nomad-query.bkr 613 KB
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{
    "beaker": "2",
    "evaluators": [
        {
            "name": "HTML",
            "plugin": "HTML",
            "view": {
                "cm": {
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                    "mode": "smartHTMLMode"
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                }
            }
        },
        {
            "name": "JavaScript",
            "plugin": "JavaScript",
            "view": {
                "cm": {
                    "mode": "javascript",
                    "background": "#FFE0F0"
                }
            },
            "languageVersion": "ES2015"
        },
        {
            "name": "IPython",
            "plugin": "IPython",
            "setup": "%matplotlib inline\nimport numpy\nimport matplotlib\nfrom matplotlib import pylab, mlab, pyplot\nnp = numpy\nplt = pyplot\nfrom IPython.display import display\nfrom IPython.core.pylabtools import figsize, getfigs\nfrom pylab import *\nfrom numpy import *\n",
            "view": {
                "cm": {
                    "mode": "python"
                }
            }
        }
    ],
    "cells": [
        {
            "id": "code0xKxB0",
            "type": "code",
            "evaluator": "HTML",
            "input": {
                "body": [
                    "<style type=\"text/css\">",
                    "/*!",
                    " * Nomad Beaker Notebook Template",
                    " *",
                    " * @copyright  Copyright 2017 Fritz Haber Institute of the Max Planck Society,",
                    " *             Benjamin Regler - Apache 2.0 License",
                    " * @license    http://www.apache.org/licenses/LICENSE-2.0",
                    " * @author     Benjamin Regler",
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                    " * @version    1.4.0",
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                    " *",
                    " * Licensed under the Apache License, Version 2.0 (the \"License\");",
                    " * you may not use this file except in compliance with the License.",
                    " * You may obtain a copy of the License at",
                    " *",
                    " *     http://www.apache.org/licenses/LICENSE-2.0",
                    " *",
                    " * Unless required by applicable law or agreed to in writing, software",
                    " * distributed under the License is distributed on an \"AS IS\" BASIS,",
                    " * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.",
                    " * See the License for the specific language governing permissions and",
                    " * limitations under the License.",
                    " */",
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                    "p{margin-bottom:1.3em}h1,h2,h3,h4{margin:1.414em 0 .5em;font-weight:inherit;line-height:1.2}h1{margin-top:0;font-size:3.998em}h2{font-size:2.827em}h3{font-size:1.999em}h4{font-size:1.414em}.font_small,small{font-size:.707em}.notebook-container{font-size:16px}.notebook-container .bkr{font-size:100%;font-weight:400;line-height:1.45;color:#333}.nomad--header{background:#c5d293;margin:-52px 0 .5em;padding:2em 3em 1em;overflow:hidden}.nomad--header sup{padding:0 .2em 0 .3em}.nomad--header h2{color:#20335d;font-weight:700;font-size:2.5em;margin:-.4em 0 .2em -.25em;text-align:center}.nomad--header h2 img{display:block;height:2.5em;margin:0 auto;vertical-align:middle}.nomad--header h2 .nomad--header-title,.nomad--header h2 img:last-child{display:none}.nomad--header h3{color:#20335d;font-weight:700;margin-top:0}.nomad--header a,.nomad--header a:focus,.nomad--header a:hover{color:inherit;font-style:italic}.nomad--header .nomad--description{margin:-1em 0 0}.nomad--header .nomad--affiliation{display:block;padding:1.25em 0 1em}.nomad--last-updated{color:#596273;display:inline-block;float:right;margin-top:0;margin-right:-1em;position:relative;z-index:1}.nomad--last-updated:before{bottom:-75%;color:#20335d;content:attr(data-version);font-size:4em;font-weight:700;opacity:.2;position:absolute;right:0;z-index:-1;width:200%;text-align:right}.nomad--navigation{text-align:right;z-index:1}.nomad--navigation a{background:#f5f5f5;display:block;margin-top:.25em}@media only screen and (min-width:60em){.nomad--header h2{font-size:2.827em;margin-right:1em;margin-top:0}.nomad--header h2 img{display:inline-block;height:1.5em;margin:0 .4em 0 0;vertical-align:middle}.nomad--header h2 img:last-child{display:inline-block!important;margin:0 0 0 .4em}.nomad--header h2 .nomad--header-title,.nomad--navigation a{display:inline-block}.nomad--header h3{text-indent:-1em;padding-left:1em}.nomad--header h3:before{content:\"\\2014\";padding-right:.25em}.nomad--navigation{height:0;margin-right:0;position:relative}}.modal-dialog{max-width:1000px;width:80%}.modal-header h1{font-size:2em;line-height:1.2}.modal-dialog h2{font-size:1.414em}.modal-dialog h2:first-child{margin-top:0}.modal-dialog h3{font-size:1.2em}.modal-dialog dt{font-size:larger;margin-top:1.414em}.modal-dialog img{display:block;width:100%;text-align:center;margin:0 auto;max-width:35em}.modal-dialog img.large{max-width:inherit}.modal-dialog .authors{text-transform:uppercase}.new-cell .active,.new-cell .btn,.new-cell .btn>*,.new-cell .dropdown{color:#fff}.markup p:first-child:before{content:none;display:block;float:none;height:auto;width:auto}",
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                    "</style>"
                ],
                "hidden": true
            },
            "output": {
                "state": {},
                "selectedType": "BeakerDisplay",
                "height": 50,
                "result": {
                    "type": "BeakerDisplay",
                    "innertype": "Html",
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                    "object": "<script>\nvar beaker = bkHelper.getBeakerObject().beakerObj;\n</script>\n<style type=\"text/css\">\n/*!\n * Nomad Beaker Notebook Template\n *\n * @copyright  Copyright 2017 Fritz Haber Institute of the Max Planck Society,\n *             Benjamin Regler - Apache 2.0 License\n * @license    http://www.apache.org/licenses/LICENSE-2.0\n * @author     Benjamin Regler\n * @version    1.4.0\n *\n * Licensed under the Apache License, Version 2.0 (the \"License\");\n * you may not use this file except in compliance with the License.\n * You may obtain a copy of the License at\n *\n *     http://www.apache.org/licenses/LICENSE-2.0\n *\n * Unless required by applicable law or agreed to in writing, software\n * distributed under the License is distributed on an \"AS IS\" BASIS,\n * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n * See the License for the specific language governing permissions and\n * limitations under the License.\n */\np{margin-bottom:1.3em}h1,h2,h3,h4{margin:1.414em 0 .5em;font-weight:inherit;line-height:1.2}h1{margin-top:0;font-size:3.998em}h2{font-size:2.827em}h3{font-size:1.999em}h4{font-size:1.414em}.font_small,small{font-size:.707em}.notebook-container{font-size:16px}.notebook-container .bkr{font-size:100%;font-weight:400;line-height:1.45;color:#333}.nomad--header{background:#c5d293;margin:-52px 0 .5em;padding:2em 3em 1em;overflow:hidden}.nomad--header sup{padding:0 .2em 0 .3em}.nomad--header h2{color:#20335d;font-weight:700;font-size:2.5em;margin:-.4em 0 .2em -.25em;text-align:center}.nomad--header h2 img{display:block;height:2.5em;margin:0 auto;vertical-align:middle}.nomad--header h2 .nomad--header-title,.nomad--header h2 img:last-child{display:none}.nomad--header h3{color:#20335d;font-weight:700;margin-top:0}.nomad--header a,.nomad--header a:focus,.nomad--header a:hover{color:inherit;font-style:italic}.nomad--header .nomad--description{margin:-1em 0 0}.nomad--header .nomad--affiliation{display:block;padding:1.25em 0 1em}.nomad--last-updated{color:#596273;display:inline-block;float:right;margin-top:0;margin-right:-1em;position:relative;z-index:1}.nomad--last-updated:before{bottom:-75%;color:#20335d;content:attr(data-version);font-size:4em;font-weight:700;opacity:.2;position:absolute;right:0;z-index:-1;width:200%;text-align:right}.nomad--navigation{text-align:right;z-index:1}.nomad--navigation a{background:#f5f5f5;display:block;margin-top:.25em}@media only screen and (min-width:60em){.nomad--header h2{font-size:2.827em;margin-right:1em;margin-top:0}.nomad--header h2 img{display:inline-block;height:1.5em;margin:0 .4em 0 0;vertical-align:middle}.nomad--header h2 img:last-child{display:inline-block!important;margin:0 0 0 .4em}.nomad--header h2 .nomad--header-title,.nomad--navigation a{display:inline-block}.nomad--header h3{text-indent:-1em;padding-left:1em}.nomad--header h3:before{content:\"\\2014\";padding-right:.25em}.nomad--navigation{height:0;margin-right:0;position:relative}}.modal-dialog{max-width:1000px;width:80%}.modal-header h1{font-size:2em;line-height:1.2}.modal-dialog h2{font-size:1.414em}.modal-dialog h2:first-child{margin-top:0}.modal-dialog h3{font-size:1.2em}.modal-dialog dt{font-size:larger;margin-top:1.414em}.modal-dialog img{display:block;width:100%;text-align:center;margin:0 auto;max-width:35em}.modal-dialog img.large{max-width:inherit}.modal-dialog .authors{text-transform:uppercase}.new-cell .active,.new-cell .btn,.new-cell .btn>*,.new-cell .dropdown{color:#fff}.markup p:first-child:before{content:none;display:block;float:none;height:auto;width:auto}\n</style>"
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                },
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                "elapsedTime": 1,
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                "hidden": true
