPenDR8+nMqVK5MvXz58fHx49dVXiYuL4+jRowBcvXqV3377jeDg4LveE5fR77eIiKRQQZNMJ1euXHc85uXlRWxs7D2fd/78eRITE4mIiMDHxyfNx4IFCzh//nya8/Pnz3/P17t48SJg3PN1u0KFCnHhwoUMvV5qFouFGjVqMGjQIH788Uf27NlD/vz56du37wO/xsO+d+/evRkxYgTvvPMOP//8M9u3b+eLL74ASP4eX7hwAZvNRtGiRe/6Ohn9fouISAotsyFuI2/evFgsFkJCQujcufMdX8/oDM28efMC3DEhIOmxcuXKPVzQdJQqVYp27doxYcIEYmJi8PX1xcfHh5s3b95x7tWrVx/6fWw2G7NmzWLAgAG89dZbyY9v3bo1zXn58uXDYrFw8uTJu76Wvb/fIiLuRCNo4jZy585NnTp1WLVqFU888QSBgYFpPkqWLJmh18uTJw+VKlXi22+/xZZqtZo1a9Zw8uRJnnrqqYfKeejQoTses9ls7Nixg9y5cycXmxIlSiRPjEiydevWOyYnZERCQgKxsbH4+fmlefz2S6u5cuWidu3aTJ8+Pd3ZnWD/77eIiDvRCJq4ldGjR9OoUSMaN27MG2+8QaFChThz5gxr1qzhH//4B++8806GXm/o0KG0adOGdu3a8frrr3PmzBkGDRpEuXLlCA4OfqiMdevWpWrVqjz33HOUKFGCCxcuMHv2bNatW0doaChWq/F7VceOHRk+fDhRUVF069aNAwcO0LNnT7y9vR/qfQE8PT1p3Lgx48ePp0mTJjz22GN8/vnnrFix4o5zP/74Yxo1akS9evXo1asXBQoUYNeuXcTExDBw4EDA/t9vERF3oRE0cSu1atVi/fr15M2bl169etGyZUsGDhzItWvXqFOnToZfr1WrVixYsICTJ0/SsWNHQkJCaNKkCatWrcLX1/ehMo4ePZocOXIwZswYXn75ZXr37s3ly5eZNGkS4eHhyedVrlyZ6dOn89///pdixYrRo0cPRo4cecfoV0ZNnTqVgIAAqlatSqlSpdi2bRuTJ0++47y6deuyevVq/Pz8eOedd3jhhReYPn06pUqVSj7H3t9vERF3oZ0ERERERFyLdhIQERERcTUqaCIiIiIuRgVNRERExMWooImIiIi4GE9gkdkhRERERCTZ6f8HG7HLIPhdx9AAAAAASUVORK5CYII=&quot; title=&quot;Orientation of bipolar limb leads.&quot; /&gt;&lt;br /&gt;