            },
            "evaluatorReader": true,
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            "lineCount": 24,
            "isError": false
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        },
        {
            "id": "codeihE6Y4",
            "type": "code",
            "evaluator": "HTML",
            "input": {
                "body": [
                    "<div class=\"nomad--header\">",
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                    "    <h2><img 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\" /><span class=\"nomad--header-title\">NOMAD Analytics Toolkit</span><img src=\"https://www.nomad-coe.eu/uploads/nomad/images/icons/icon_bigdata_100x100.png\" /></h2>",
93 94 95 96 97 98 99 100 101
                    "    <h3>Querying and visualizing the content of the NOMAD Archive</h3>",
                    "  ",
                    "    <p class=\"nomad--description\">",
                    "        created by:",
                    "        <a href=\"mailto:regler@fhi-berlin.mpg.de\">Benjamin Regler</a><sup>1</sup>, Alfonso Sastre<sup>1</sup>, Fawzi Mohamed<sup>1</sup>, Luca Ghiringhelli<sup>1</sup>, and Matthias Scheffler<sup>1</sup>.<br />",
                    "      ",
                    "        <span class=\"nomad--affiliation\">",
                    "          <sup>1</sup>Fritz Haber Institute of the Max Planck Society, Faradayweg 4-6, D-14195 Berlin, Germany<br />",
                    "        </span>",
102
                    "        <span class=\"nomad--last-updated\" data-version=\"v2.0.0\">[Last updated: September 18, 2018]</span>",
103 104 105 106 107 108 109 110 111 112 113 114 115 116
                    "    </p>",
                    "</div>",
                    "",
                    "<div class=\"nomad--navigation\">",
                    "  <a href=\"https://analytics-toolkit.nomad-coe.eu/home/\" class=\"btn\">Back to Analytics Home</a> ",
                    "  <a href=\"https://www.nomad-coe.eu/\" class=\"btn\">Back to NOMAD CoE Home</a>",
                    "  <a target=\"_blank\" href=\"https://nomad-forum.rz-berlin.mpg.de\" class=\"btn\" style=\"background: #dcdcdc;\">Send us your Feedback</a>",
                    "</div>"
                ],
                "hidden": true
            },
            "output": {
                "state": {},
                "selectedType": "BeakerDisplay",
117
                "height": 261,
118 119 120
                "result": {
                    "type": "BeakerDisplay",
                    "innertype": "Html",
121
                    "object": "<script>\nvar beaker = bkHelper.getBeakerObject().beakerObj;\n</script>\n<div class=\"nomad--header\">\n    <h2><img 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\"><span class=\"nomad--header-title\">NOMAD Analytics Toolkit</span><img src=\"https://www.nomad-coe.eu/uploads/nomad/images/icons/icon_bigdata_100x100.png\"></h2>\n    <h3>Querying and visualizing the content of the NOMAD Archive</h3>\n  \n    <p class=\"nomad--description\">\n        created by:\n        <a href=\"mailto:regler@fhi-berlin.mpg.de\">Benjamin Regler</a><sup>1</sup>, Alfonso Sastre<sup>1</sup>, Fawzi Mohamed<sup>1</sup>, Luca Ghiringhelli<sup>1</sup>, and Matthias Scheffler<sup>1</sup>.<br>\n      \n        <span class=\"nomad--affiliation\">\n          <sup>1</sup>Fritz Haber Institute of the Max Planck Society, Faradayweg 4-6, D-14195 Berlin, Germany<br>\n        </span>\n        <span class=\"nomad--last-updated\" data-version=\"v2.0.0\">[Last updated: September 18, 2018]</span>\n    </p>\n</div>\n\n<div class=\"nomad--navigation\">\n  <a href=\"https://analytics-toolkit.nomad-coe.eu/home/\" class=\"btn\">Back to Analytics Home</a> \n  <a href=\"https://www.nomad-coe.eu/\" class=\"btn\">Back to NOMAD CoE Home</a>\n  <a target=\"_blank\" href=\"https://nomad-forum.rz-berlin.mpg.de\" class=\"btn\" style=\"background: #dcdcdc;\">Send us your Feedback</a>\n</div>"
122
                },
123
                "elapsedTime": 1
124 125
            },
            "evaluatorReader": true,
126 127
            "lineCount": 20,
            "isError": false
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        },
        {
            "id": "markdownhJPlqm",
            "type": "markdown",
            "body": [
                "### Introduction",
                "",
                "The Novel Materials Discovery (NOMAD) Laboratory maintains the largest Repository for input and output files of all important computational materials science codes. From its open-access data it builds several Big-Data Services helping to advance materials science and engineering.",
                "",
137
                "This notebook enables you to search and visualize the content of the NOMAD Archive. It further allows to filter materials with specific properties. Multiple query expressions can be used to specify more filters. To see a list of possible keywords, use the down arrow <kbd style=\"color: #333; border: 1px solid #cc;\" class=\"down-arrow black\">&darr;</kbd> and to see a short description hover over the keyword itself. For more information, please read the usage instructions below. <!-- wiki page (https://gitlab.mpcdf.mpg.de/nomad-lab/nomad-lab-base/wikis/nomad-query). -->"
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            ],
            "evaluatorReader": false
        },
        {
            "id": "codeOEkrpT",
            "type": "code",
            "evaluator": "HTML",
            "input": {
                "body": [
                    "<button type=\"button\" id=\"usage-instructions\" class=\"btn btn-info\" data-toggle=\"modal\" data-target=\"#modal-instructions\" style=\"font-size:larger;\">Read usage instructions</button>",
                    "<div class=\"modal fade\" id=\"modal-instructions\" tabindex=\"-1\" role=\"dialog\" aria-labelledby=\"modal-instructions\">",
                    "  <div class=\"modal-dialog\" role=\"document\">",
                    "    <div class=\"modal-content\">",
                    "      <div class=\"modal-header\">",
                    "        <button type=\"button\" class=\"close\" data-dismiss=\"modal\" aria-label=\"Close\"><span aria-hidden=\"true\">×</span></button>",
                    "        <h1 class=\"modal-title\" id=\"modal-instructions-label\">Usage instructions</h1>",
                    "        <hr>",
                    "      </div>",
                    "      <div class=\"modal-body modal-instructions-body\">",
                    "        <h2 id=\"introduction\">Introduction</h2>",
158
                    "        <p>This notebook tutorial provides a query interface for the <a href=\"https://metainfo.nomad-coe.eu/nomadmetainfo_public/archive.html\" class=\"external\" target=\"_blank\" rel=\"noreferrer noopener\">NOMAD Archive</a>. The NOMAD Archive stores - in a code-independent format - calculations performed with all the most important and widely used electronic-structure and force-field codes. To access these calculations, any <a href=\"https://metainfo.nomad-coe.eu/nomadmetainfo_public/index.html\">metadata fields</a> can be used and the results being downloaded.</p><p style=\"color:darkred\">It is recommended to <a href=\"https://metainfo.nomad-coe.eu/nomadmetainfo_public/archive.html\" class=\"external\" target=\"_blank\" rel=\"noreferrer noopener\">visit the NOMAD Archive</a> and use the <a href=\"https://metainfo.nomad-coe.eu/nomadmetainfo_public/index.html#/public/section_single_configuration_calculation\" class=\"external\" target=\"_blank\" rel=\"noreferrer noopener\">NOMAD Meta Info Browser</a> to get started querying.</p>",
159 160 161 162
                    "        ",
                    "        <h2>The interface</h2>",
                    "        <p>The NOMAD GUI is designed to be as minimal and as distraction-free as possible. It basically provides an interactive search box and two buttons: one to submit and the other to reset the query.</p>",
                    "        <p><img alt=\"NOMAD GUI Interface\" class=\"large\" src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA7gAAAJZCAMAAAC0iGn6AAADAFBMVEX///+ToLePnLOuusyXpbqrt8myvs95h6Kns8aLmbB8iqWHla3y8/S4xNO1wdG7xtZ1hJ9+jaeEkqpxgJyeq7++ydg0hJyBj6mbqL1tfJmksMTBzNqhrsJpeZbU3unG0d7Q2ubM1+PJ1ODY4+3u9PdEk6jDztxldZNEe6tBeKhEctv/pQDd5/BBkKZCXJY3h5+KK+IWpvcmd5IxgZo2baBhea0yap0A4OA/WZPX19dicZBQn7IjdI/h6/Pq7O7n6OtHfq1GYJhUbaNHlqtddqpRaqHj5eri6ezl7vdSiLVdbY0+daVVi7hZcaZUorVOZ542UYwiWpBlfbA5cKIWo/dUZIYuZpo8V5EnYJRYaYnp8voC3eBOhLIyTYlSfONxirtPYIJgrb5sucft9v1LZZxFbtpwvcsByMluo8waaYYpQnpzp89il8Jvh7d8k8Jlm8RYprgAM5k0eY54hJj/0nlYjrpwe5GDtts/cJyBmMYB5eFId+Q6atj+oABoc4iSxuiRp9JeaH2Ai52O2eM9g5c0RXYI0ON+ydY8Un87fN2gtt86Z5QYrf8zYY4rjutSftt3n+I4ep4pRpN4q9AgUoJMd6MA7O1JiajduIxBWYkwboN9dn9okdQ1k9zh06dCRHQRtPHw7dwenPI6h+VssMF5jrUydb4mpN79+e1Wl7FijuEiYXZslbtMXHD38MSXwtPT5skXuuCSr+14tsb93pNdhbDoxJsm1dpLoNsLw+z8rBGFvsyLr8VYgcyztbMrbZObsc8vg9GMocdnfqPawp7I2PjSxsJaTXW05vSq2d9ir99gssSOgop2oMb85KpqkKkmqPPH8PjRmIJxann/+dq8z/Xl37fPqpVBq+v+uzidnZ2/hXdrWHJ4wewMuc8jRmaBoLlHb5CdcXZfnrKnhoSow+5AytS/48xYgpz45vJYu+63m5V22O6a3/L+rSXU5ftuproqUnr+3d+EY3QqXKtX09xEkMn32cZNer38yVd3oJx7y96xcuz/r2ySWPLDqSFRTrIZAAEJmklEQVR42tyaWXITMRRFzTxVmKlgoBgSKl9sgX+vgV/2vweu3FLdUo6ehEzjcnLva3U2cOr0U7z5Pc6vX5o4u91OT5Cfu5+aMD80US7TXGqCfF5mH72ifFXSwXz7+i3MRTNfglxdy8d23gV5wZw18rydh0Hu9fIgyOP09PIB+dTK2yDv27k/yJ1e7t65myYdUZ5EebZ/njXzOsg584p5yjzq5WWUN+lBNh1el3Hr7NKI2VIyW7ofIFv6Q48GyOZDhOoktYXbfcnuV83SfIDZVM1S52Lp8gK3F6k1s6lXeipur9Sa2VRNxWtpnbNUDbk9S62Yza14XcYFs6katWZ2GbfitRQhs6katWY2VVMTuzS/wGtpfhFZjapJJa+l6QCzpUo+zax7ndrXpPac1La5fZoKYpfmV4WsxtXU4GqikFvQmwpkNeVQ28zmQydNqyfV1FK1Rbd6hcY1sp/njCtkmYwsY2zNLQJuTS/S5vZszre5wDazyxRuNa2A2whbRdzO+VbTgjalcBvYtrRj3Mi1BVs9GvpW2K7q21SKNr/iVMDCuKSXtv1N4RZuy0PlKhYujWvhgt2lid2aWhvX1OoIfauC2Fz6trTlW4XwFmidPbZX9K0z9i0jRpu+hXBp24cwbhYudKtHzceEb2lcZcq3+zdi3/qBb+3ckW/5iezvZPhWo6zpW3GrQca+LQfB3QyE2/hONrfG1r4tTQeItXIbyKr2bSBcdXlrUsPUqiW94X6rB75VKdu9b1XnY8aWvlX/0reE9xq0ZnfkW00NrY6ecSHcOd+qoHbsWxXIZuXyO5noWrZ3It8yhlZvsmvjrudbldB2fQtkYdyxcHXU2FbcIhndpnDNrRJ9K2fhOqR3OUa+VVu+TYn2W6KbmSW69K2qrO5bhb5V+r5lCrP3+JFs4077lsad8a1CdItxO8y6gBa+BbPp1WQ2d33fNjP0rXKd3m3ZcUmtffsduq2xLejStwVX6ja6ljKwKoVbrqNwK6WhbYe+VRsxtvBt4zOZvrVx1/Wt6pjdvm/H11K8Tn4w71si+2nGtyqgLWPf3g/R7STS7VIl2G9N7oq+VfmRPPJtW7nb3keyfZv4BbaljWRuM8HEt7Tt2nKqsW9VIzvnWzMb7rfg1gG68O36+y0CZgf7LYWL/dbC/VffqlO+dWDcrm81Xm9HvqVxfTl1RN8yY9+SWj2bNrNmV4OLZKPreyn4NriRchXCa2oVnT3fqrFwx75Vp/bbVEJL366/3+aSXXVmv1Uj4e6JBbXzvkUO9K11G/gWl1Lz98kWLu+Tj+RbdeBba7dGl+BSuEgtXNrWwu34VuPwS5nCpW+dSd8ytq1G/TvfqiftW6RClvttMe7hvrVwZ3xLdOsbZQq3vpjSzN8nF3rh23ycqG+3Ni59q8nV6AGxZrbeb+1cMIsFlz+7uDS5muXxi749dL/Nndxv6duU0/VtFXs2vYkuoD3Mt2Z2nf12/5TTqtVZuqA74dvymRwIN0N7Mr6FbnvGrdFlSG/wqUx4zW157NrauHpGvr08fL91Dt9vk3BP17cPNQG80f9vV7hPVv7NtzSuSuV6v9VM/14qvzTwbdbtKe+3WzWDS9/mC2VFJ4iNfi9lbIf3yRBuQRa/uoh9C3aPu99+uYG+fRDttzrWuE/+tOJ+mzdc3ErhUmp2v9WYVt4nn9h++xLo6tluBr9R1kTCzUe4345/ocxLKcU7LgNqV99v0x+34T5ZB+FNjfdb5ej/v1WILhZcpP5O1kztt5oi3Bt2n7zN2CZw6Vsbl8CWtpF1h/fJOru/udDLb3vWBbar77dfbvB9cuRbh/uteir/v1X9jXwfvq2wnfEtdDu6Tz4/yf12qzQvp1R/LYf49v6B26MX2BpfFwl+oLz6fns77pN1At7u75OdI///Vi/Ca3Z7vp3fb7Hh9u+Tz0/Lt3m/zcbFfuv2b6QsXfpWEy+43G1JLDdcFT9P/p/7rSR72+6T/5B3RjcNxEAQJZ9UgEBIJyV8ppDUQP+FsLJjTcx49+IVMWvH+HwVjCZvZn1gEd8q6v2//pZ+K7PfFtke+vpbBMrB82Sdb8lxjTiZ5WuNJ0O6nCfT4AXJl2VLfosi6DF8u82cJxt+a/NtiP4WfttYPKDc3d/SRT7Kk0G2kfwWfPvLcb8y3+IHsrzMBoj9Fo7rmU9OZ1kV30K0o/hWRIt786vkyTt8S2tkf8t8a+TJmLtw8e3rDHmyzre140K1jgKX/JaWNZ9M81Jnhlvub08P7W+3efNkN9/G6G8rzTYHHWnSsec+UIZbfT45qt8Wvs3nVbiQbqXarx3FWn576ZlPrualjEjqNI5vb/B22Tz5T/n28+F8y6I9OO8DyZphPlnhW3JcK5eq+1vbb+Xpmk9mx2W+RQsEvH0o38qzcp4cvr/dS5PT6boPpPBtA3Dj+G1yW7guhJvMlvhWrXBtv5V16ZhPTkd+IU1mvs2azedIvl02T3bw7aD+Fm+Vbw/O+0B2nhy7v30H4CKcgtvqjgvduvPk5sRUZbb7fCvHCL49LpwnV3zLK0B/q/utf14qnzrfyo7Z3962t5XjJqmafCsPfRbOlyfLU2s2LepvWbWj+Xat+eQevv2I2t9Ct2m77gPdmSe/RePba6BMjGuMJl/KgWTKnyfb7a0q2/F8e1w3T1b4Fit4f+v7fnLPfPJbJL+9em3RLeogulRA4s16LadsZ57c7m8h2IZqIdqxfLutnSdXfEuiDdDf7vlt97yU7Knnk0m37y/fFeIajgvNevJk7TqQYbhFt4P5dkt/q+bJxLe8IvS3Tr+17wPNOJ8Mv80HhHsj2oK38mK+zVseX54sW2uC9C/UQLbD+LYA7nPOJ1MsNb6/tfNk7A6+3c+T5+HbanKKHLeDb93zySf2W1bt+P4263bVPFnlW6zY/a2Xb9OhzyfPwrdy1I7LmmW+BeD655P3v3l+bhnuWL49bk86n0x+O7a/9efJ/vtAItoJ+bYwLv3DgibfyuPOk5Vl+a0cw/m2AO6iefIdfBu/v5XV29+Cbtt5ctD+VuNbOC7VtwrfpsM/n2zrVS9w0x7Y324Lf+/ih70zSG4khKGoO7tUlrO2MzPJ0gfJGbKd+99hDAP+1flpYSjBCBWAu30B1Wvpf4lyfutMv5X6gQJuZ9Jvd7F7Am2l/La9nixMuyjzFpF7GeRPDsdnPfmB/HYG/XZr6geS/Mnz5bcxcFO00ndyjlggV8uffH3Lp3TZPE1i7Z3fxlPlT8aagLfl/HaUfoshrFX15Pb7geb0J1N++z1x3wXi6vmTy/rtZa/gYnXPb+NxWU82qd9u2B3qyfv7CubyJ3N+u1/nW+DSvdWc38aHgj9Z1G+v3MaXWBtP//z2uJ7sg7fG9Nuw45+K/HarrCf78SdT7J74G5lpG39K/uS3R/1SJAMNyW991pMt6rf38NXnLfcDTe5P/vGVt5G4VFCm/LZ93oWg30rJLfLb9Piv+e2rB96a0m8zcW+nYz/Q5POT99/JTFwGLvuTPxX8yQ/rQReeUzPEnxweLuvJNvXbsOp4u7X2A83sTw4/4m0gLurJgn6r4k+W4xU+qdsCZfGvvz/ZcT3ZmH573+Go15Nf0vHgTybe5ug9/Sn3334q+JMl/ZaBiz0iv/VdT7ao31KGq6ffcj/Q1P5kIu753z6faMAU+5M/tOYnS/Vk/kjOyLXtT56Bt+b027QTaBG9mn4pD/7kI+KezyBub3+yrN9y5zyCtr9+67iebFK/jYuKUvr9QOE9sz85L+ZtJO57b3+yrN/ymBoQd5R+67qebFC/RV4L7irpt7BcTO9PFngbAneMP7ms3zJvw2uQfuu0nmxVvwVutfVbGB2fp/cnpwSXeZty3AH+ZNZvZdwidgfpt7/d1pNN6re4/1ZZv4UGNO385CJv06dyR39y3YV8u7itvI8PIduk3zqdd2FWv93VpjT1W/B2wvnJxXpy3nGdOvuT5Xi9UugibMX+W+ZserXNl3JbTzar3yJ2VfXbzNvp/cnHvAVxO/uTOXpl3oK0Zd4ycWvuv31d/uTx+i3dx6en34K38/uTOWKJuGr+5Nb+2wt/KVfpt0DuLwC3nN/e9vInD9VvAVxwt0t+68CffMBbrFNvf3JZv93TlsO2zFt8J9fot7GY7LWebFG/3WS31JPOfQUv889PPqgnE3HV/ckV+u3l6ObqOv02kxa8Leq36Xqg5U/urd+CtnI/0Kaj3z478CcLvAVx+/qTgVts2Zvc4k+OrxC2VfcDrfnJg/RbEFcSb3X0W8f+5LgRuD39yTFO85ELymFX5LcE3EzcCv12+ZOH6bdb3FI/0KaU33r2JxNx9f3JSG8LFxaQ8aLJLxVeRNzifCmv9WSr+q1kl3rS02+d+pPj3gUuNKAO/uS3DF3pPj7s1vuBkN3WzJfyW082pd/eq8nH/UCbhn7rYX6yyFsmbtrq/uT0I94ScdFT0OiX+rnmJ1vXbyXiPinqtz79yemFwAVwYbsY4k9G6Lb6k+GXSsRd85Mt6rcb9lE/UHwtf7LkT2biJtZ28ycTb1m7RXrb5pcKjzVfyqx+e4/emn6g5U/OvM3EJTkoBixy3K7+ZOYthy0vyS8F4q75Ulb127ARttwPBMdUPsufzP5kJi7136r4k8sDpi6sAzX5pYi48nwpx34pm/qtRFyqS8W1/MnkT6bABW8jcjX9yeFx1IAbN1kvpPxWbr6tmi/l2S9lUb/9OvCC89u4lz/5e94eEPeD8lsFf7Lol2LiYjX4pSJy6+dLybyNuJ2Mt8b1W/pSpoJy1m+XP/kve+cT2koVhXFrW6kLqwuFh39QLCgEN1kFBPfiOisDioU+BaEuy0sXFoSUytAKQlYVSqsIbop0kQYrRHcvImTZlbgxC1duunobzzn33n65c2ZunOlkTPJyZprU969P8evvnnO+c0b1b/14E8JFgluQP3n8wgu/nmxuHWP9UnLdbb8U9Prw0U3r7zdemlneTnf/VknW8104zS78yYq3Ot58glULzRbkT9bE1dpVdqlcfqli9ku5uGm2m92oLyqdNd5Ob/82gFu/LiWn5YU/WfVv+U0R913E+0X5k+VF3gLPB9KTfJn3S2H+9o77pSx1HzbajdpJPerPKG+nuX9LL4m8hWwpFv7kUP8WuqUbOW4B/mRVTE7hrbJLIXL7pfLvl8JR+VG70SThVqPPZ463U9+/VWdlbbuQa+FPVrxVsqUPj7h38idDs/gslbdqnSO/6cjil8q/Xwr+5Jt2rfVjvVodfDmLvJ3u/q3Ob32jI30s/MkB3iriYpgvTz05DNzxvAVx8/mlitgvBeL++P03B1tn1eh61ng7A/3blPatL9vH158M7YZ5+6a5WbgcOevJgUbQeN6OGwl6LZtfKv9+KcTe7lalUjmL/p5B3k5//3YlvZ4s0l34k0O8hXRFuSzc9wvzJ2OuYCxv/ebPRl6/VEH7paDcSmV39+zz2eLtjPRvg/7kpcd5f3JgHkjjlkKIW4A/GZHxefPoBunI7pfKv18Ktou93aMfvvryhZnj7ez1b2M+x8X+5LG8BXEpUJwqxJ+8oTLcUDeoIL9U/v1S2i/10pdPTWl+uzrb/dvUBi7f/Plj7E/+b7x1ya3V7hPF7U/eQI4bmgQCa3Fn3i+VuX878/5k0ip9hPLbtRnq35qXW+Au/Mn/Nb/l9JZ0ixw3jz85Rz1ZFZML8Evl3i+l/cnT6pdaPb8/7FyTPFPzW74n07+9V0D/dszzCpYW+5P/W37rqGuEW4A/Gescw7z1iZvJn6z9UgXsl4rpdkp5u7pMDeZ2K7peC+S39CH3NPZvQ88rmHZ/MqN2ivLbV4S3TrhKvNn8yYjxvFXILXW/VHh/8tTOA612yIrZrUfXPUZuUn4LzRbcv73aHPah1UL6t7O0P9kckv9/3lrSQrcQ7jvyYVmb2Z8cnr9V5mQ816vc/VLh/clvTCVv+aBMTswmWzH7SbS9FWxPSZavtTv0bzc7jVo76hc7f6t5uzS1/mTWrGHulOS3dIeOyhn9ye6YnIG3mAgqc79UeH9yMbxdL76efL/dYCtmPdrRuOUPFi0lwT9+XUj/FtXk5y3p+0XO32reTq0/eVp46/JbukBc8HZEtujhhvzJ+pwc5K32J5e+Xyq8P/mNqeQtCbd/8k1l6+A0GvQSifviTzdMxvbJ4Ou78FbHVafZENJ/MqH+rdzT608Gb6clvzWyTSYuFJtlf/JG1vx2TvdLPbV/0y/cL7X3wW6FlBtdJ+a3ww6JtlartapVUu6LWXiLSOzfXrSbtZYc0Yvo3+rn8U23P3laeIv8Vi4I1z8kQ7YZ9idTZMhvjXbncb/UuckJjW4B3Dvxlhu4e0e7bMXsJ/Vvew1WbaNRa5HCjHIB3Lv5pYYtmro4q1arXxfRv3XQnZX9yVOX31reIsfVhilF3aDRMTtvJTbK2S9V5vP4hm3WT9Qv2p+8Ssr9+cGva55mLXHv1yQ4Ga065tLHnXlL1++Vra3K1lk0WNG8lcjUv9VzBdPsT54W3sb6tyCu8Fb0CuJm25+ch7cbpe2XKvN5fOtUzGl2+WjJugVvC/An93pp/dth2yq3SsKtM3NBXBUZ/cnbuxU6o59eJvP2Xqb+rebtVPuTpy+/xUFZhKvyW7nD/uQCeFvafqkyn8d33mzWGpITFjsPlNwEsk5Hrvw2+KTMwmXmXoloKZRqs/GWRbpd2a0cHf8a4C2JM9S/DT8faGr9ydPCW92/hXAD+e14f3Je3iJK2C9V2vP4HrV+lJww2imYt8vp/uSfGoJbPimLcOtVd1j2NEuizcxbUe72ks5vkeBe/DZsnDz4T/1bEHcG9idPXX5rK8qauHQhv82wPzkzb//3/VITfF7Bzu4WBeWEywXP3yLU/O39NuO2ybuyKJi4Nsf1VMuvV/cz8DbkTwZyN6me3YgGv9t/zNS/nWJ/8rTwFv3bJOJqc3KG/ck5eVvWfqmy54H2JCc8vLYZbkC7GXibRtw1iWGbVNsg1B9WSbd0TL+0Oa4XV+TPqHWvC5i/lduFLcYNHgC3Sf1b/3L3NPuTpy2/9QtTIlz4HY14s/iTN3LwtpDn8QG4gf1SZdWTEeukXMoJvzon2aZplvTpAfe/7LvQwIVlqtFs0aosLv8eSpIbfWpOyoiXSbSNdpuYHF0Xw1un3aVOuybFuOsR4mrc/mnlu/An58xv7eUTF6dkIDfD/uRJ5rfaL6WBG9gvVWY9Gcp90LNi1bylON+/6XR3PN4u590vZayOvN+OgkhvlXsV90sN2+TPaHDZmRT2vAJuPt5KXDRpK+ZplShPcvUKyRDtt8NO6zJovUAs/MnB/m1MuMhuw/VkRFn1ZO2X0rwN7Jcqs54M5eKUnMDb/QZpKBrsALhB3qauuxgZBXqwW7mNQ5am5S2A2+DSFUWrzj/tZJtv34Uv3d8G9F2jQsr9PfGJfE9+a1B/EolyvTry0sKf/N/zW/BWExfIDfiT8/dvC94vBd4G9kuVWU+GchPDKfeGKkmtKit3eXx+m15NdgsdtXIJfvH+7UXttuxc9Zmbdd+F7t3+LGsxTweOtx5yf2uwahsNapCxct2+i1TeLvzJgflbTVyM3wb9yWXxNuyX0rwN7Zcq//m3Ad5K3OaET4Xqyeej/VuftyJbmgQa9rBeylMup7h+75YLSBTSYIZysz+vAJr1lEtWzF17UpYLgQYzl8wsZg1359Kf/Nxk+reJReW3TR/X+aZ0gnvH/q0ewy1mvxR4O4X7pXQ45ZJBw+SE/VTechLc6pNaoVovemYS6OS6J7L1mUsiOuzFfResH1GQNWhEfTknK9WSXsO8VcQV5VZ+Pt5eEh9GjLl/0hd1Vkyn3ECCO/v+ZKS3Bfdvk4kL4GbanzzRenLYL6Voq4yOd60nI/Lsu9C8dfHTickJox3SqtMtcLtKouyY5wUmynbtp/t2EqhB4DTMhXJ32eP04Ne4bq8azQbrtskGDb6qXwtvIVsPuCm8tbH5m3Im/2k/U8T9jVxkckQn0tdZuUDtPPqT6ZpQ/1Yun7dCXJEtXgL+5Pz9W+C2mP1S4G14v1T+evLD/ZubL0myHNnmbwPei+VjmxP2kurJ+40aqbZmnheo+rci2qapD9e61VHlvkjK3T36+fjXl+kf4i5HMmjQ7yDUn9StJfKe0W1MulcXm8NPk3C7Ii9ikiJ6Xq6oIMaCt3gfMumdh5qZ+1ngAbiz70+mKD6/DRLXKvbdoD855/wtlJuRtwDueN7q/VJ3rSc/+7DTaNJxdJ0+L3C/lChXckKvf+uU22GUylytXVKzDNTemE6sqQ9Lnlz3mfugZzSsYsjfC3g87+C0Wnd15fhiuKtNRnm3+il4C9zS69VvUh9m0nvKZZV6vEU82WkL6flfR8Yf7GF5evcn34W3/DLp/i14K8S1Kn1XK7aA+Vs1OF/AfqlQfit3AfXkR+2mHEfXA7ylyLDvAsr94XhvNSm/XbU1JGnbeOulyI7M5dmajYbUmXzmimYT9110yJ9xUNmiYOWaFNf2gZxqBeVNJj0pVwWLmv8CbuT3ckS19h2cRXzLf1FGvRSz+ePPVN7OhT+ZXybev4V6n3B7aorfn4zdUnQV55fClehPLmTfBbVtmi2u/j6rdZuLt2Buz6tLjcT+yFytr9wbEQ10aweBwFwRrLxp4V6yf7rCYZX7dTy1Hbbx7SDylbtyYU1X8vOmzjTK3CXv8ptBVECviRWTfg//tsH8+pOfg2oL7t8m1ZPlYuFKZNifnKmeTHcg8vulUv3JRdSTn+0QgE6McNNku37+aLiTkbfwPOKULDcHyZO1IfrxlcvZogtI2zL3xeQ9NS+7+YJ7R1JzdsqNBlcx38W9jtEl47ReHWXuylBQj+8azGTxSdn2j+Kt1wwi1J9ViPVnVVucSonZ9yeLbIvv36Yj920SLrpAAX9y/v4teFugXwq81fuliqgnnxMoOCeM+snn5GdItESiVrRDUs3CW1Gt4y3d8d3JyAlHhNsTZSHkTCtRh3IxN28mgZxu48qNruPAvWqMGDQ85m4yiqHahp3VB3N93vphrJjyVc9MbWpe/ck4Kxfav3V3Im9B3JR6cgHztxwbBeyXCuW36AMV4k9+6kjOl6fR50m8Pb/p1IhErB9Wbvb9UstJfqlzadtITlgXRNV3XIrb9GRr9aOZ61TL9eduH/O3nnKj/vMxo+MmfV2HUzCX61JDLi8hJHvgEOb652M9NL/9QYXDKbc6+HNe/cmIwudv03grwg3Xk/PO3+KYvDERv1T8oAzY3qmeDOVSY/RssJ7E25u2ERCfaVm543mrp4FwUnYuqX3JCfl4Wa+audo1l+L6J2VOcSXAXKi2d9/Zg0m5JqDcXXo7uno+FiRPh1ObOTvidvCFwWQKMDf0/Nvto1HlRtdzuj8ZvC02vzV3Mm+R4wb8yfn7t+GKcjF+KfRvi/QnPyvKPTruJea3neZoiYiUW8h+qWFbxvMqVP0V5WIXq9KPMNljrtSTX7brlVmEUj32lGv8GSvPG+D6u5MF9S1n0PjEAveC+7BenID0l2qVo0wC/fg7Rvg85UaXc+pPRky2fwv12qPyuxPYn6yatxPzS6F/W8y+Cyh378tnlGylD3Ruc0LT5yDm5t0v5cclckJm7kiK66nHWpF85pJsr25NVa4V7Cu38vP2r/eUX4p3JzdlfwZ916jauLLC3YyR3h3RwdxR3ppJoO7gd7MXDso1qD/7ZE79yejhFpbfhuvJNp6YwP5kP8EtcL8UeKuJW+C+C+4B8ZuKZzj2CbjICZm5ybxV0g3PA+2BT8zcanVPZCvrVxuJ+gFzrakqfqYdVa61S+nnA5FBw6L+UM7KOCmbNhHC/qlgLnq2v7n680k0AHOfZOUK6n/+8Lt59ScjiuzfBurJKE4Vsj8Z4Z+SJ+iXQiOoMH8yZKtF6xxTN3HT/vVY3uoMV4UsPcfJkji6ZoU7VCmu1Q+YC1MVsm8KMBeqVeO3Qyqg8/4Mp9zo0jWDOuL5QPfYHjHAXHM+tqYqVxGHcp80yv35w+2n59mfTC+F928D9WRN3LcK3J+MFm7O/VIl+5P1YEFKH0h2JyMnNPKQFFfDdnn/3FMu/MmYBBrukGSTlBtMcT3ZVusnEC2YTDeYayb5EqcKtnetP0OUS8L71LiTOcVFwK81ytw/YaoCkyN7Whaf1PaHLNp59icjJjV/q3mbSFy67rI/2V0F7Jcq058M0YK42p8sLVyzU7Hx4/ciDorzGG9Fuuc39P/0AMpVtDWTQN0qlLvqlMt25rOvb/2OTaBU7pM4cbs1BNo2PnPTH1wtS8+h3IFLcYc876D8Wh7pW01Bvddgtsrli2OO/cngbeH929R6siKuyNVdd5+/BXML3i+liVuEP1mLN5G3Eo84J5Tj5VlV9qEO1uNBJBX3bytyynX7Lhxq79/ag6OBU+6qKFdUS+XfvTWX4hJwHfI4BKd1D7kt+kntrAJz1b6Lq4v+r8/fjt96yo2u3ThQsl8LQaSXerT8JJhcrxvlUiSK9+m58SeX2r8FbzVxId677k+GYCfml0J+S7ot53l8Rro2J4QjqB8H7nmzbUDUrRvlgrhyPnb2XxFhtWqVKzrlCtXR8V5vFcH6MX0Zi/quPQdDP40YGsFkjM37k0DN9uDKKveep9zd076ZB1q5gl/LGpU16flHdfYtzMVAwRI0y/f8+JMnk9/yHagng7i6nozI378tab+UuShK2XchsYeckJSLdhDOydYwISUiVq5IloLEuW87rU5pLQaUKNf1fh70sFlKPmmQfoS0dn3yQcUuUIZ+mj5xcaaVd1GuE62rP59ErFzRrVWuoJ7WWdiT8somTujwa/nCbdUkNOm5QmWJuwTV8ss/pNZ58SdPrH/7Spi3EK4olwK0lff887cwOk7ALwXZgrcl7U/G0nMod3Aeryl3mjAdVx1zhbYdIq2u04pyEf5Cx59Etk3TaT2Tp+f5ypWTcopBA8wV0QL1JEKj3Hsmtkmzsj8De2qsocrSlr9+nPTVRuyEDg+1MDceXH9uXbJu58afPKH+bTi/hXDfGi0q69jI4ZcqYb8URgtK2p+Mpede9fepWB+IDRrgjzstyykZZEROyNdAbMngLrS7dtMU0Uin1aHeKhf68eWDMy2Ye7HpTFUU8j3FKNfF9jH5M7DvgsLMPNQs6nmo9zRG+pO4bkeYbJkL0X5k6s/d6JI0uvAn5+nf6nYQ6lLJgwXZeIuY5H4peTHALXV/sijXywlJrF4rSAwaDczwRNfLti51wyjWdVphbiJv16QZ1BrZea6Uy/qJhS47O1PVCJNFW7/qNTVOt1esWZtVmyclbPnKrVOKm+ahrvvM/YdIy6g3m1qJuXPiT55M/xbaDfAWxIU9Od/8LUhb3n6p8vcn+8yl8u8Px6tx34UYNCQnhHDNNEGaFUmYq3Qr9092fUXFC5yWVYmIPncNZsiIVauZzMxN1i2nuPzreCklvmvElJt0RMcXdcr9x5qq+L8IXbLvceFPDvVvXwnyFsJl2arRgly8hXZL2C8F3pa7PxnKlfLvuh9md7KfE0Z9Oy6/mjJX6zMXpSme9Gkd+qLVzK23vPUY0I8+0/pztWnMdY/zkvUV+K7hKVcf0eHXkjD93I+MqQp/Qdk0ycpd+JOT9ycH/VKauOAtZJtz/lY+StgvpXhb5v7k9fU9J9qn4j7H81rTgMpoi4LqyhIpc7Vg7ppan9zu1g8rCM1cbgZ5fyT0I5HGZPkJYa5exCovP3Y91Cvlwq+lTsr4d2LVwonpOkrE3IU/ObA/OchbCBfnZDRwc87fyl2AXwoRyG/Lfx7f+OeMcDxq25xUtMUsdS7H5Llazdw1u17ZMvmwEmAu6wfJq9R/xaBRTzdogMmauSsmqNN76ESrlQvSp/i10GCm0KZJZu7Cn6zz27BfShM39FCvfPXkIvZLvfrw4RcPX8/lTy7h+UB0p83efn0GUB2KQYNpy+JNnasFc2XnuVuv7IbbA8y1OHWmqprUn0+VfmqxAJPB3BVrvDD151b9rIJQypVvBwLTsEEj0TQpyl34kzPM3ya2g0Db/P1bh9uC/FKvv/rwC47P/2LSluBPzsjbZ9J4K3G861Ex2rGPKjhPm6uFhvpYnwwmB5lbrTL4Rsq/B2YQn2LUmejB0c01gbkrVrtmvXLbtLLOttKVWxec4ngufwHxO3oGDVTRMcHslLvwJ2eYv1XxnuS4kOud52/lzrVfCqIV1YpwSbmZ/ckl8Bbzt4q3SrnRoOetXw3M1RLE0LTBmTbM3BPPVCWsF+WO/KkWfIhubBBfmCuibbJq7Zk2pFzxazUc6239Wae4YLIm/aWV7cKfnKF/q4jLDVy57zR/m3+/lFOtiBa6FeWmzN+W4k9GjH2uF2J9VLn162UbN8G5WhEoaUAxma505p6Sfow9wh7QJcBcOKuUX8tj7gVMVci+w8yVxLnBHLVPSpCk2yN9DQGDBpTLiqVY+JMdcTPwVogLvRYxf7uRa78UROsJF8xV+W359eR1aFbz1mcuxvM++Mrq1ktxhUW6bZPEZKfc5DhsOXtEBeGYixRXlYh85Xal04pfJdn3GObCVGVbzXYQ34bLvnUxDsq1qn3c/cmh+dtAO8jxlq9c87cF+aUgWwgXyoVsS64nQ7VCW4g2mbdQruv0jq5fxQCczQn9+bxucp1WlKv7ufwDB99/75uqNHPlTw3P1YoIPW3LXy2o3BNk1e7ri3I5xhg0oFwhrqXu4+pPDszf0pXMW0dcRDnzt9ovRcD9QgsXytXELb+ezFO2doQvnbdQrhEtNl7cN/vOYf9FTjh+rhbMhWoPfvn+j48/Pj2oIDRzpUTk/ZlJpAdsweQxyu26qeSRX+CYC4OGSnERsiOdBOvOyY+pP3nM/uRAOwjl5PLmbzVwX0sCLpSr5m/L9iefS2u1FfWTgJu0EK63Sm/++tXbQo71JJ2BT+G52liey4Rj0XL8Ua8eQDqKuaIf6JHCPa82PFcrP5ymXD4Vn30fF63PXH3wh98EwcKleKz9yf+ydy6h7VVBGA9IxQcqKiIqKr4h6CILcSGC4KaKuJC4sIGKlKigghsRk4CCEIlIUhB1Y6AkSDAIkoJEUcEqherGuii4MRtpEWnRTd24cWbOOfe75869J6beprV1bppqmyb9Q3/5ZubMI9R/mwrtI+YqzLf/FtAiwA14yiBXVUvNMZ/8yaE5WiWtUm3zfGUMh/NtXLPUIibsA6BQXy3IFWpaG12BVmxE3wmQ6xU42e15/6ivVpELaqsi9T1Qq8jF24F2/L2Da5tSPsf1ycH+W7lpauXzIwU39zyH/lugO11vk+XJaZ4yyDVieyL5ZFJY3pbnFBDkgt3gvgJX76hjQiZXBGpqXy3IbXVZamHCZkhzYwUa9KYh7xpQxUBfrSIXUj9hpS/18Kpacz3Hv1LBqj+VnbrUCe55rE8O9d86bDW7fAm4D8y//9YKLs5vb07lFuSq/tt55pNdPli0SsgFs3SXZtg3j8Og5ijZngfNnd5XyzcLLWzC3wmSK/zYrgeXf0YkGu6rBblCrbxrQOl7xWxy4fjjpDeZjCubEFcE93zWJwfOb4GsYpY/G3BPov8WVRdTPWVoroA6//rkTyo2vSPTnnzN/af7Cj7Z0zX70Fw/Jqygr9aXqDK4BT+lcpDckoEWTb3xSLSc0VeLVzXkulQYbK0cJNe+HfANVV29EsiV//hYclNkjO55rU/O7L8Fu6n8UnIqn/7b22acL4WaqTC4IFeuE8gnv2lnQYhkgFyGVsCldPMFqXpr7zgdXcn6K++nxIQV89E0QMea0yNuwE9pCrlrsaIqpYpTj23ss7eV1NNXA+TK24Ewi6ZeeqzfiP/2IHKTz2d9su6/nR7fyiVWyKP/dia9Vc23GYdBilzYfOuTZeM03UQBE6sLLmAo3/v8pwtUhGvtC1N+3EzEhFUCCZqLvlqkf4UfX6PWFLjm+5rcKpnJZI1cUZVWxbJVe349Va/lTNAdJV93UuaH8L8Jr9hoNKogl57VSj1KMYvQXAlxbWKKb+evPhmSmxnfho5xJcbNof92tvpkIddd4RAXBlbnW598ebTOzo20cNNqPnHb8WTKhU4oS6cPUcsQ+n/lnZ2dnWEDmoseHsF2f8vYwXY5rlGaH/4WyMXT7/LTS/55oKmF5pZ/3tr6ea2muw3Lv20dyC+w9Vuq0rtfcAe2u7467DQa7tnXvKIqMU9zy3IYRHZO65MB7AzxrVzWCg/k0H971Hqp6SEu7DvwOt/65E/c0eug5zrjDbg066LmxjkyuYhwMT6ZSbSlSCCXyCoUCg90HLlGTjEJtfJjwdjSci+evUoJcVPJbQxXCoXf6+LfonBDkUt40mtsNkb0kkj/Spt9+ceCtdtodaBWevm2tsXN9U7DjJz+3EugK3LZPvT95D/2XpLP56g+GfTOFt+K4ubRfxuOb7WpeY5vTAf3moCTfJx6e9lf0ZDFftkMXL3ADj6PddvENZeoxfhkFB1DcwlcIovQgrcsKSJXVBWBu9hpgVwI33jv8I0Dsjf2f2NJBrnOaR0u0Q/vbIgmB8jdloc1WuSk402DexDKPwHGYStF6bcKWba0y+h2BwMMpUwnl0JcZxcztc37alQDeVWkt2e7PhnMzhrfOivMt/8WHvIMIS485fnlkwHu99uiHEKYDXEvFHD/4qSVlVNLrp3naHfWe94nYkJRXLbNIsiVvnTrXnZ/j8CttohM31M+3FqMcbL187Z5gJBrT1rHTGRhfcNocjsrh/RjwYErZo56K+wpH+AVdhs9rfSbhWxbXB01KZGXViyJOJdnxllqBVWuK2var4nenun6ZPTfzh7f4hz33/bfzj5fCtdUTxk253wywP26Y5VRyOXOeOsp8x8bxqHyCnk3+XxcU7MuQC7ALewgmyNF+wztMhnAtX/oAqaAu7+oQNkvudxyn4JapozAZVvd4LRzluY2dgsRuBLE26Hry/3y9u94+t+LbZ3M3iqE7IDyAfSq2eSW5RQ3HtSOa9Jmz5orevv/+W1QbwHuUftv5WPmeilYKrifvPXWWzrEPal5F5d/7S2ulRBXzoKMf+lGrzHRQm3WrAvkYRlcJ2fuedfuo5PWPlOrwS1HnvJeanD5+2/26SUYBbhLnQF9MUNzG+sFgOuqupbF+hT7wlZbOplN4AbJrRCEYXLf7n0Y4/YPlno6G2Zwyc7F+e2NR49vHbhwk8ny3n+r66W0t+xBa02FuCc278In9+1twlYWaZqDSlEKMxXua1t78WYtra8W5ALcwnpDsq797kCgTQdXfpqpfCOLlH0T6U4ArlXLniVXc7u6AnBrTTq0WYbt8DfgK09UMpvADdprNPcqTC6HuLCnOf/MAcMLBOlZj2/pdtT4Nqy4+e+/1fVSOsQV/9hRq8m986TmXfjk1uvt723B1GHNHlRul6LB52gE0uX1IJfBBbmtrsSE7VRwMfqcQtyDgMYZTQa4jspeuuY2OouFCNyBvGvAhpZpl9ruqmR2FriQaX7dELkcziKj/IKE5/3S9ofE6Pnuv50a3zpwdVoqt/7bcL2U7ymD2XRy551Pht6CXLO5diEafG4PKjnz6waf291ead02IBfgkq12ZaMX6VM6uO5EqDwJ0rLVY00GuNbWW8K91tzNQgRucdm3+noCwkYyxJ0O7uLyNHI/vjRuT9Ul1B9cddUZj2+n9t8GeQW3UFwAnF//bbheCpOmFLWK3GtOaH7yZY7cZfrLGq6+TtRabj9xNftufFrpFVd3kbXMB5rbiXMxqBm02+ngLtt6o4MwKru98gjg4tlFsaG5SExlg2uhxiMGiRAX4K5E5r6Cd4wAua3etl9wQeTWi52vnjr78S3Kk48S38IKs+gtsJ25PlnXS8FuUMgqcu+ccz4ZfrIj94PXL0B9MtnCsE7Uur9DCXGt4Nod8rqvFuTGwb19OKiZE6V2OrhCbnm/MMXW25MUcJc6rqOgDW4oMZUNbh2esoVzuJEIcSNwVzpFa8vD9Z2V+A/x64LcZE9vnT1ln9yvPjwH8e2M/bdabwFuRoQbxjfffXy33DmV3DtPIJ+spsIxsWgIumBYjykIh7iyIUiFuF5frc00jT23cjiq2YbbVHCF3N+8n+D6wuHq+s6S59JqcOWwuAfNtT2136+EwF1Xbwl+emoUB7fRIuuTbbQaw13vh8pkIBfUcn3GaPRxgly6nfn4dnr/7XS9RYwLvZ1+fuuuo86XsgCrPSPTyN09gXyyghb0GlvoxMmVjQVilVqgr9bOJPbAeICPbYw+pYEr5P4ew5bqCo1VO+uLsVOhlg8uKigizbXtefJDSE4hNeW9OtivDiC3kwFJKcCttqWvSaw5+HkFP0TfAbmAtj+gXBxVSW0nyb3qzMe3/+r8Vp3jzqq3yrTeanw1sYD2n5D73fzzyZgKpwfVaM0t1t+OQtxKgluEuJgKlyCj7uqJ2ung1l+LkSY1zh35eqvd34mJ3AbA9cLNstNcM77CYAdwe3Fy66uRlx3x7XzliTlqbvvgoi+wVjmMOdhRXqzqoDUJ9Jq0/BK5gFYE9//+22l6C3ShuFP1FunkI86XCtJ7azjOvSEpuHPRW4Ut9NbXXE6sfLCgBp9z8XHqvtoKFBf+rFVFBa4YSNzlwLruMOuXewexVO5Egcu2apt+Je2M02CAW46RW9yNvrMK0Z44aMXacXDNMgX+4Bt+m3UofZWsRf6xnJ/ZlkUm93zNlzp6/23GOS64/Sf9QBgvFdZbnVEOrpsPkwtsT3QfH/QW5Aq0r35tsXWHQRi3VLMFGv7g80LCdlpRJJoCbl8EF1WSyzBicsuXXA3uoiSKXF/tYUGBW4qT+0D0bMUV54STVibyzgAXg88rfFsB7VG7frtF/jEVRwm0bkGYIxf9QP/332bqLZt2lafnk3EB2tnnS8mVii+ZJvdre++FuHPKJ7srPF+KllUP6YzogrjJoJv4Sh2KCckSI/71aU4LmuuBy4Oe0EZ3d6fK3MK8yuLfqwMLrhZ011e7t5ICLpELTxmJpx0c5S5ngptYcXKAX6ZVFpNe4xrjyni7bf2GXMKV7ezXJ/+7/luwm3CVobhBvRXNnUVvBdsQsZZaug9p7jXKTz6R/bfQW5jtB4K9KT24slLHjYczehcLcQGuF4m6ONcDV5oGVkCQ4xbkuowzglGAiwSV85QXC2mKW3bk1iNYd4oN+MohcFloAe4Y4BeZWteyKErrdUuBXOMn/99/Oz2+hRWAa/71yVDcgN4KvNBcyC3sTlV3MX+9VcxqbBHi+tMffHJFf6K/bq9kwWluEtx9pGqZW0Xuj/7BDcD1n3yExJQC12nuMP4eMYg6+jvFTHBjc9yF4OiXGXKQa6daObgxeBbknof4FszmEN+GCjA0vlZxZ9Vbq7ihABd2zVvadq+487TqrWCLy4W40h2H6Q8gF/tqaxGJu/E2nJLV3CS4W4AJeSlY+zdEwIN0cFe4goqe6qCQDq5orj3ERS8w8ljwlRW4bkik84Txy0ZBLrD1NwNbcsnO9nwp9N/mE98KuDPUJ4Pdo86XUka0Al3tLV9xJ1N7WvT2n3D7SbPpQavINY5jBG5jx4dLEPoxAe6Sl6zSNlx0Dyhu8EnrcEkJOieoJrHE1EpCcUVzGUl4x9Xus3t4VCa4TYutS1EdRCrP4GZvIYy85f/PbwPxbTq7TxK4HOH+s/7bWc9vw/VSuMS05l6BM6Ac9RY2o96mYwtqrX3drweGs7nFATWAW9wETEP7qAS4Y+BTTAUXuHWKXQY56g7ajSWoBrHE1Mr6iq+4JdHcuucpTzBc6vZhMRXc5Wrbxq7R+OTXAK6dg6d3E/HrQXPPfH3ykftvwayyQq77gbSF88kJu9mRe8U1RmmB7cnrLSluYPa5uZG9jnoqTW40zjEGbozcRSZXK+4eUCjWU8HdRVwp1cZLEa078b7aRbjlHeUq08f2ZD+q5qJqMI6u8dIZikstErGl+MbZBrhYRqIHN0Nzz3Z9Mt3yjW+f5FthSnwr15Hi26CHbC4tuUTuLkGr7aT1FtSCWU9vobmdYja5Rn88cBs/ocbwbj5xVYp7CBVs9VLBXccj6h64jQ6efH0zBvHQB9cNbo6luarchvsTjnLrmeDa/YP9xO+yK4qLLYSqWwrknuH4Fv23+cW3TxrFzSW+nb1eSriFqV18vpt88nqrTUQ2Se4CaW6AXN5X64NbbG8v+sWPa5ngEgop5HYHh+DNB7fYIPSU7RSrqeCOxvDaxVOelJAjrqaDO5IEukCrwG2ZidHYQogQ1yf3wzMb3yKjnGN8K4o7W/9tHvVSiG6BrqJXoXvK4tu4f4zP08h1KdY4uNV676elGFPUV+uDC391SOAmyO1L+fEY4BZ9cIv1n/WMqo4GV2zyBiLi6oY0Au0DwwzFHXQz1H+dwDXJON9stxSMwD278S3Kk/OLb59kcGfov81hvpTKJytis/bfnrzefvLmBcn11dpVDpNrlmGRAVwuPO79thIvfpxkgit52l7dQRttz9vLUtxqEQ0KMTWttvYUuHTnecoDmXWxjWmPxTRw2YMOgMuIxtQWO5j8fZtOcOeqt7DZ9RaWe//t9PhWyC3M0n97Wy71UrhgU/SWrhPUW7LLeQfQ57F1BY5bbWFyJcSt1TzFXSZy48WPk2xXWdxt0VxvUe5htuKiGCqWL25NxingjvYitu05VIkSZfix9OOgtkqUAVzsVsGmBAlx/X2AL3jY/jf0NhLc6ee3Oce3UFwNrApvc5svpfPJ0/UWdmJ6+wlv7lqLrwiyDrJmdwHkaqPKXq7P+CmuuDLk4ud4d14KuDgZZXIBLcBFcsoHF00LGCzZ7Q5TwJ0c4IviKU94vVCKr9z3Sh79dt4iCpxZcXEYFK3XbqqV+AhxjZ/84Xz0FvQeXW8B7ZzOb33FzWJXLlgu9VK4pmenUHdxcnorRqs2eVsfkevUFopr7xfsnXxaSCWX65Y/5/a4oe8qM7n7MbQ29XEQ8rQpa/tQ4TTUisv/vxhLTJlXVODSx8QrdzTrd8tRcmup01q2Uj/xG+n7yTNlpNLKNhknN7ep1ywDRIg78DLKH7+01xxcqbjNV28huGT/Qm/lln//bTi+heIqZtPC3BnnS+Wnt/xx0vHt4XusFGSfmP/Xwa0s+vrCcQtyE9MfPue/cgUuGfpqiQcf3BEezQcsGlzURC5X0xS3vrqCrBNLfCq4a4c4xG1I0XOZ7QAg9iQVRuaD62nuEO33ZhGhEVoUcJtQPz3EJWjHldp7zbd/Ivc4T70Fswrdb3/4IR+9zb//FuxCaS27orjB2Pa46qVS6SV0T1k+2dq4RuXHvZJWXEfvwieHe+P71l4RT1kM5GL6Azfn9jW4ilwf3LVFiB6RpPbVojZ5sVjU4ErGCM9oRFiBS8+6hZlWu7sHzn7EI3v8YhpcIVe3BZrxl2tuJ33TburFRnwH7gsOW1klLEO63obm5qC3gq2KbwXaj+6///6XP72aBXdmvWVsj2v/LZhNV9wnCwpauddp5XzmS4X1lm6nMp984QWf8d9cv8yzk218K5eT2mcI2hqvr94mctlArp3+0DR+IpfX99PBrfe2MsAtbcWnSpAlBfcw1mbfTwO33z1wrrTV4BTFRfMgTE17TAcX5CITtin58hIdBkXrDqvekbYzOgy6Vhzlp98TcZYhXaK5eeltuuL+QNQ+9tj993/0qJA7u94C23z7b90Hf1LIWm5JcQPZZPCaU70Urv9IPtmxK3OVq31eD6T95C+MULBSELkLcXJ5pCGmP9jaAx3jitW3f0wDdzJAguh3c6Kk19Ui8dRr++Da/LOR03XhNkNxpw+AbUzSwWXNVbNdd6U+s9e8T3VdeJpL4mqDW17Zh6WkpLm56a3C9moLLRmDC3Jn0ltgm3P/LdD1DdwSuFPmOUJuZ5kvdYbyyY5cGVIz/DreEcSGKVNWKUDuRQuvy0hDodZbRtJX4Ir1McvC6wZq2wQR+mp924cm8glM2wPXsrbGz73rXk2Di3otWPq0Rw0uNFdSU0hwcX0IdtKLac2lENcUXnzolhxy2lnIzUdvleL+8NFHDK2zR8lA7gx6C8XNu/+WzY9vPb3VrjIIRmlyfvVSuICtF9+etnyyZVdg/Xr4weuELfQWAe44phQlT3O5ORfTH+wyEm6g0+AKuSihArhuOBsaiCaJCHcFz0b5ICI3BVxOD5vElALXrqzdK0y14UaGqyya6w5x8SZC71rNHjYoZGjux9ZT/qUm729mi5qQm4/eygVqCVWhFuCC3Bn09jj335o7bdBbgBuPbHEHdvOaL6UsFt+eynwy2LWfVLnUJwmlALlfGGpRZE+aLP1z2wpcyxO0FeB6M8p/p0WfylGGyBkB/EmBO6GX/a0jjrIGl54Sy6y1+Yv7NLhirLn1ZeYWbyKDGiXjSr1isHS7tO3agV56z570ugKN3nGc334EaiNPWWmuZTest/mf3+r4FsTiQnIqya7lFuzmWi/lFzqe3vpksIshNdBbb8oUB6+RUpC37MB95j0wa9EWU+CCXBQ/AlyyBwBEOxHibgFqzuPK+4ICd8Sq2GuhajEO7jKRKyPnwoZhdAC32GiXnZVWf/fqs7j/gKukwpr7dtcVTI3fk/yzFGjw7e0/j6i3QX4pjazABbmglq+A3h5X/21WbAt22fg4SDEbG5+c+3wp3X97euuTdfet1luEuBVTymdX01vDMhKU14cUl2PCnzW4IrmgZ8/zk63eQnBTFdds1u71+lpxJRTFjpOgrW4kwF0dfv+bsZ8PLLbo520aJyRILh8GXSvcfuimYnbdzvoXjqFe6oeE4D4knrLWXCE2oLfH138rn3S5lLtUckr7yvnOl8Llo+vi21OWT86ed6H6gcY1e1BpkrO0b9OBm8CWncCQ4nZHo0qlt67AZdvEV1cOxhG2ByzQ6CiQcDVNcZkENxJOKy6RG/aUMY19AnAzDP28NbOtP6i5EuIyt1e9VLNTMbGzPn+9haeMEBf26Yx6m3//LZDV9clQXLjKul5KiS7wzbNe6lYX356+fHIauih09AYp24NKmyl928W4et9mKrjCpsz5NzHhrgKXFfL2OBY/HuwfHu6/IWqLrX8NFzeOkuBOBFuQq8BdRnC9oi363lKxOw1cFGg1zfrQcpBcykDZxoKXtm3+WRx+9qGPoT756o88tYWnDHJn0Nuc+2/dR+gcCIqr9NZq7vHVS/0H6pPp0m4yuvg8dJ9xB5VV4YZC3K8tuId632ZqjCuHRrVo/iHIBbhwlrXBUXZLgsY+uBLikoFcvwSE3zX2MT5H2+oSXmQKuOgc7EbvVOUAuXIYZCqkvqr7O+v/zF9vr+acMgzggtwZ9Db//lss5NN1F+6yVlB6i3EXR5gvdZbqk/3GecutVtx3pJAPvh9C3LHet5kCbnVwn9vOYf/SezseuGiXC/um4iiLa6rAFX5Arq+4HIvWtvD/tAUwbrRIs7GD7w7C4KJzkAXX5Zkyya23X2BsFbmsuR/nrrcIcaG5BliQO4Pe5t9/q5VWHQPhOAh6qwdMzVgvdUbqk+lScgtuVR/fq/W47xeFuBeRD51Y3LeWDm4NR0ZNUajepgJ3Grm7DUy1GiXBnRA5cXIVuBVvV0JybHMsc7W0vAFwQ28inFJ2sy7KqZrLBS3Fr160eqs1d1txe3S9haf8WMhTfpjJvW4Gvc23/zYtxoXYQnHhKvvxLaiddb7UmapPTkouqPU0dyFJbvlLw60cBsGk3jELXPt9o8k4mwG4mlyNSt92y5UnClzzuiBXgQtPuYiXBLmlJa/sMQzuyqq4EdgMDM31qP3qqQ9dfKvJrff/VNjm0H/7kUetB+7D9k64nfv5baDoAulkmIB7k9Zbuo6pXgp2evPJl2s3WfvJsIU4uaQUF0UhrsctQlwCc0WBiwINkPsAwDVxrvCjbYlR6RO1hhIFLoe4PrmDPR/cH70KY0Vu+cArewyCuznkfxN5EEjG+ZorSvvVix+qeRdXCrny/c5XL16Sn96iIcjiCtVNU9xAvdQx7r/NZtbe+VFuIV1vc58vpYk9vflkZT63vt5KGx+R64Rk+fkoxK0BWw5hEeIqcD1NLpujWIALcoc7ACSx6rothYemzT4JLvMDcmXS5NgDd+xVGGvrxfeKTQb9zWxsV4uNanEg/15sBobm8lZSgVaYpTtNboekGMjmqLcIcaG6YNYq7qfheqnj6b8Vxf1VURt3ltMV16dWRPcY66VOc32y0lsHbMZcOGFXyBWhoHrmBRfiOhyjOf9SBZHlKos1oYtcQrXUSe7UHPy2o1GpEre24FhCXFu9DHBLxsBuDNVNBhe7MeV0Sls7JsmulUAL/+b6kLCtdpt8so13KmhuS/zjiFpwC3KfclILbHPSW4S4D9FN55QfluvbsN4eQ/8tw/vr+/fc8/67aZILRxnsQnH967jnS/136pONAVptIrhCbueDbwha2DM14TU2/cFAK4r787qx1SrAlcMguLO/0bfjGPWlE7/ZHu5uLgGV3SFjK9kct+SEUP3LPb2AO0quxF+jN5PX3EMI3Nr+uvu/rCUnq9Ej2AlYT7HVYbHaILXtjqKknKf0mHVBzM51niPQ9d1kgEvE2v94ODOjDGJz7b8VaO+444577nnwQUeunjBl8FWKm8t8qbOZT77Av3xoneKyfc2hLewirncUw/SHlmWrTNZrNcSKABdFk2T8kGIjApc68Zu1GhdNlsrtamd1VVAhVvgZcPYpgHA2aqNhTMA1Sg+TSZPNbsNYlcBtthvWwK1vA+8R9WIDhm/ImI/7WG7pBZCMA7v+spFc5ydrfvV4qW8TR7gPf/qpr7fsKcOU3h5x/21Abn+11LI9yOTqcqkEsgD3phzmS53dfHKi/1Y7y2wGXkDLt4vkFJeoxfQHS67FqNcejMRkeyzai6BQPQct01CLOmdKEUOWWpCLSXITZ+YwyCe3KWCNnJFPS7+NtV5b7d/l+R2V2JALX4vb/KN8N2rKmI+KcTPcPwdWpiJGhe089xVQvSOg/ejTTx+/9/F7mVywy+CG9TbH/luBVqgVe/9BSy4MOgt3GeDCVz4N86VOWz4Z1Cq9xeVrrbn7QlhzRVVMFsgtu2UkYo7bSk3FhMsoqhIW7EziNg5WFLmJNvtJd6PYLyVW4lckW1ZzJm8HMEsu3jVqNYHQkqu4dj9bQe8xGf9zQoPPr52z3vL1UQzaxx+/916+ezymt/TxLbDNqf82VWzJP34/Yhbgglwkk4OKe3rmS53W+BZ6qwU3ga7oLR0Gcck8pj/45NotdhW066qYkK/PK4K/yzkbEQuSG2+znww25PWrPrnlNeOXR2aT2c4icvuQesozBcgl47eDuHE1mO+il6lP74T3FZh0lEBLH3TP9rjTW4H3urzPbwVe30RpH/KoFU/ZkYvoVshlyzjHnVVvgezZzydn6i0uH1p7e64NaDW5NkVU0QUaMNZkJ2HegspykFwHrbxryJc9cjP21cIsuSL1RkPpQ5Q+oLl0rbnHukW53bbhFfbx/PUWgsuFyh8xtM7ulYvIFWrpAyFubv23mUEtYXuHAhfkCrPTFZcMejvrfKnzkE8O6a2YRvf6D+ogSpPL/NRibfZ+TAifFhaboAFylfXWOL6F1Ctyw/tq7W767ZGhT9JMiL4D5Mo/p2Ki+orzNdqe0POsi/nrLbi9+tsYtHJn7VPxkwXcb3Pvv5UL0D70kFCrTDxlkKuQVewWoLez9N+C3fOQT05jli8IrsesfLrooiC5wg8b3Fbw4/m0SpOzNZcnwQ4GGy1Aq8k1+2rlyYxx4KyU3kArhiF35YDmiuPPi3IxPhnbvN1UuBOJb909k+uI5Q93Mb/iJQPc3PpvYXdRUPsQU2ug1ewysiAX3AYUN5BPDs+XOnvzk8N6C2oDemuxnUauk1NhyCrVGv7Ks3xa83VortqU0FyrpxANchlcOX6ysbX8h1L6pvV6oclG6QOau5Ycn6zI5VkXc9Vbvf5WNBfUGuPcMkELTzm//lsHLyeiGFrhFoqrwYXmglttT9BVOPq+Aqb1HOaTFxaEXOitj6y9Ywt5y8RPpLYu/4y/chzbwKDJ0Fy9KaFC5UkBcu2+2grbeDw258yfmzS3s+QOeWhySHPX9PhkkGt6cj/29lbTupEBtnsdW3yLG68r+DZObYzfxwFufv23CGz/Zu/cQiqtojj+aRcyuzdRSUX3y6mInoKiiKKQrhDTQ2NkZQ4DOWMPRuWFgqAQxDMQ6osD00wyJmGMndBshJgQohhz4Aj6EBRhDFHaS5H00lpr7/39z3fW9+3T0XNOOp7//i6mZyqin/+11l57b4FWBGg1uNCAaXfETJBWsJ78Fo67LevJn37qy28FW769nit2SsrLCZlo8MPI5G99ozzXnJRgk1KqMxUilyeD/vztJHVFjlLr1Te/Tb6nQvQvImfII8XVnov68xFk1fHk8l4X4PZnPiMIB42UOb9laOG5wi5dESFSLt36WxpRcEGtl9tbTbQcD+2zZgTE6//fL7WF6slf0hlBX7wRm9/KxUMur+fu5Ioxs+bJCa0nw3ENPxHPtfGxW4kvc6decvnXwZ8ng2xmbYm01jE3uuv3RYoAWOHfOHR6RMr4oSLXTDUf7Pdtw0qD97qA3/I+eu8RzOK5Zc9v7dFA/DKeG7XbkNxSrr/N0ZDm1g+ukIveC0g7Ll3F7i+1LfqT8/12d2fn4D1m62QtcMvyR8sHm2xTVavOCeNTXLFTJ8NZP8XHUhJi4dBoD7nUoHFyNLN0e4/TdMd4ywRbfVIxG+tqtecetociSfZdgNy7KcVFfjs5KL9k+qYqkd/y5dB15Cp9jki5NPO3wBfcJqIb5VbItWGyMlznuKFu2J7n8RVXTxanMMcV6PlbN9xLk4t15AcjTVWaXP+0jUObmTHEokHDRy6vOhpf6um5Heq5vSNYsIsCldOrHmp4LvozTPbt3cwRx1cLtpf8fA/FGgcF3IvLnt/KgL7OcdyIAG4p1t9Cp5TfKg1F/VbIZWyTFfjy2210Hp/fbzEHNDl4jzjFoie/NQ94rqY2PfPWW+mULydEiQgSfgBQ2KCB+q9t0Egmt//XIEOoRtWzNDrbb7GF07vexUiIbsPewzgUCccm7fR6bt8Ry63otS8o1qBUv68N2JY3v6UXPDdSUg6/+vzrUq6/Bb5DD2u/1eCCW7mE3ES/JXDXcx7fNq0nE7hf8pzHIeydrPNby64mF7s/DB/f0dDQcPwFb2TpTpYVRfkBuioZlQaNZHK7x1rmGFtN7rLsTu76tSyQ6KG2obQrUXGcb/stsBDISy55q3BrNZLuauVUf36kEvktDBfk8ojg+/XXOdxucP1tVHfCbwtHyhZb47nx6MorwHl8Re0vtS3ryWedsZs3/031897JSmDWvUGuozY9/BZD23DVVVf5ySVFGzTM1mtAVzdNuqZjkKv7M2bH2W81uWvBfvnHCpW2LQOyG+rYaZ3FX3/9888/JwVvuuST77k2Z7XWT9RKhv4JuGVyU/wfpf9AZfJbwAtySfBcgRbUbnT9bRRf5bda0fyWLpALidNay302WN95fNuxnsyyEzyH5r+Kz29jDFfItdAev8pSy89CnmvD1XCql3JCA4+/QUOTi/6M30aXehyrPXyHf5VpTFNtef6bk1bv8qTRSadfjdXSNf/7yZZRmkk6r/GbH47a3T0mw8+9/cPvs7OzC7OhJrqt03/zDf1/JTpTylHkubJdXAXyW8MudKWQ66B9BtAC242tv4UwGXSnV0Pgli3XCeQCXsutcdzi95fahvVk2+YoEHZNxee3dGk1ELnp4X0W2gaR4TeRXJSIxPxs/RkLFKzip200ua4/456TGUsqFZPnstnxjOO4Z2V0onvnzsVgLiPKztLy/t9GM0ajEyYKIGxlIml6emWJJpJWfzV71PwZ/qkgOz6XmRvPZjNG47vSrRxqpGazmTnRaMuMbXHcu/fiiszfxqEr5Eq3MqAt2fpb4IsU906/bs3NbzW5gNZ+wVXlYudvT+v9kxP8FiI8h1PDb71zTkJ+y/pq9+6GPHKv2gFewa2HXNegkbuoF82SIuvJKsWNkJvbVMWErfTYpDbbsjAxsbwadDhyM6u0T+QifUCUmW09es9vFFeLsgS1HN+5Oro2zd+Q7y/NBW/Q7snkuKP2T3WsmS9up0+JpunXAcfEwy1rPUbZ5W7bclGR+Vsamlp5fA2rLe36W6Uhxa1SXl0KArkWWjhuqfeXuu60rCdjQ0dmNDm/Path9yQZ32IOufJlHLZ+cqVEJP0ZWOkDcm2KC25xsnaUXDRVkb4Zt9xOZ2fTsm3NhJArKAdjrf3zgbFgBre36bfstKGawOXmjcVd4wy+E4Ea7CdyCdzQuO3fbC1jv5hbbU3R9nCXZaftD1rSqb2uWars+a2TRhd7nhe5vxTpP83fQqeQ33odV7j1kQtq4bgl7Je6/rSsJzO08oxfxId68u7BQeKnLyS3wcTKCeDusORq9fc1Uf062v4LcrF1VOK62p3yyGmqoif5XpjR2uRzwpnwNHlhahHg0l5YueDSSt/5xvFpcGs+1jJ2tBPgotaVpU+6Xwcjl9Q1uhB9fKG7a4bctmL9ydpw1anV5Vh/Cz1GKW4hwx2C32oNANuI45Z0fylG97SsJ+dCK2+d3xqZBg0hF+jGYevxXKk/HzmKhTaa3MINGvKxg+y0Ycl5krF0Ca37GzaG5khnyI/lgtv9di64/Tu/YRohByJt9arBDdyviPGF1MwlZwQroa13d6XBbTn9ViELdBlZWG5Z8ltoqBC3d7HhCrc8POSGfsvPoLT7S5FOx3qy3c9Rhn/+dnKwk/npm28w1NJI8NsEz+2SLcPbv/toxrsoML9BQ62rRdmZLhGHvj1hwMoSy81a2DpWqfgLcFvpRxFwf3UwSoIbEjrW2xQH7rj7u7aQ5d4wF/5yoC3RZy4ua36LC20Xucgax5VrXftL+evJWipM1nLcxuo2JleglYeDN/DbrXbcAn57etaTfctvHbOiL9+jlT6HuUEDOa5W6LcgF01V6eHvXhb95SPXrqttwhSuWlcLT3bgjoeM8p6TBtz9gaN5VzoX3FQ+uGGC3LO0trZ0OwLsIwBXoBZwA/stLk+9E3H6rr0UKpd7P0c3eauk4uRi8tti/BaTQX675UjZ57fwXMetUaD8lsc6+6VE15129WTxWffyzt+edexwFy+z29n3gctuk/xWkWtOQtgjzO6Wh99zyU5td4Y8eM7Is66W4f7doTe3wLO6dob1PEvVUsuYx3Fbx1yCPD0XkMb5R/LB7t4/UZy6fWVpaZrAbdw1F6bT3Qvun9uxi6eGyu23GJcqv0WcTPc681t/PVmnuAUNdwjMejz3WcutDO24Dtri+6UY3dOznixCbuudvz2e7uJm/kPHYLiaWk2u9Ge0C7GGXBofvJpOJJfxtK1LWNR7xL+utul3B9P4Mh+C3d9qmiAduOf5wGVntnmqTNrO2Q+uUZnr11FXbF4bD24MRrPZ0cZl+Z50U07s6oD7prqayXDL67c8HLZKxfot6C2unowU1+u3LMHWy+5txnDhtwyu9lvSOvqlxG1Py3oyjDZu/S0cF+Sm95zj89tjilxqqnp5N0nApednr554660TPnLtZFDuSQmt/b51tTQblAsuze8QuQTurjVXAPaCuzyODFd0e+jT3zpIM8Hyfjq/ng9ZSDOtormW0XAuiEpTqZGy75+s3RaGC79d3/m3/nqyNtz/kuIivfVnuXYAXAhlqdh+qW1aTwa9yfO3qCEThO+gpKx0bDctxP82gi1dO3Yc2y12y+h+QNCSvOS6fkeclGCnf/W6Wu24cwKubKHRBcf1h8oLVH3WEtz3S6gsIbg91YT+rZezYaEqE1aYu1M8GVRmvwW1WhXLbzGL67Nbed5lM1wPuD8xt1EFym9Zsf1S27aerIjV87f5akjw26t2TA4Odn7R9y2wleeOHZ+x33J8LMgWJpfPQUBTFcuSq9bV6hw3s9DK4JLnpmfCytGaH9zZeHBXgv254NK/SW//ob+aZ/4eDnPi7JKzdD5SjEpTFcpvL/L4LT1LfD5QwsG3Q/8hxaXZIJ/fEtVRvwW48Fuf427berKiV83fRuBtgN/qMHl3p1R/QS7bLYvj4w+AbCFyu/rQVAXBc+N20PjNVZQ6GikNlw/+WHt2EH4z7ZsOWu34T+C29pqNzy+/5FoXWy/dji4qMtzi/bb4hilvfsujjP3Jxae47Lc+w+UU1/ZLQQH8Fswm9Ett13pyjN16HdeX3/5CC/FlDc8xOC5zeyyMj/3kYlHvga4ItMpzOcWNgvvn6ArSWXbcvsXa2uvcHFEGDRhecHsiygNXcuf5yy8ncBvcjFCPQ9zMBW3Eby+yr0J+68tvS9uf7K0o0/BHyvL2RskyBozhCrpxOa4AK+xqw93O9eQC+a1WQ3JdanLQVH/nd4SOa3QcsHrJlfrzvpozz3wr5b6vycXZXlbonBLR7Gsv70oxVXtmSwcyUIDrCZVXIlrS4PYdMHtdhH2OoaO3UtfU+v0WjktXwQZlv9+Wtj+ZpOC1Z98+7Mf2LkTK3hTX9UtBQcRvAa3ul9re9WRPfovZILQnJ9aTKSdltvqmHLY0/gu5aKra99aZRm+BaO25OAeBmHXTRqsO0jXCjeeUTtReI3BKcwRloMMErmvRaGVwe0LHXZizBM5lP8ySPvwwOzpK7/xQ+XC48fkFVE0Gt9IL3TWzPr8FtfwU+f2WhtdvLy1pfzLf8Z6rImVNrydKvs0OM3+rQmUkuPaOqlpP9ua3Wkl1KdG+rlZmq+9VAhaGW5Bcu1PVMEEL+T1XUlygS/XnL37POowywcTUoZ2LX11DzGHdDhy3Y1c6vb+RomgHLlEcQr9KR2rzksDs2so0L1eIgttHKa6AW3sj0mL+Y7w099x1+y3YZXw35rcVOP+WByaDFLD4UoOr2UVVCuwG0fxW90tV68mF8lsA7I+THbnM4OFjqCc7z73CQ67sn1FzxRWg1u+50qCRf1JC76JUeg2Zo7tWTxJ7Yc8TG2LrUfmAtE007goyKzng7qdlRO6PrtLeFjdmO8iPOTPOB/fI5XYf1uvc7wnMBW0kv5UBZNfvt5eWtD/ZYavZJRU23CEPszIoxQWz2nFRk9L9UtV6si+/1Urw29BzicErLMaMrfLcE3tO5JM7vOfV4wbbK2gU9lyOlN05tVjU23tyvCcMXdc6Mh3UcozVAt2p3qMnnUkuyaJ4gJtqfiAT7pbRkZE/2mPW3+eDO+X2T77C+Dfmgrr2bsxvBVvht+L5bYKArPJbej1Gs7j+SdyBgYc8divcUoorkTLYjTiuPPip2a3Wk5XhrsNvoeOOWgutPEPP3fPLL5PvLSrPffVVITVquTUez6UUN7epqtU0JssKH1SHgbEY7oEvuLlKZH4GcLueuSxMWdE5FQeuTXEvJ93Bfzf3uRQMd535rYwy+23x/clgV+FLKa4H2qGBh0Rev2WFuKrilHAbh608qvVktfX5+v02jI9ZCJNBrmnQiCGXoMVV2HO5QUOtxO+WFmIlQq4xnaJI+eAPAX4eBbe57kbVgqHB5fnhEeO3FDCfZdbhYl3QBv2Wqa2c3/r7k/35rQxKcZN06wBR+whRy0+v30qkDLuNOi7aLvQcULWeXIr8VgvIRsh9lZPSgzv7FnOi5X1M7gc2UIY8nktZdP8XR3G8NTSbBZnw3kwwxob73t3zuzJJ4NafJXYNuXmjvOmgI9g/uf7+jMuLZQXwBvwW43/Jb+ny5Ld0KxG3CSuDhh4kaCEi1+u3t76pMlxW4N9fatvud6H8dsP5LSQ+K36rHHfHy5200RT3RgwDW1Ekvf3sM5C7L+q5rv68b7grrj8jvRrWozBTM9dC3KZ636N1