&lt;h2&gt;
ECG paper&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;1mm (1 small square) = 0.04 sec on horizontal axis &lt;em&gt;(Duration)&lt;/em&gt;&lt;/li&gt;
&lt;li&gt;1mm (1 small square) = 0.1 mV on vertical axis &lt;em&gt;(Amplitude)&lt;/em&gt;&lt;/li&gt;
&lt;li&gt;5mm = 0.2 sec on horizontal axis&lt;/li&gt;
&lt;li&gt;In 1 minute, ECG paper moves by 300 thick lines (1500mm), if speed of paper is 25mm/sec&lt;/li&gt;
&lt;/ul&gt;
&lt;h2&gt;
Calibration of machine&lt;/h2&gt;
&lt;ol&gt;
&lt;li&gt;1mV produces deflection of 10mm vertically&lt;/li&gt;
&lt;li&gt;Patient and machine properly grounded&lt;/li&gt;
&lt;li&gt;25mm/sec speed&lt;/li&gt;
&lt;/ol&gt;
&lt;h2&gt;
Normal wave form&lt;/h2&gt;
&lt;h3&gt;
Criteria for normal P wave&lt;/h3&gt;
&lt;ol&gt;
&lt;li&gt;Duration &amp;lt; 0.12 sec (3mm)&lt;/li&gt;
&lt;li&gt;Amplitude &amp;lt; 0.25mV(2.5mm)&lt;/li&gt;
&lt;li&gt;Upright in all leads except aVR&lt;/li&gt;
&lt;li&gt;Smooth and rounded&lt;/li&gt;
&lt;li&gt;May be upright or biphasic in leads V1 and V2, if biphasic terminal negative     deflection (width x depth) &amp;lt; 0.03mmsec.&lt;/li&gt;
&lt;/ol&gt;
&lt;h3&gt;
Normal QRS complex&lt;/h3&gt;
&lt;h4&gt;
Limb leads&lt;/h4&gt;
&lt;ol&gt;
&lt;li&gt;Size of Q wave
a. in lead aVL or aVF must have depth &amp;lt; ¼th of the height of ensuing R   wave
b. must be &amp;lt; 0.04 sec (1mm wide)&lt;/li&gt;
&lt;li&gt;Any Q wave in lead III or aVR should be ignored&lt;/li&gt;
&lt;li&gt;R wave in aVL must be &amp;lt; 13mm&lt;/li&gt;
&lt;/ol&gt;
&lt;h4&gt;
Precordial leads&lt;/h4&gt;
&lt;ol&gt;
&lt;li&gt;Steady progression from V1 (rS) to V6 (qR, qRs)&lt;/li&gt;
&lt;li&gt;Transition zone usually between V2 and V4&lt;/li&gt;
&lt;li&gt;Minimum voltage: atleast one R wave should be &amp;gt; 8mm&lt;/li&gt;
&lt;li&gt;Maximum voltage: tallest R wave should be &amp;lt; 27mm and deepest S wave &amp;lt; 30mm&lt;/li&gt;
&lt;li&gt;q wave should be &amp;lt; 0.04 sec&lt;/li&gt;
&lt;/ol&gt;
&lt;h3&gt;
Normal T wave&lt;/h3&gt;
&lt;h4&gt;
Limb leads&lt;/h4&gt;
&lt;ol&gt;
&lt;li&gt;upright if QRS complex is positive &amp;amp; inverted if QRS complex is negative&lt;/li&gt;
&lt;li&gt;always upright in Lead I &amp;amp; II&lt;/li&gt;
&lt;li&gt;always negative in aVR&lt;/li&gt;
&lt;/ol&gt;
&lt;h4&gt;
Precordial leads&lt;/h4&gt;
&lt;ol&gt;
&lt;li&gt;V1 and V2: normally upright, may be inverted&lt;/li&gt;
&lt;li&gt;must be upright in lead V3 to V6&lt;/li&gt;
&lt;/ol&gt;
&lt;h3&gt;
Heart rate&lt;/h3&gt;
Heart rate = 1500 / No of small squares between adjacent R-R interval&lt;br /&gt;


&lt;h3&gt;
PR interval&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Normal PR interval ranges from 0.12 to 0.20 sec&lt;/li&gt;
&lt;li&gt;Start of P wave to start of QRS complex&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;
Abnormal ST segment&lt;/h3&gt;
&lt;ol&gt;
&lt;li&gt;Inverted tick mark sign: Digitalis effect&lt;/li&gt;
&lt;li&gt;Depressed or horizontal: ischemia&lt;/li&gt;
&lt;li&gt;Raised with convexity upwards: Myocardial infarction&lt;/li&gt;
&lt;li&gt;Raised with concavity upwards: Pericarditis&lt;/li&gt;
&lt;/ol&gt;
&lt;h3&gt;
QRS width&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Upper limit: 0.10 sec&lt;/li&gt;
&lt;li&gt;&amp;gt; 0.12 sec:   BBB or intraventriclar conduction defect&lt;/li&gt;
&lt;li&gt;VAT (Ventricular Activation Time):  Max   0.03 sec in V1 and V2, 0.05 sec in V5 and V6&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;
ST segment&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Must not deviate &amp;gt; 1mm above or below isoelectric line in any lead&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;
QRS axis&lt;/h3&gt;
&lt;img alt=&quot;QRS axis&quot; src=&quot;data:image/png;base64,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&quot; title=&quot;QRS axis.&quot; /&gt;&lt;br /&gt;


&lt;ul&gt;
&lt;li&gt;If QRS complexes &lt;strong&gt;reach for each other&lt;/strong&gt; in leads I and aVF, it is &lt;strong&gt;right axis deviation&lt;/strong&gt;&lt;/li&gt;
&lt;li&gt;If QRS complexes &lt;strong&gt;leave each other&lt;/strong&gt; in leads I and aVF, it is &lt;strong&gt;left axis deviation&lt;/strong&gt;&lt;/li&gt;
&lt;li&gt;If QRS complexes are &lt;strong&gt;positive&lt;/strong&gt; in leads I and aVF, it is &lt;strong&gt;normal axis&lt;/strong&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;RAD&lt;/strong&gt; is seen in normal individual, right ventricular hypertrophy, isolated RBBB and left posterior hemiblock&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;LAD&lt;/strong&gt; is seen in obese individuals, left ventricular hypertrophy and left anterior hemiblock&lt;/li&gt;
&lt;/ul&gt;
&lt;h2&gt;
Myocardial Infarction: ECG changes&lt;/h2&gt;
&lt;h3&gt;
Regions of myocardial damage &amp;amp; corresponding ECG changes&lt;/h3&gt;
&lt;img alt=&quot;Myocardial infarction&quot; src=&quot;data:image/png;base64,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&quot; title=&quot;Myocardial infarction.&quot; /&gt;&lt;br /&gt;