gT+4vFSDW39Z0OECaCC/moo6bv8Uzq2ua3QpM+aCNuK3rK2R34rfxqW4AwOgVpGr/VZSXGCrHNe3v1S1nlyK/NbvuACXGzQOcIPGvhxojx8/Ezr28i+TTQdPaM9FU9W+H2tIsacWdacXgsw0+DM7Pi4vr5J+53NEvhldC/e3cLLg1l8YzK305P50KTMqjkvfZUmOSymu0wVBzrqgVGrEx63fbzEqmd9iQP78FvyS8lNcl9QWJhd+ixRXgauSW7Bb7U8uXX4LwWg1vFdMHZZTOHOSXIL2Ciooi+EKtPcMDjbdPb/HcVsT5rmmP6O2hpVILvVVNNJxfdM5K/Ook2I809ExPivncP4e2MP8qLK8tLLEMuCSrro/mFtaMT+lrZWzNKWbZsddk8+tjC+0UjMydH90XZDCtni/3Srzt4/JQ8XHSp48V6CVFFfpRRqBYJuwv9Q23u+iXPkt6lMaWh7H07L4p28K0Fps2Wy5csVzs1/sNOTWOM91TVU1OaqtNeRq051YlZ3LXe/FtGExMyvTSDt/XQ3oh7SveRCMGgUG3Jd+mVyUPzpOO5uPZ4PG5f2p7hSBG36OwYXhnhNE1wVtzG/Nq+L5rVxF57csiZQ1tJpdHo/E+C1S3LhQOcFwq/XksuS38FuFLosY5YX4Xa2H9wi0Vq4o9fKgOdWnUw4j2cPc1vCo2cdJbY2SJVebbu/YxMJsi/ghtkPmvZTl9KBD+5f5IJHl/aHot8lfv7DV9x2aGZtYXlign06MpezRQC+EnxtL5TruDXOYM6IfbMRvN2l/ss9vOVLW8bFmliTkKr9FiqvsloYpTql+qWo9ubz5Lesq7bes4wzhcYbWYWvIpQfv/YrzaudPELSsmiTV1iSdq93fS02Mo7YVGQVi6bnqmx/5m420W4Jvd/LQ0UHZuLnvSPNMtyjVRbJZ9TN7n2mVYD0X3B3OcKfVXND65m8r4re6P7n4/JYdlx5DQ7YS9aRcGlvHLN2k25Tf8vtxIJtLLxxX9UtV68nly2/loQRQwWyY37ImOyPHV9touYauRA0nbqFxYLhxToFLq2lpzdAfL730VzqdTqXTM3/NkP6aP3Lk6D1N5gz5I/X1zfQ9+hmJoJ3ZK41SIzMs/isr6Xh0jc+0J8a5G6snb53+ZIZWnkLrkzQ8jku3EciF32IyCMQay4XjKsOt1pPLl9+KtN/S5QSCczoujjVFNj4na/wx5Ja/iKqWLhoJW0WmaEnfGXZ6B+BS/wSD+91LrNdek1d7e/svg52dYvXk9OS5I1SmokxWcA2PmeeXfOVU66Z93bqgkNwtNH9L7Bab3zp26bLUJvgtDeO3IBd+mxApA94gJrXd3vsnVyK/5RHvtxpdNEu93Gnbj815tQIucytDSbhNqFB1dbWmT9TVXoiZIVOcSjG5d78EvfZSe1t7+6Tk1k3W6SmUvkTr8nzdnJ0O26B5XdC2mb8lufeTT/otF34LcsVvoee03coV6HryNt8/2ZPfltdv5YYIVnrAcTnFtSt9hB9eB2+81kljK+TCc7Got3lfXW1tXe3ZLVmaGWJXpGMzs7PixYfmHbTOcNvsKb2dcjYRe64iV8NbR9s8Go3PsuFuvfnb4vuTwa8ToFXEmgHBcyN6thjHre53Ue78VuGbjy0KynDcyUFZ6XOgt9+e6bUHfqsjZb5DzwW1DG0tq06u5cYW3gc5aFmdXR6T8lJ6CoZrwJ3C2UTmn3tIgas99/wgY5W3LmjLzN8W358Mv5WXI9dDr5LEyTrFhd/a14tBXL/Utt8/ufL5rSYWw+qjTrfSxy643fljDZiNzXCFW/FcU/4VpxVq6+rMq755jLdB3j/Gx27SR9peA7NIcc2iXgnRJcuNwzYP3OsfnV01WkiT4Z671eZv19efzAPUGnJ9fushV6e4wJfBrZ7HtynyWwMvsIXfhuye6MdBuTJts+jxWx4huTXDJj620NaGb9bIDO1S3m1C6HRbJL+liyNlSnHNol57alHflMdwoYv3zrg26q5nXGlqy8zfbjC/hQr4rSY3Iu23gq0BF8xW68n/U36b4LjyCNUsGITk9k0lT+ACXuO5zYiP5WWGiF23eYbUPFL/x3chtTDcl5o6m8z6wJQl9xOv34JcRleUPnfLzd96+pP5Lui3kN9v/eQOKL+VB4NbPY9vU+S3O/KgRcNUDrn7IuT27amB3+owmS4zlBy9Dl3oj5fy1UYp7kFaHyhWb8md9/ktlIvq6TR/C2yV39o32PVFy4mKiZTht4It3UH1PL7Nl99aeO0F1UTInf8xyW3zmK1R2Fq/jaBbX1dfD7u1z3ZSG1YfCbl9Bwr7beSckS03f5tcTwa2SppZv+d65ElxhVvtuNV68qbIb3kgToZqzhzuQn14SgyXHzpGxgC2QFceIbzQjxwpg11JcTW5fW3/yW81tltm/vZqr9/ecmrolNdvo3ounlzIR26s38oV5BJbrSdvjvw2N06OWq7kuVgJ5Jm/1cAiveVHjMIUFxJuQS6JyP1kPX577paZv/X1J98ydOqmhx9++PkBr99qKb/16ulH9JI+sKsdt7rfxSbJbw2zMiCQOzMs0OoEt9Zc0aFVZ/xW4xu1W77bRRFyDx+4vBi/3Xrzt0qO3lOnbiJqbyI9CHIL5LfP8fWcIjcRWR4g9ycgi7KUeQQgtrrfxWbJb0lgVm0yJX2OcsXJ67cCK79jVZ9DLfod6WbPxVTwSOX8NtT3H3/8eUjtRZXqTwa0pwAtaehBR+5jXr8Fvs895vFbYIvX0wD3ReW4fMNxq+fxbZr8VhDVGa4MukKz1X4bHUn4kqJ2W89XPVLcnNoUPJcD9Da4bcX89vvvP77vqafue53IZVVu/hZOO2ShBbiO3P/kt/Ly+y0c92m6WbdhSV9OwxQc1xFbPY9v8+S3oFcJ0XGc5yYFyGr21pfiwnB/ZmLdmJlpa2uH25bZb/ly0BK199338etE7v8wf3tKklpAayJlHgOMavL8rcK3sN+K1ZLM83Hb7/hifn1KFFTryZswv2Vpv4XjykNHyMp04/n98aM/FLQ8AC2/PvmkublZmGW1GV1eOb8VagVa0esk8dzK5LcaWujO58lxrecKse4Gu+AV4znttxpeETNMuvUnECtXroJqPXmz5bcO3yt8jqsNtxaG6/Xb736ZvOdge5Raef6IKLmdoBV94jxX1F6hejLiY+h1Ibd8+S095Qa0DxtqFbiS4tIAufcCXW23FmCWj9unzeCHedMLhivcwnBJQbWevAnzW80rBpAtYv4W9H43ODhIJ2u3K8N1kXI7Wy3UxtwC3Ar4rYWWsYU+fuL11594gsgtV34rVxRaQZYeGlyxXImWsd8F/BaOC7c174LzQOK5xnpd70WkJAUF1XqyL791r4r6rYxC9BY5gVvnBu9bRetq+9pjU1wHLfQJk2vVPlJmv2Vof/4Y0EIfM7dM7qWlz28BLb9PDRloga2KlAVaEy1HdoeDNLpGRK7fcJ8OoQW1qv2CFVTryb789qxN5be2KOWpJxfMb+tooY9sHbWYb7j1Jj7WaoMuL6/f5kIrT4i4teSWJb+VS6yWxeSCWm24llpDLkvntwZaUOtevhzXWO0rsds6KgXVenJyfuuuTeG3DLCnMmXoLVhQfomX5/Xz0rzIXBA/Rhyp2nMRKRfltzDcwn6L+JigBbYAl7iF55Y2vxWrZWghwVZuecJuXaQsN5PrqSWDW7rhuZ7S1CuK2eiAgq1aTxZUPz0bzJY+v+XHJvJbQJvcn4wrYQK3/QBvtkrkfqIcN4ncvc0aXL/f+g1XmI34LcXHT1kpaF2KS4YLckuc39qZWgjAxuhBYOs8V4LlxCgZ6CZ67kMcH8eeNSKRcoyCLVtP/vTT999//40zQr89u9T5LV+bK7/lC9BChRYVuMFq7jJLi6LU8ru+fkQxyxei5ZHS+G2e4V7082uglgV6AS5zC3JL4rfOcU8NDQFYl97yQ6Q993lgC3K124JbYBvruQ8xtc9parXf0gVwt1492UIresORC2xLkd9uQr9lbJN2YUWW6/db0XAXbyzVlu+3Iu25EXJL4reOW7DLyNLFL4OsFnGryC1FfhuJj4GvZhYaguNaekFunOPKI6IotI9oaLXfagVbrp58NlP7j+PWkAtoS5rfnrN58ttILVnBi+H3W1Fzurm5Puq3Dl1EyzBccyNSLoHf8g19b+zWchvPLiJlkLsuv4UoqSWnvS9KrBk3uXdM8wWBC2Tte0BTC25Zgi9koZVS1HP6XKBonyNGREG44cUWqCcDWme4Qq74LY3S5rc8No3fou9C+y2GRwnrgerNgECuYZYveWMyaCN+G1tLJmLNMJcnxQW5ynGL81txWkCLMFn1XChyLbEWX0TLmlrtt4iWaVBSa5hNQtfhSg+toGT15LL77QWAFuAKuUC1hPktaTPltzrHdeQiTnYvj99Cym9BLtC19156YTJoI34LbJHiErOYBYpFF9Qqcq+0owi/5aTWQauyWz2B+3DUcYlWM3I14Jm9jSX3aXkRszLoHccs4KWHBner1JP/Ze/cXeMrwjAc8YKCN7zEO6IiJmhQUAuRJIKaRQUFxUKwUAsRRBBBbC0EbZcgi6WFRQqxCKncIhiwk/wLik1Kexu/79uZ35vjO/OdPefMHs+u+86cOev9+vjMO7PqzQAW4EZyby7Wbwfo28Br3feluvj2Bpsg95MwjVsBV2YE965OvmXnKrZGa1w5QirYJecasY5vHdWycQlV3ilDuUzuO2FxfKvAzhbw6vg2o9yN5TlP/ulv5jaSu/r91vbJbr0Fu818C+GCXBjXfGv5oaBvueIasfmdMudkPt/qQqWWoYVx0W2t7DK40G3aufBtTrhvG7Vz+zZ9HVTCtzDuIs+TE+CC3BXvtzbrzpPb+xYfKs4NylVofxDdFvUtwP00niebcj1wmdx630K5BC3BK4+bHZlBtAzvt9glhzfwRQxVcIv4/ZbZ3Shwnmxj4efJN+V2yiAXwl2tfouZ/veBgG5j30Z42bkwboC2qG9RcY/iDS6o5YpLecXInaPfxtxzkcYWog2ulZHjVgeplpwbuc3mbXAb38xsfGeNuyz3tzfnKy47V2hdoX5L90Dcb0FtG9/Km8iN+2McJZf2LXbKSqyHLngl5xqxNtP9FugyuP79LZ9LqXAnwbaZ3TKMC9+SbiUR2lTALFTL2fDOk4fkWzlTZm6ZXIF19fot0HXvb9v5loV7m5ELaIFtOd/iXwcy24YlnSP2rT4yTsy3lORpssNrHL5vJXam7Dk3HksB2Fcd3+rC2Fb6bZbdjWXxba7iIorsKvZbPNn7W3lsNvctC/c2WxRaTjHfIkef4lzKAZfR1Qi5EsBLvkUuGvqWucUtblK4W0puPFbO9Fud8C2x+x6mDEG23rh8njyofivCdXbKIHel72/Zt8C3jW/jm42rg1PetzqO6N8HohC0MmTKMOd6vgW9k+fpbMrxLe+ThVx9DFsE2IJcIMtxz6X4v55s9GbAXQbf2jcdidufA6/ISt/fkm9BbVjb+ZahFWr1NZ9vZbbwLeAVYFsIFwSfqHId3wLcTr7VhFtcoEv0xp4bjCuTL4HoHgjIOodSDO4SnCdr8re4yKlCu2r9Fnvk3Hlyh35rDZci2PbhWxvn9cI9IlzD0Cnkpn0bXzHPd+m3Cq0ujnC3dN3auuLcVt+7gHH9rfKPZNyHTbjD861TcZGfcJ7ca7+9YzoFtuXvb/nfvyVsC/pWse3Nt7ZTBrSNjGvcRnLZt1Rxu/jWom9HuIqtkWuMps6TsU+OL/Iths4648K3gu0gfetcBlHH7anfgtrjDz88nMa9ch/3t3R9277fMsA99FsIV8H1hftiqLjgFUNC5KLbVtmddPHtbEgmGWRt2KLkYpvM8Nb3W3thpvINwEW/HZ5vjd3rmFtK//12eizUSg4DuZLS97eMLFNb0rd99FvQe+4L98WccJVakHvm3N8C3Pb3txZFd+IV3GDc4Fz/PNnvt65wf4RxhVgYd5i+pVvcL37mittvv53+rNBajg+NXMW28P1tCl46mZLZ3begt0ffGrguugCX+y3ATRm3mk791oYm51sMjTnXP0/2+60tDrsAF/12cOfJgd3qcfKXGtopB1oX22/v12eq+2PkUDM1bMve31L4PLmwb0PL7ce3t6LiJnVryfZb5Ix8C+Pia1Mt+y1C4LJv0XMz58l+v7XpG/cbla6sG/CtzWH69tJOeQZtilwId5H9VlULZAGukAtsy9zfsnD5PNnIXVbf3norUcvsZvstQr4l4046+zZU3Hczvo0vkMvx+209tIosGVfJHWq/tTNlgxbUJsiNB8qL67fYH1fyweHhxzKM3B7//Vudy+1brricI7ff8rHyA8l07bcR3HSMW3YufAvPOv1WFv9cCtI1cKNvi/VbCLeAb+NlEEFL5J4atQvst7I/ZmZ1Hiu1ILfc/S3HvweCcJfDtwKuI1uZEqffouK6/8WLx2Sn3N23vFNm3yLbW+TcAC8H+KLg+vnjj6/GG/R9qYdK+PZOI1dmJ9/CuKfELKF77SL77Sn2x5xDxdbGtOT9rS3UbzGALvvW4B22b2PFrdkrZ/st4vgWFbd9v0Uc33K+Jd9K9AP7FoP+nSAy7Xd/fLb55JObYxi3ItqWvkXK+BY5rQX36kX1W+yP2bY2A7ZwbpH726xvgS0Be2Usg29lcYCNyfRb3inz96Wg3IuuvrVM5vAt8sIbvnC54GJkVfvVV09KNjc339qg70tpuvpWRgHf2gi5ro7cnwBryX57P0PLFfdjIrfwv3/L58k6deEYtEvhW94p8175yOm3dBlEt7dxq9yl3yK+bzl/gNd3SLbZfmtJwfuZqFag1Ri4OEwGtm19ixT1rU9urLjF+62C+/PXWV7jPD68otyPPwa5pe9v+TyZfIsxfN8Ku7RTZt8auPz9ZLrFZd8CW0kX3yJ1viXnKrkWsKuL/y8EyUiV2id1g3wlYwEX90C2GrbdfKujqG+ZXEbXQC3fb6nackCtBM7tdH/b4TzZsgy+lYoLQDMEH1G/5YpLvuWdcod+i0yyvk1yuy0/+uWo3Fhvc74Ftilqn4RpAS71W326+/a+sr5lchncUv323jCs335YI1wZ2CnPYuQWvr8lbp0LXHsN3reS8zpoT9588010XIi2gu5JbLj5/wHupLNvAS77FtgyuqHn5ustHU1Rqd0Etchbb20Ip4xuV98ixXzrkPuL7pRL9lscTE0JWCYY1Mqi67T4/S2fJ6+Ab1FxeZ98dCLQPmvjFfhWwodTZxnfAt2LLv0WSfuWyeWeK8FmOetb+tfmZX9srjVuGVyQW67fyijq2+tsuY7J/SU697RQv4VvnZ3yB1XhRuOC3AXd3xK2ad8Ou9/CuJmKezSj9lnRrb1eIeMSuPAt6VafLr5Fcv02m20Z0nN934JbecAs9seyUMYCLmP74PB8q+hepzklaAO5pfotfGs5nqviBl5lhEwh3GL3t9UvXiyvb0MALkNrMePqfDaQa2F4ybdk3EmHfotM0r51NsrBufBtst9ihLw9M+2mDE0K3beCcZEi/RbsFvKtDOEW5FJOry3fb7nisnB14ExZErU7LXl/y+fJy+xbYTfulJlaQGuLJO6W5Qnllm5xYVwSri2Tbr4FuMytl20d29tCrjLrnydr9PWHlVqNrvZO5TUBt+JbxXZ458kGbwxDq/W2fL/lissAG7zhGihMOLfT/e3KnidLGFy79omqRQxagzd9LoWdcuYC1xZU3Db9FmnuW+PWyK09T7bFVAtmo2910E6ZjDvA8+TrdOhk556KajXl+y1XXBYuzpSr0BrH0073t/558tL6dvainbLsj+FZe9nQaYs6N2BLifvkdL8Vbi9937GFb5EUt/W+jeSCXe63ZlsptdUQsAwuiB1mv1XfIldHcnGQLLN0v+WdMgP8gcIbC254kGmb+9v/yXmyhfbHxiyGTR3m3Fxol1ylV9B9tEO/RSZtfAtyc/1Wp5m2mujZ8KaKWzXuEM+T4VtkZlpBGNiW7Lfg9jS3P45TIojCuLqA3Ia+jdZd7fPkyxXXoAWzMC641dinjHFPAG2q38pq4IJaDNe3lDb9lsjlfqum/WonSS0ugpLgLplvJYqqhCxbst9yxWV+zbjHlf1xNdeQcF3fBmRX+TzZlgju51xqZcaBKck790wwhXGp36Lituu3SHPf6gS5Kd/qvzMAaIldTQre8b+NO7zz5IRvgS9G8X6buQz6AMIVbu0VPKuDM212f/u/OU+e5d/QGrbwbcW4WXJRbhP9VqaA+3wH3yJt+q3nXCq15FuClsE1Yof4/WQJc3u1zfL//WTi9n6v38q0M2USLjlXUu/buE9e3e8nB+MiZ2/mjSsTZ1OOc98VbmVm+61kQr7NZiefSXvfMrn29YqdnSS1tgBZeXPFNXAHf57M2MK3i/h+MjJ1729n3g3Mykhm2sy3q3ueDOMmnBt5vcwtjOuRe+b3W03Wt/byfYu07rdIINegzcg2CNdmxrhPbz49A3cJ+i2hK4N8W7Df+hUX3IpzpeI6+UicO79vV/o8mXK7LhnjykyHwUXBpX4bptNvbQW3Xpr7FgCD3Heo1BK6gVwn4wjug0M+T9bBwoVvy/db5Dh7f6vDFuySZSYzbeDba1b1PDm8CN2zinDBbRy15D7g9Vsz7kWXfot06LfI5o6H7eYl42KQcQHuw8P2LfVbnQvtt37FVWRtaHAHlBKuzt/a+7b8eTKE2//9bdq6SeM6udxv5TKopt/K69EO/RaZbLX3LQJIcwBHaJ3ITjkad7jnyTJYt0Lq4vvt/WGnzPe3cehy7G6TLb9c08C3PZ0nA9me72+BrE4bZFwIl0LOvXD6raGLnXKbfotsdei3iEft5uURX9mKC+POoB3aeTJF2VVgF9lv/e87YkTh+uxO2/mWz5OX17dZ44JcGDcv3JdkyoBvreI6/VZzUddvd+BbJx18ixCzFHCbsa1W3ADuMP97F0nfylx8v4Vzk/e3oFbXQ5daW4XTeXx7TfHzZF2G4VtgS76VCedWRiZKLtCt7pSp30om4DbVb3c83yKTDv0WGe/M51tN8kDZnrdg3OjbgfdbzcLvb8Ht/U6/tYGzqSy7VnHvHs558kJ9S+H7WySSKzmDbsGrfWTf2jBoNSekW/TbKrjRr5wd+NaruNgnt/AtV1zft3njygS45trBnyfjTGqh/RYddwpaMcPQ6AvnyQlmJbZT/u/+excy+/BtJefnf75+7t7fwrcafYFb37cvhWm+lXHG2GKfbLnAPjnZb3c83yLgVmYL3/JW2fdtpt3qMga4RunDq+tbQbeFb+8/zvVbGJeQZXivArbsW7yX+TxZdQtoP3399aPPz+Fbp93KjM41XOt9ay/Ju+nLoIBteAAuoOV+C2B9cA1aXVr61j+aAr0evlVwFVpZhnOe7HHr5lon13thbpPgBtMiH9cHxJJx3RCrHri///XX+79X8c0EvNZzi7jcwrR/vj7L558LucQtsYsIuSZdP6D4pZewUyZwK5l0uwdCxQWvLX372nZH39p42nbKBm7g9OFez5PB7ePrrLOUIeHCt2ly5+m3eGXwJXD/m/PkNbjrLGvYuH7GWWIx6oU7dsDtsd8quHtDzagm+/uj2uwvMPwb6z+jfA72OQcFI7+F+oyK5IBTBXfb67ev6cDRVOt+q9xuOuD2eZ48YHBHNUP+NtT3/shd95xRlpj+yR1RiFzidj832pDbmtsDzHbcAlzsk9MBvd19q3mLwe3ft4MGd283PYTHXaXOHvnhkfC5K3O0R6vi3XnMRYz9k2K/D3IjZ6M5wnjK9IbCWD8q2ceTCijFrGB7MMeQSYOMm/WtPjo791sH3N7PkwHujXgWmrmBERZs8luZHdnURbmdvUa07vpEzofqXnXG35VdWbGobnfLkmuc0eKqlsmtoOoa12YT1e4Ttvs6bQlJOrWK7SOj2nnwxIHMyqgYl3HlvXKm4jbxrWVM4PZ+ngzj9kArqJ0zygM/cYccGNJF6TQJy8swMl53I7Yt9sr5nym4VbJLxlVyTbxFEhHlzItseDUwbiCwgXENUNe4I3YqsFVqZa2bI9qUU8d1fKvTksS2Qb+1bDK4/Z8nV40bfIvPC8J5f84HtNoShqFkQKplZZFcce4laEV/9pM7742RaHGZgm34EBeh1oyrqRi6JbZ424zPaN7sB3hBrj8wawJQdcVbAvbBLRkXe2d5fGxB90y4IzzYKsO3vnEzl0ENfYvLIIDb//elKuAC0gXqd78BugYJRKvDXGvU2mpc7Cqe5lyz7sigDfDWNNwc1QTxXgDStBqfQK81ac2ukBuqbqEcVD6O/DAc+8rv3OTi5asWfgW08PX34YnrSGPojWyRwLjhM+DmD5bwWx49cmDM6hzBuLW+1UVe4yS0DfqthcBteZ6MtPAtwIVna9LjXlmPnS4fLYOpsEJnsJ+NsCj1ddT64R2yrbv4QeyUAyeWQtjiFX/FDYSLzENtg5ILv+LtlGFC0FZslOPrkbhxpk+G7RO62mMLOi5w9Y1r4HIa+NYyJnA7+vaWdt9Prm6V11ln4dnDo8se1uynSg6C+2Fc37fRuIyszAb9FsIFuO3Pk5FWvl2Du86yxfbKtlUm33rCBbggt5FvGdwu58mAtoVv+wR3/U+F1U1wZw9/U+wF48oj4M7tW3kALpFb32+RMYHbtN9Smvh2bdx1ljZK7WXjOgHBzK2x2sC3BO4zG6C2db+10cK3DO5z66zTLHuBqKcaps0vItGTZRh3G8LN+NawBbhs3Pp+i1zi9gq4wm2D8+RCvmVwf9W/FrbiY4cFj/1wo6dM8EeC1xCDP2H06FLy1+4/fvhviht7BlcC484jXAY3ltt5fcvCfQbgKrb9+5aNu7HOOvPnOYDbu3F932JIxmndztdvAe4z4DaAa9A2OE/u6ts1uOssKbiqWzMuaPWNq0kX3Ga+hXGfAbjYJteeJxfw7Rrcf9g7Y9y2gSCKLiDAZS6Q3kAaBzAI96lcsFDhIyQnCFjkDq54C1aqeA5WuoSqAGrUGEZmxmt90cO1lxt7qTXm0WGkJbWuHv7OkKKNYsWVGyBZXJIy3E/GBnGVuXH1Lai8txAXxn5sP9kS1yhd3OMtj5H1rRD/jSCdtwDeEs7nLW2Z6lsT1yhYXFkps7iReatLXFgbV9+ixK3gbeWQt7n6yeDCxDUKE9cXuXGJ65nM27CxT5uihbeEy5y3tlQ2ihaXusp+qRyTt+GVMtSdtlcDbxl3CfL1k/H3CkxcoyhxPRGJWxOya6fyFtqG8laLW53gkLf5+slw18Q1yhKXEpc2Fjcqb/lVG/r7QJH1LUrcCrgF+snIWxPXKExc4jYmcWuQ8rwLjVgL3IL17YUlrlGeuLc+cd/IWzD7+cmT6lLgBhP3K+JWyfsReWuJa5QnbkSNO/K2TchbTVupxB15mzNvTVyjRHFvcTkonLdg7vOTQxeDXjan4C3MzdFPvrDENYoU9807p+oRKXmrgbcQF/XtZb5+8hcT1yhUXCyVw3kL5tW3IX0rjxIX2ubpJ1viGp9H3EDeosRNy1vQhsRlbelfrvrWEtf4POJO5C2Y9XypoL5VQFzomq2f/Kq4jWfvDCNd3MfHx8yJWytxhbS8BZWqcXEdKGvepohrHhvzxH10rvtAccN5C9qE+jY2cSFsvn7y6+LCURPXOE9x60DeKnETnueoaLW4yNt8/eQvM8TdNs2257ddQxxcNzRN38l41w+O4FE+unNuoDN5bNM0fhKcJp889DSGo+PZesxklMGC4q7r07wlELe6xE2rb8GNFhd5m7mfHC+usHMDSbkXfb2RLCnRNz2r2vMroYOaOI3eCiNxX8x2nMkohCXFZXNBLXkbKHET8xZUCgdvs9a3kTUuiSsxKyLzbiCteMfj/abzaneup7M23sUD1MRp7P2ODkBcPdtxJqMQFhX3mLn+/ylaXijH17czxF2snxwvrqTqQVTjeB0GcpDHdw7x/BTJgxMPoSZO80JCXDWbH7OVckGExX0Q6JQH4QPEJZ6d9X2pQG8qNW9BpXHZ83bWUlmJ23h2Mv6s5EA5+6zm5qW4blJcPRtmMkohLO5Pd8ouRtyHMRHicuYicL+FStzk+hYlrsIt1E9OF3ePcZyy4eM9EjdGXD2bzGQr5YJIFzfhI0pcoj4ul6chV7//X95eRyRupn4yWM0RF1XpdhhgJOGv+KLG3YqfY3EH3+Da46iajWfCb+bauNtsOcXppXGGLC7uuhZtsU7WK+Xk+hbujpS9gbhZ+8lg9XaN24/FbZ67ygcYKUflDbrK/qyRuBhTr2Q2zIQVuOhOH7UryGfKuzan/u5O2ceIK+ZCW0Wb8Pxkzd1YW9m7/PUtmCnuRhrMPY2SRjDSd54ZuY4rIz2dBHGFrvfXcXFUzcYzmbjlsGhXGebWIfxCObm+vZYfWBvRnMqRt6sJcZOIF4vFBXZ3VuGcg7jrOhS4dzWMTc9bLy7cveHNLZG3YPUu4qpOcLK41lMui7MQd10Dfb8jMbO+RdwKv/+cOutfQtyM/WQE7updxOVbGdPE1TNZT7kozkPcX7WgA9cvkxPzVqS9/3F1dY9Vss9biJu/nyy7dxGX69pUcfVMRkGcibjrKWsJ72zi9VuRVrg/KivcEG6xfvJKEte+SG+U+UX69am505nbInDn5m3rraUd/9yP8pZxS9W3K9lMXOMf++auKkUQhOFRvBuI4g0xOwgKq4kKguBxEWcRRcFJjWQQwcRw38FoAvEFTIzFzFcQH8IXsaqme397qrtnZp3tdY/9V3X3YKDRx9ddnnMAwPWSWxG4sQS5XRK0LbB0wLl43wLc9PPkbNycAwNuXVP7bsqUkb5tGjLtnCPo0jJlnMu+xVQZzG7Mt9m4OUVxQMEldCkOtbxVoNYT3/V4ORdqZTfY2qzIda7KF6gTz5OzcXMOCLi1iXrihpD1ccvQ2tyCbqllw4RKGxdJME/Oxs05IODWFEVuRdUEsHW5vdhOotzgimwzb8ll38K4F1L4FtjCt9m4ObsObl0jgqwsTux3giTMbwPVQriWWwEW+cCyBbiS1PNkqQxuzq6DWztxjBt93vLRNIBWk0tLdodcgJvWt9KW2mzcnF0Ht+7EzqViT1yr2rk3gmvbCMgFuIl9C+NmcHN2HdxaRZgVeBv/JZl33I91mFcYN0husbV5cjZuzq6DW3uyMq6HWkAbpDZgXJALcLczT/aDm5MzJtsEV7h9QdXJ0hj3og49aut5PLdQ1AFyBdytzJM5xzK4ObsMbh1IJc5tur5dQVtT91MrS+eeIbfY1jxZG5fzIFeukZU0ANfvW0yoXNUul1Fm8b5VttXoCrnFdubJvqtyTs56SUgvwK1DmTO5VfUntLVAa7Dt861pObhcau1tuQC3aefJPnAzvDn/NLYOuD7fzs25minb+3EtFc+Ae7Js5Fwxbvp5Mm/ZuDk7mIhx52aXj6oJqrb/fYvW6Lb9AcZNPE/mA+Ai+97+s/7flPtlb0txyv4qF9GUoer0NFkE6h9Na1w/vHIQtDVTSsHblvZR71uga1QLcov08+TuVfmfyP56FeqNpYz1wJRmLbaVUjanJoqQ3rdNBG4gLNhlc7GqDbQ1jBujFoUHrvatgZdSKN9eSDFPliM9uEGdr0VtGN7NXREWhNyiPbDkcFOGN4t5ORmFcowo3oZxW/ZdBPZwUpd75WJWzkrqtoLbbAPgzg20Df8e7tMKxMopq59cMEuH9i2XpNjSPHlNcPc30VLr29ZbTh709JgIrLxjUQ3DVnbYeVKJji2l3LiZUdRYsuE0Np2Zk/FcUOsvWgT5mtnzgiuCJWjbNFVVCauQbf/7Fu25JsO3MO5mfRt636Y37n53B7CL0djqT2AYongy5QLbUErfFxXQnZRY/poNXQrG4cY1xOPEP88oinpLMW+L70y+1dfMEDiBcfGqJWhJtQC3wmCqHvq+pfiHyo5vaS+SzpMBLcBNKFyh1NkZWS7utd+4fffjiXwLdC2AiyEvYverxJpSt4zJeNeiEAXpXmdxmwNoA2EjXC4BtWyJnskHH0y20DtTJsU+FlyBlqm1qSSCqqI25lv/YOqerfYbxoVvE8yTx4ILZqcVLqhdyLHmUAonOHQk3BuAr5YvRrnB4BkLfPEB6/4NqNAtTtOzntOp+D15T/2ZMq79m/nDaNZwadg16Boft72HDzDrIIzVf1VeLmFagPuUqqowmBr2vu3Qq9ldpUj/88nI0a1OlbVy9v+n/L1n2yz+nZSJAnBlEiWq5YU0lQmE2///t1HfquFU2nmyNm5Ozk6GqGVoBVsE4D415CLD3rfzjmkd3yIFdLvpebL27dEMbs6upmmZ5aVTIbDtsN8HEoyBLai1XwAXup3Yt/3GPRrJiViudHPVm/Nuvn//+vrNm9eevLM5Esmhnhzuy8lITodyzp9LnpzVOaVznPPzuT/3o/ny7dvLVe7y4jx59uzZk2dPhuSVL49UrkVz05uH3VzvzY3rN25c//hY8qI39Qv7qG1a09KSQ4NLvuXud2705y6E1a5vAe6ZBPNkTaxUkFmqqbm9/P3r1zegVoFrE6TWlJfYtniLUHs4QCxXjFvqSbmV/Ho/ktsvX54JtYBWsB1ILrh9QtXJBNxSRnALcjktuT3QcvG2bJhaBLDqJy7I7fettB5JBXwL4256ngx2Nb3cLrN8th9dYLm82PJCzrfFbVX7xlLrY/czI/tW6l2Y2DC3YJeWItYWbwpbQy4aOcdlNyceaIdje4rq+C+w+meZQ1PrmPauOaipmNwnLbdBfF+1RY0vm08a20dcQW6vmXLySXH7kCuILJfJxxeMLW22VMiztBS0clfm8oGLDP75ZPsBaAO+hXGnf9+u5dsT5hBuKXIAWwuvStS3cj82uAaM23Jr9i63FNe2cgJbaltoYGuPgG7X8O2lYb49pcEVaDk/gW2PbwGt5VV2Lm5zAFovtg69UeEC2UAArAJXcxvE1rQll40bdm5Ni+/HCMMq7c3tqpOob50e5FsYdzPz5LG+hXHhWzcB34Jbr2+JVmmqUN7CuBSXW0FWfCulpOtyqzPMt1Jx3yIR3/YLV9D9+d5nXByAVqh137VSRKu0iTFugFtLrJxd52rhRn1rjdvJKN8CWu1chS1BC2QdcuHbOLh3+t63MG7ct0iRYJ481LcnTMO3RxW1I30rwjXcRoT7mamVog9aAePaaN2CWw+1svt1m9q3UnjiCqerxCZR0Cy45VPakBvE1utbxKE2blwgq6K4jeQGfAty/XfkxzAtqEV502A2BXJ7//8WW9i3SJHg55MH+hb0WuOqjPetgBvD9jNvAixXm3c/joBWOeDbiG5l6QR9a7DF+zaBb23wxIVvpS20v5k7n9e4qiiOd2LVDkaxGmgIBSlWqaAG1IggatEIYloXhSKCIlEo0jaOm1CzcxPsxkUahiGrbl6FQsBFcGVQ0IWLMHQvLgL5B7J25feed2++eXPuPW9umEzf9765b2aMvxaffs65905mmdRSthKWyX4Kzk3FA0vfWi2u4Gn4FonC2xvety/J5ENydfxKlA6pja8p67xh9bek1vCtNm5T1pO9ba0iOdO35bwlNTIe6YQ6+WDqV5Sb7G8neLHFja1LGcvJY/YthrS4RNZHNbUaW/rW3yxyWSUnfBteKd+mjcsi2QCX/a29MFVld6E7CO0CoDWo5XEpC1ySa+3fEtta3xLcxqwnC7oIF6Ui7Gb41ht3OghXs7sTngBWBLP4VpxL49b61t4HQtrp/la1t2PxLVtchKLFi/tQ7ZV45pRvyxtjGNdbloPJ3geKonshx7eAVufDimpnU9TSt7jkljo2ZZPL79DUZxz95Uc0JxqynnxKGxePo/uW2RbhmsYtSuNSuY5cYRaxdm/Z4hr7QIkiOaA7bt/qShkRatnU6lCzfIIxkPiqVGAXF8MXw/uWwtVR/a3tW8Q/Uc7txqDl/k+dcV8HuDHjCrnq+/h4YTJ8q8Ftznqyce4i37c07pZVJxcy+0UpwuvS1+vJWcvJxBfR6BJbke5YfMsQW1x4YEqalltAg9tAOvaxC93hIr3hfYsrlV6mb3HpOGgVtVZ/a1fK9eQSWtxM39aDS2jHuJ5M23I3aDS+BbhJ4xahYL6BVLCVqa/WkzW27G6N/hYjxqwMXOP3LVpcYuvubGpTuo33txpe7VsMAhvJsCvKgm2S3V5ef4vwCXMY0Fc0sdq2mPTXesWxFXJfjRnX35RvOYYBV6gd53oy0R29b5FtdfAi4MoQWqKLuW/3t6TW6nHb8ZDbsfa3usXlUpTBbeLYxXDOpWpp3UMZ2remcS/k+RYjFuEVj3rf4kpvBiWCL5QHswPfx8co39o9rvItsB3fejJ1exy+5S5uOjvlLm4FWpnEuaZvzTqZrpXbwz8v5UbIfU8tV6JMbmP9bSLzc8q3vk5OGLdHbmvXk43k9bcSza7Sbdq3Glu7xRXhIoLtIeOyyU36FtcQxlXYZq8nN6m/9S2uhS0CbkmuPA72cw3fHh4ZviW3492/1S1uWIpa4pTiVibbt0R30LfUrMc4Ci73bjP2byncLN+mjEtga307m6AWD0O4CAhV56VM3+IywB3lenIJbSP6W2wGxfdwi8NTODXFC6Fz69tbSSvp28R5qbGvJ7NSpmoJq9Xf8o7JNi7JZVUsk9niCrTZ+7dMRn9rhLqt8S2Vq7AluCQ2+FaiPn9r+hYjnhOjXk8muQ+/vw0t7jVTuIUgqnQbyDXQlZHb3xLb8e7fEtsHy55ZDBte9rZV3xrY4jEv1JZJLCcz9C2m3P1bGjfTtxgqC8S21rcYuZXyQYRVfud8Xn9LcEd8Pln9Gtax97e6xdW8hknmQqhlpazIRU6a55MxZXyOj+NhrCfv7X3yHXTrqcWUuZ7MK2pbDOTzwYOOyfSGWpeyhTv7Si+3v7VbXNu3SWQxcEv1t0x19zblWzel2f30xIjPJ7O9fezh97eolFWLqxeWiaw8tHNt3eKR3d96ase0f0vVAtpPkGVfKJPdZH8bHjL8zRKusDs/D1bJLptbrdzKPhCuBLc16eX41l5TzvKtpvf115O+ZcjroHBroCW3AHdU55Ob199Ki8tEt3ClxaVxGdXnRhtc87wUs7u/v6nPS7XH5VsPrVAr4JbkLuWvJ88FfC3hziOsjm3jvkDf5u3fUrcIoM3tb3XWsn2rhctKWfuW+T72u8/fMhaUNbcAd/Tnk5vS3yLbCc3yyU7hqUUS6Pat/dtUCO3u/uLizmJns2JcUjuGz98+eABohVq/CSTk6tjrybxpZDEoXJlgXBo2YKzj+9u6z9/WBMi6a2jfRhlmi1vn2/ReEMBN+5Z5k8plDGwVtwB31OeTMZrS304nWtyCT0BvKJRlxLMb5ZbstmK+JbQ7i0jHkftE4FbSPi7fMr6p9dBSuIHcJVxyM9aTaVxrE4j4YkYCuRXjKnZ7FG72/i3TU9jm+3ZBbwbl+xYxfUvncklZrUtxGNwC3NGfT25If2vt4qJGrra4ZhL7t0ji7MWEr489tMKtkBuwxe2Yffs4LtTHhJZZJrm2bxW1cd8GbuUFU9Fs9MTjxc9FtOxvM/dvZ92DlbIh3Nr+dgGLyrn9rfYt2LV9yxDbhG+NOlnAHf168mNN6W+npqe1bVXdbPi2g4ulMn0b2weibnH30Aq1BPcb51wZY/Ctg5bU8iPzUinXkiuo6oEr6VtWyRVyyayiFiGx+fu3xJfAGnUycyGjxc3yLbJm+FZVy4Q2p04muKNaT27S/m10M2iHd3cJx4XqbI1KWW0DRcL6GCG4kk34dhzryaiPv1OqZYs7NLmk194DYodbScW40Qi3pm9re1wa10DX9i2Ei0o5im1Of4voFjeBLa4j9rcEdzTryQ3bv3W+TW8GFYeEyxZX+5bg6v5WL0/BtlBtEaDV3MK54ttjXU/W9TF9K7dl5teM88nG4QtxrZetzAFggZPirfoW6WXt32rX4mKLa/5+qfrEhZvlW0T7NokuyCW2mdwC3FGvJzfhfHJgd3orwmw4fiHC3QG4CeWS3eHWk6v18Q4uRa44lzkG3wq0gm3UtwTXJneuSi4uPhJrUiRWQnLNzaCj79/O8kmdcIGtvZ68AOMuxKHN6G8jwk1DK5Omtp5bgjv69eRm9LfgdjvR3h5ml66N+5Yt7oS1g4v6WKD12MaMS3Lbx+Hb06yPY9i+XQ5Wyga5c5Uut7bBlYGIbgfYjX8u6CLXprL3b3UMbAmsEavFzfEtsjakbwO5b+XWyQSX3I5mPbkx/e00wL2mdMujjv4dw7gdebBS1sC2PLShPsYDzyLodpjN4/CtgxYRZjGsgFaTXPLKkehwuSAVymQd0qrh7YHbo+/fzvpr1v66EaHW7G8xYsKlbev7WwWu7VuZMd7MXpciuCNdT27A52/p2+nQ4pJU7gVhkqo5gW1HrU0F3XKE7O941cpFbBW3JHeEvoVpy/oYyAq1pm8xluvInVOLyoZuq+jSt0wE2XDrHX3/drYiXNu3rI9x19i6xCvlTN8iyrd2rQxykVxuCe5I1pOb1t8i8Y/NB/cKysRWo8vNIP1basKMFKVrC1y+TjYqZZKb71stXEArpgWvAV2ZjABcm9w5XSXbRxwxKeFa5JJd6tbev7Xxrf8+Pm9cRne4a/EyOaO/ldT5VoD16CKY5GhyNrcAd2TryQ3rb5Htms8XFEW/348pt8NZwLW/ks+RWiwKvYTWAJfkZvr2dNW30tSGiG5JrRYuW1yb3Dm9NIWk4Q3sGugqZsOdn8HN3L+lcy90u92Llm9p2sSyVHmPf11Blm+RtSF9S3bh3ExuCW5jzyevPk5qH1/N9G2lxS0oWbkQQPuti5DLaIJ3D5j12ErI7m4ojmlcDa4ml8Kt9S2joWWNjKTqZEO4yCWSq7dvPcWWb+Xy6MajfSv49o66fzvrb93u+y5d27feuMksGLu4Of0tMlx/S2plEl6Jr80twW3w+eRnNtozMyfb7ZMzM+2NM7m+5WaQSvFNfwXMruAiucq3qsXFiBh333u2YI9rtbjaubZvdZ18BvUxTUvXkl+zxTXIVZmzQ93KlY72LVtcapfc1re4vR6gDYk7l+WxuSxVkhtfTB7Wtxpc+lbDKyNgiwBZiJbUWtwS3AafTz7bnmp9vHH79u2PJ6bbU3FuY/xO+1uqPgatSIkuEqmWO0S375lNbuAWHlrSagr35o1zL59HJl3eO9cSTomu7VuqtqpbGRLcDd9GKuXOc/KfU5/nX1xK9bdEN8O56RYXzNrpdS+TWjrXpjejxaVuM/pbZK22v6VxS3S9c32Mz/FpcJt8Pvlsa+Ppj68jGxMH3M7MhB/2wTO8Td86miVqM4j18crKSkAXo+9+rXJfryfLeysltzITW2bXd7YFe1wT3P5HHoRJybsg1/QtMVbQCq3UbEy4pNl/r9cguJ2PApiTyRHyzlLUt2xuk7l8QC5/RXpocRW+5a/ESEPbvVwmUIun4tyLkgAsHvLKqpMXyoEkuM3yLYVryFYZV6KLZJvbn/7440Sjzyd/9vTV29ddPjvgFn9/+eeE++fICzwFu1