Conventional electrodes cover wide area and hence record all the three regions&lt;br /&gt;


&lt;h3&gt;
Abnormal Q waves should be&lt;/h3&gt;
&lt;ol&gt;
&lt;li&gt;&amp;gt; 0.04sec duration&lt;/li&gt;
&lt;li&gt;≥ 25% deeper than height of ensuing R wave (which must exceed 5mm)&lt;/li&gt;
&lt;li&gt;&amp;gt; 4mm deep&lt;/li&gt;
&lt;li&gt;Present in leads V5 and V6 when associated with LBBB.  In LBBB the normal septal Q wave disappears in lead V5 and V6, hence even a small Q wave in these leads suggest infarction of the interventricular septum.&lt;/li&gt;
&lt;li&gt;Poor progression of R wave in chest leads also suggest abnormality in QRS complex suggestive of anterior wall myocardial necrosis&lt;/li&gt;
&lt;/ol&gt;
&lt;h3&gt;
Regression of changes&lt;/h3&gt;
&lt;ol&gt;
&lt;li&gt;ST segment is the first to return to the isoelectric line&lt;/li&gt;
&lt;li&gt;An abnormal inverted T wave develops after a few days and lasts for a week&lt;/li&gt;
&lt;li&gt;Abnormal Q wave persists&lt;/li&gt;
&lt;/ol&gt;
&lt;h3&gt;
Site of infarction&lt;/h3&gt;
&lt;h4&gt;
Thickness of wall involved&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;Subendocardial injury: ST depression&lt;/li&gt;
&lt;li&gt;Transmural injury: ST elevation&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;
Region of ventricle invovled&lt;/h4&gt;
&lt;table&gt;&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;Area&lt;/th&gt;
&lt;th&gt;ST elevation&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Anteroseptal&lt;/td&gt;
&lt;td&gt;V1-V4&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Anterolateral&lt;/td&gt;
&lt;td&gt;I, aVL&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Apical&lt;/td&gt;
&lt;td&gt;V5, V6&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Inferior&lt;/td&gt;
&lt;td&gt;II, III, aVF&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Posterior&lt;/td&gt;
&lt;td&gt;V8, V9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;/td&gt;
&lt;td&gt;Tall R wave, ST depression, tall T wave in V1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Right ventricle&lt;/td&gt;
&lt;td&gt;V1 (not in V2, V3)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;/td&gt;
&lt;td&gt;V3R, V4R&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;h3&gt;
Conditions simulating inferior wall MI&lt;/h3&gt;
In normal persons, Q wave may be present and T wave may be inverted in lead III. But, they revert to normal in deep inspiration.  Hence, they must be present in II, III and aVF, and persist even after deep inspiration to be significant.&lt;br /&gt;


&lt;h3&gt;
Criteria to diagnose MI in presence of RBBB&lt;/h3&gt;
&lt;ol&gt;
&lt;li&gt;ST segment is displaced in the same direction as the terminal QRS deflection in right precordial leads&lt;/li&gt;
&lt;li&gt;ST segment becomes coved convex upwards&lt;/li&gt;
&lt;li&gt;T wave becomes symmetrical, inverted and arrow headed&lt;/li&gt;
&lt;li&gt;In septal infarction, Q wave may appear in leads V1-V3&lt;/li&gt;
&lt;/ol&gt;
&lt;h3&gt;
Criteria to diagnose MI in presence of LBBB&lt;/h3&gt;
&lt;ol&gt;
&lt;li&gt;Q wave present in lead I, aVL, V5 and V6 with ↓ R wave in V5 and V6&lt;/li&gt;
&lt;li&gt;ST elevation &amp;gt; 1mm in leads with positive terminal QRS complex&lt;/li&gt;
&lt;li&gt;ST segment elevation &amp;gt; 5mm in leads with negative terminal QRS complex&lt;/li&gt;
&lt;li&gt;ST segment depression or elevation &amp;lt; 1mm in V1, V2&lt;/li&gt;
&lt;li&gt;Initial slurring of QRS complex in V1&lt;/li&gt;
&lt;/ol&gt;
&lt;h2&gt;
Conclusion&lt;/h2&gt;
I finish with the above post.  There are many new aspects about ECG analysis which have been developed in last few years.  I have not touched upon arrhythmia diagnosis.  You are welcome to suggest corrections, modifications and additions.&lt;br /&gt;


&lt;/body&gt;

&lt;/html&gt;
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