MMfgY59ds1kluuRDle/SXYYpKsIzeivr2xvn2yFaiVmfCyxWWRXGfcm51z589/XY7JSVyT58grQ2afkNPNeON0qI+JLcmVkQh+bNFv8UYq5efOM5NyqQfzYkAWbS/JtdalgOxlTDz9eKkszh26PQeppIrtfeSDKLhSH1+eL7eV54VceY1/QxeYunMeAVzHraid0KboHQBXWmtfLef0twiIZZ2colZmpIKuF24ig9S+hpxo8vlkCHf1umS15cE99egjTz2JL+LGf+xjLk/hvCaePnqKzp1xP4L3fvnxt2ukdiVEoMXNq/dP5IcfbpFcBtiu3zo7BXIlnlSWy2xxCwyXopbbzkcgNgyplp9JkSvQTojs28+cOU1iSa5PyScS5XaxKAqgW37XyCC4Qbgktzpw8S88f4DtEj7BS+/W6ZanH5c3yyxfcpUy8jZymFy8s7e/v1eSK+8QWqgVep2/siS54sjF67kr8rx78XO3QC7kem4vhdfQL2J+FpfcvuD+3HjFWzfDt4jyrWaXtuUT79x0yGwJrYDb1PPJz1692jq9unHd50zr6tW/XKH8r3/j59/v3rn1+9/u6RcXfnnqEUi35PZsePPHX36DdK9tbQHaaMCtg/aH1t0767durZe/Fh0ht/+t3tmemTrp0lIRltvOt4UK7Ct3ARf67nwTyBVCQK3DQaR7AGvlLKR73Z7AVyn8c/fO7nSr/cQ9cLmIHGDrn/I93Acj4OJ/4qstoOue791Elpdllihu+aKEFeG7ntulL+/duwd0JeJcWFCeI3Lzd890aWiAe+nB6p3O7t0vbm5CuvfBrFD6P3PnGtpIFcVx0jxs2Dysm9LYRtdHrfpFP7iKDxRFRVbXB4quisH6YCm33UaUNhZkW7sOjVn2gxNBS9Ww2AYL1fkQKoUZajYrnU3tsOgiK7FCTBUX62LFUEv3i/9z79y0MaJBUDzdzJl7595z70zmd885k3QryL1TyPRJhWXWVrbV4Ohbt98FaoWx4wobaEmrM1MPi4EHFfVp7N8/e0ZRYRejiBD5KV4GuVUR9baWwktvicWB3O2dZ5i6snKnKALcv6L3D/JG1d82lt/KDcnhv+f2xk84tRLc/+v3k70tLeE2VpW2cEuLl8A9lUjACycSGwTugsl+oWLGD3IJXQkurzwEco2RPAlt5Y5UxK7DZHPJECwltXiqKr3S3RYVVXO3C09eI6IKOJeI0GezEDzDxgs/pFAHBU1CObTVa4FfiIR2dRF7JFVsvcK5wstCvISxyfqacZpGc8gBzy6XAgGp2IeS60O9prZwuABX17MooNuaZcnn2n114Eo3C5G7tQhLcKdMtneo/+kDAJi7XuAj3WCt5myBWrGPQBng9mKdjFkzMytcTLY+CXKJ2FtEzavs8Vh2ZRrcTqM0PQvh37mUcn6azXjTqtUvlo4DLymqlad9WhQsrAhYE4hWAtdCmX4dGDaqmTU0ZJZeVCT7FLXbIfv0Ci7XJFw++V2w27C/hSBQbii/JZEed0v+itsba6AV4P7T58kC2n/3+8kOVhWHzHHdnmCZHbtsVwfu6GGAu3jJJatM1YIeynQluIuXXorKc4FkjmREbEdsDeEa5OZdy2wxQJaCIJeLBg1ywS32CdwAT6VhnMSeJ2pI4IxLcLdZvU4A7VaB2zVSKYvItd2tr/w+ts9VwSVsMXdaDFxhbEGu17HMYh5MDvFEezhLQoYnCcBJ2hdVvG7SroCGSE1tObhjmgZ0ISkjhXlYtIn11YErnpgJhU19lms73CnglsvbD/mmQC7V9dM+ZLsGT8S03N8zcBLBTc4wDMuyJknWTPZCFv6VR8goQpbZnJZdm+Y1pRI3RdxDwWY/bUousG/l+3m5fxRRUY4Ko2m118CKgH8DQHfPhYqaMqgwsyUDVKiXlekVEqi1NVyubHaNBKsHyG3Q30LgahvKb2sfTf21z90HOSyhrQH3//z95NCjktt7Q5FqkhsAuLs6glvgLqSj8eCvLINEV4J7yaULcKNockH3XDL8qsLuiydzTd2M3ZDKCd1L5JYoqp5Dsx0mewTMuh6llhqFzanSo4p6UqkEgvMTaRYdcLqXWZ+nzCqeVUV1pdXRNLsBrhBO9dnNBGOPpTSXom4m5sRW1w8q7KEBTYdH1yZYhZaAXsACcEkEuIRwFdympoMYZm97exG2u/eCXC9Nbp3OwWS7DV3HhNgj+7nvnNzsxpCTOm6ynQq7CsjSHI58hkZPKOyxZ+zGWR3kErgvKW/eLhv15JpwYol1i8Dda0/nU5ONv975noIUY7HztzRTz4JdVLJ9J8oMUvl8G7gn+cRGHDjF6Ea+/2nyezth+sZYfuiCboXttvJ5oYemCOqLErDTNwTCCdx4CPAabXQCzxiwRC53Gt4VE4/uyfKaDMB9a5Z3m8HqlRkqnWKVoZe4mfwOQOuCifAoP+7ClR1U2NUlOpDKeWlcOF78DvBORY2H02zDOomxdvfgvc5Y1kFWwapD9lKjFLbfS+fAaT2TeGoNlzUKR60b/Eo9sDINcBv0t5AG89stj1srj9VjuwVtPbj/6+8n77Bz3HFvZOuxMujJdLX6az2uvwZcUTk8n2YKcclu7EYT6MPQcalzCJfb8MYmUcESuF20dn6kEtfgkXAHRVFZKSwss2i3gmgcw2IUVVtlGdnDHQG4mwo7kmDqmBgtpNBWQ+9xdAK0xwLoNFxkmbgNLoC1wSWxwfU2mWIYNzezDnCbRk12e646uVCaHcG0dR3gbopTGCtS1kDDuNJiDjQu9H4qd0NnqbFs5MBagoPxsEIjWDFwa4N71Fy8qfzKk74vMpd/On7Wd3RZmfP53ts37Ps0euKo+c09n24HF5Sm2e0jEfsU8/0HEL+K8VKONNsHbbiEtujYhWJYawj7Elx7ftkLYCmbRWC68qGwpmOVutoyZh6+/iLRLbXEKnmXyQa8aVF2ELR4FUXZkNdghB8Q16EHue4swDWW2YaxA3OxDaVQsT7BMlBqHGXDPofsJr8kYJuutarbl/OFlSuubeR5skxxdzeW30p8SUlo68hFfHxExsfX/Rm4/8Df4uc/+X5y6LijJcEgibam4+Gqy3WCoI5gwAY3ytPZYKA5hP42uLISN/16MvAdy7TCIc+tssrwrqUH40CadIrADSNUbkWzxV04WkDLArWkfHcUrVuXUHkarHasKgAW7hemx8psbiHNUuihas14br05vl74wVTP0WiaBnCxLQKiQlEhtCpOE1E7Oml/4nEBrx0pL9HqQ8PAzJ5mfGFsRxPi+B46h54OTO7QEiaHNWBdz4JFMr/04P4i1ojCvKLuL/I5RM8V4dyxWKzLxpzybY2+D5jROE0U0WrfFrgfmYs/H/2ys/P0K09+UP7R97FarHzu+/pdTHPXk0fNQ2V95EkJLoRC5TlnESw4cYoWudJBgOBfer4X4zqdGPc7W+fp2PiGE+9JL+2fJ+KgODrrBbTXEBjrSHJvOYNVBmEJNkArN4RPjK8c33CjWwqc9xbTAFSYSaE7f8nyKi64hwKaMOxifM0NC9bAHgL3VRRzADVHdaCxhxOvVCIgNFVm63QOOfTNYk17Kpsdxay0CWxoep6lO2JrcLmNcQsBsg3lt4LZeodbSy5c7XV/wPbFenAD0uE2wi7kv/n/pS662RG6kkGujDhuvqjqct0Erl+CS7LhDNBgMseVldwpB3H/cjlGvmvfwPcdQif9iJV5jsuDbqBZKciWBC5cZaEwj0rivgMDpRZMdT59Rpn7VR1bSANmdEPq+OyzunE+wjwCVz1XALi0JXAKHrh+Txpx9VvUKS7BpdxWgMtlRkTKuL0CfvvG1JwRxw6e4/b4qdiKyR2yJ5dBrEwelx0ZGCYcDxUCOIdC5HzExtFztPRoENkY4E5SjrutkSBHI3D3SnB9pxW2b5jAfe69xFnf168fNX/yff2VT3hjxn7ie7Xg4hTdznaTxfLIQeFx2UOzyYAcV2o6NnXBhRiWpbaDG6b2ezRNgjt9EIhpsNbTDNzD/Qfg19su4t3cYh3I5RzcDHXnL3d4pygruF7NeI6HSl2Oi1h5706F8iBP7pRdZ5wCqTCEOHtTeU1ZXwbnZDdsss9cWDJ0NMAkwLHu4tPT9bUVZLnXNsItBM4WPw3kt/ipZ5arw1VoIfXQ1oHLgW3c3/5Xfx/oOALkFgZpiUS8x2vAbZXg4jnUrlY/PZmCELhhHipf1hXE7KlJwIkgGvX5ZNAz+iFj6mKrrZPbwQ0SuGV6H418/E/B7YUvHozq5iPpSoHTNK8QuFkKs+47mebgjmnIdLHdAheLwZUq7zSspXqkx/UttJiV/hOd5HFjMzXg9pJtd7iJ6vBwKkDFACan4TQMwyilyONOGkj4cApVcOF6X6Y5SHBlY+FxVY0azdmNvqHbPpeKDWwD91bfwhLC4dOMscXnCFX2fufX79th9FixEK6GyneJp8qxKrh9HE7vIE2oF+Pig7PSCDQekeOZFI4N8mFZKmyD246XFhEnIMF94CBd+gjsti9zP339w7KbG1HEryyWE7PfArdaVtScsxm9BLiZEp5oWcLjsl8oI5J1xigZmjMQJ9/LsubudEXbDm7WWHtVgqsZ/HSeQRBP5DbCLcBtLL+tDZLr8tzDoBa84iUUNhLaOnCB6T/wt//y3weCUHTcloC0YcdVA27QT1RqBG5X0OMmZsMRhMoS3A4/Kt30/jqTS0iJu5pLI8W73+ny4w229THyuA7c9H5qFkAAlaTbvqu9hMfKdqhc3h4q+79jTCWfcgzO1o5rNXz4cxCIz0twdYdC200ZKuPeQP9fhRuPVXPc28pwBiL87AO5IlTWyaQOMwYi5QvaOLh0mroT4Iq1IFTKUtq689tYwUP3qoKlYR7DTPA58FB5TJuIrovGM7zxJjWCmf1o1IpG/LYXDleC+3HlhO9tRMdfVLp+7sRe4eLT6on3HopfvPDoWcpxbxo/21n7cVBfriZUvvKaAQ5PGctPwDWVx/ge6H7kuAfgx7D8VENlin3jo8/38ZBWMzm407ODsNZMAW9IgguKPOiWyjlMpqgjoVN2eV7kuMaEMEuhcsxZRBjswgEK1ZOOAzHkuPRUWV8GmWio/c7c+YTKFMVx3PDCI4UUSZJIFrLA0sv/hBAhRf6VXmMYJcpGKBErJElZoaamLKZZPX+eRyncLGwkixELy7eQLH1+33POO3OdmWlSar5z7/l3z9x7x/jM7/z5nfsoy7IGowf2ye/zlfCLwaHQVD46njmg2ig3UVNT+fLXs0/m8l7ANXJbPT85ncXtun9LIt+/1caLKLaPE0ObgCts/8Xe/gf/5GTd/Ox7aHZcy2cOjfyEYmP9PO5buLWqbnAqgDtt4mQQp2vEYHKBkZz9V6xvU1y7n/5eiIdtPugL48zPrRrg0r1UzbeMKt9uaJiHb3iiH5yaCD7Fn7As1EUTI0XM3l4oFm/QTBW4DOdesTCMevADTogpd11c5E3cwHe4pY8rcHODUwburMLU2QJ374jmcbm5q3Pczb0zFn9wyT18BMAt6jLvKSB9fLIbnDpKW48KVLZRZQ58jZUOmp2+fbvcDO6Da9ZU1qjyJxtUpqlcfLz69RtsIj8x6JYHd4Ms7sk3xb1ZX/Pg1AXGlLmh0md33UEfl2x+9aPusTho4E5nSJhBJEZ09QFOQ9becoMe7SusvM5WYDyJM24AXP+2wkcYuzhy3+VPwGc2nj3kP+vjMYLVT2G4bpU52h/2nXMv/b4sy+xETBCdoTa/pXT0G/6qNVolR0a/fdNAIPRe5uPwZfzin2590s1d0Vpd928FcCLPsKDlpVh726aysO25/i3kSlOuoUm59UAGLm1jbMcQjJbhluII7qxZ1pDTALONaTBvO57vgOmfYZs/2Pnsuo/dRO5lvh4b5hyGjYvDBdXE4A5C7uHizh/WDHt+n//tZ60HzUQCQ123nvIDL5pu1TQ7eql4cDuHZtFPYspFYa2m6aAhIfwSZG7dvkhLOczjsi8KKpUeuemgj1fCdFCjbzzgzux/z81ZdhaG9PhQg5vb+87NzTL7YrNNbipkDVfhHircw9BTmw4aHKo1VeaOtjBn5Cpto1KB/82MKUdwE+nuEkXPKS76e6T/kpsO0t8wWcINkdE00L7q+fMzFHNs1a5JzLEc4IfAKjJgVGXaptygpazZnzNgYz5QuybtsbMx3fuGgpP8PrwKb3t0roi/x6MZLv8bPqsz2fsvuTz/Bnzm3adOXabw/GW77lkMrnPAgMyfGe+0smqVL3vwaZU5KfjFsDJr9MGuekDTQduxrj+uaTpodJSpKMofGri4P3ZhbwH33/u32mRxfTM5hm01TpBO67X+LfbWaer+K1f2Tx2zt8jWGViXllCCWxildLK4JckhJVU41/ykouMF8hHcIg5KI4jQjhm3zgFjWOsX7CxEdkJSnJELesn14Wj0tZD7FAqFFNjMkve/KJvELSLSDrhuNQEOGJyxz61psGUFtJ8L3tuyUQsSis4BA1n3Vf1s8lYwVik6YGx3lVWYcS/ciLlgyOAm4Cb4EkRXZcANJtdcH9jlVxEdMMhRaIdOKsExqvtjZFTPVK2OokZDGZyq8K/y5xzzQ1YBUokq+XNGjeXdJb3IG7f4KteBNed7MQMbnFVxmQpFdauCpa2Y1stZS54XJsWVpKls2LbSzS77t9H3IgEYeSurMFpZJRJwhW3P9W/Ttbe2S7ayz47P9e8XoxwmQcqlKVPSEiPQKQnOGMtZGXQRGUlVo8vjU52xj/MQwU8fSRKSAMOlMbo8Au3DIF9IajAz/2d7Ro5clUtCVux6eksaVjZMtXih3zQ1rjJQtsEJuRACRZPL1Lw3I8fCUaTQx3JQ1jKDUbfYAWTL1bJclSO4XdvcVXGVQRA4iuWQcyFKXB59RqpX6qEe5eaIrGqkTbHAlxC6t4Z3SPk1/9TQrspySvb+jRbUbd9/zYab67hD6oCcmllSVHGLHPRkDdCtuDw+mEQqzXPbxuKu7Lp/y5baW29xo5WNyLK3Bhdqe7N/m8OWTdgSxTX0PiVaFTu5lGGmGCrZEp1yUlIvZVAWFhk0xGcQXDnll/QFZt4BSk7iqJxXCXCBVfA6gAfK1lI2TOEUxdVBMyjzuW/N6wiAUWkU1g8koooityTIl+EpVZJIwK20uaPFjZuCgfgQZUMlAJNbZJCTXxuUy5Cr3z1ApCJEseSTUU0HkxqhxAUqXad1fipmZf1SvyI36i6+btb5tUMSCZJrjM2oZSEbShN7S9BC3fVvO3Vv2V84Wxu39hrnerc92b/Nyz9fKtGcNuqLCpyKThd3VOaX444PkBIlwhLi+N9ZOXAxt2j+Io+thaQXlB7F9bfJ8y58PMaj7U7KHHE22BW0fiprk8KTahR4LWiPbZpZ6ADsSoEythyed+7e1XIfki21ToGkVHfauG5jXneW/i21nc/CbVxFL93MrZ0PrPo98BpiqSW6/9y/1eaDF8K2K43rvfnb1N4CbIQ25ZY9R6x7uSiQ2yW06BAb5IJuJkBTYt0LAWb34JbY0ORmc4sml9o9Xyrqg6gNaPoEktlN/iIfu16CtondSgC3WXNlco9p72R0ZXDn5f5eQbul82w+QARRQLvYac2BHLmylpJPUNAZ1I7awdaKXL+wfmtOyyO47dcCKYRXH6F0SV9387ds7W1u9LsIXVzCNuD24Pxtgq0CRCp5LlyKrUncRhm5UUontGoLksFtyNQm1CoyNcJz4VKJKNtK2FntMrgom7hpYFHQwKaJWbXz8xwjuPknwnmIUc7AKnTKUYtSblF1wnxupxsNzH9+0nMrdcA2xoFfCL5zNz6kZpl1LyOzBAq1RWiJUmL16sQsr3bkInGb0xi0BBYm2CpQ2EF/mDt7FKmCKAoroohGiqCICzDRQMHIQFEDETQQjIROJvQHBKFdw0QTzBI6GJh0Ul3B4BYa3IhnzlR5LE71sXxDN31uvfvazOTjq/uqe96jPrKDvq0FXMnsiHG39Px20Li3PO5bORerT60+lzqGcZe2Sya0xbfaKRuzvHHJtuSW5N6+/L3m8p3jD4voW+YXfctS85Ba1WmE7h9ucSmHN/TfyblBbotxE7nVuIKWqlWwU34CdLUzPi0ufe5iK9+iO7Zsb8guyfWIWDeuy1Y9+RYZOr8Nui075RrTrYO7pee3LbSFWfctWwut+VbkhsxagLlbXrVPJrYC19HVJ1LLi9LtJfuWaX0r5TaRbOVbN66wjXn5Euvlkf891iRccMrOKvMt7oAWU20TUFvJBaW4VDmtb51eEmvkaqr1cMQtpuXd9sksfIoZmW+xgm9R2iTjxiuAO22+VdY732bj3urGfSvnJmQlXK7j4+4L59lPE2xLaA9ns9mHP+iuyGH0rXbKUi3TVy6WStGIO4CsInKbv8KafasNMvoJtKK2ES7XCaott418HdrsWxR4ZXjft1d7ecpTKPSucXkhybfI3tB8m3SLegdWB/NY4E6cby+ud741YLNvWeTWcz47V/zWu+2UtU9mlmGnTGiZ4lpcqAyufGs75da3KGcW9fd8a8Y9KL792ue1FltL7nP5Fp9HoEXDRWhJrYFLbBFRK3JHHx/34SWytb9qjdtDt75zngvVRReV8oAj7lsxO2W+fVe+74g1Qu65afOtsq75VonvGfH0fXueznXlzsoSuqLWmRW36TDoENQqQFbMehbJt8yVX+5bVy2TjDsiXHLLiNznMm52LTuL1PKPOBFbNy6w5eqSK936Jjn4FrpFKSJXvvXsxcfJrODbMOL+3/Nk1o/81QvlsYw76luHdu3zLWfbMd+yzLcVXTk3xKh1fgVuglYpwuXyXLt53XxrO+UKrZajyyr/YASvCTf5FtWSW41LbvGPgG79G8qYaqtr0S1FuLwByYCs0asIYPetsm++dXDD+woemm8zuNN9izzQfGsxcs9Nm2+VTcy3yLBvxa8pF+Sab22fvBS154NvbcTV/tjJDTkMvhW4r923rtxs3ANjNvlWeX8EVAVtiKCtsj1pFvy1ZAkXacdbBvd0DqTu50CWV+5b3ymXOLPBt0G4//88mRQ3ug3UmnEvCd7B+Ra1ifkWfdy3fdmyO7kEVqnAoqJufcT9LGo9cm0GV771EbculttWyv1DbIsuuR3wLatJIZdX8C0K1BJaRrLtPpvixbQTLlYQbkx9nNwiPK/Pk9E88i1v/W9exDzAlXybnyfLuPralMFr5Mq4l1jZt/2se749KU/SLcvhJb8i10Ji2RT3bXennKD9mJ27MN/aG+df6y1BZzCuqM2+deXCuUgyLlVLaJXwsnkSq0Zyz+Zbw9WcuyrhjXynspVvQ/4932bfasQVvNG3AFe+RbJvFfm2Cndd862MO923WKUh3/pDbfOSEXXzrZKgbdFNzr2WfEtwOeIS20Kv+7Yhtp8DcTvuWzk3yZbQklqFw+0q6YrakkLtWX2LdAGey7c24uoAdyW6THbuGeZbG3Fl20DuYxkX1E6Yby9s0fmtfNtBt3DrzsVQ66+bZ1NkWyl3SWhF7afZYsZl1LKlnbJ867q9UsB1YB1e4zeAG33rzo1vrX7GKI6rP1PmpTm3MW7ybf+ZlKobgerghjd6pe9LCVpk7wzPkyu8BFfJviW4xNa4HZtvEd634vw2+BYLxdWQu6yqFblImG+V5edKLJdi1KKw+uD+zL4FtzgMkm5Z/jRZn1YGPwma4ls9oeqje/SsF+o2jLiaccttX7vkiQ+UK6N9fOddat++elWgrfQ6ulG0zI/5092JvhW0yA+atrbsWxl39PzW4N2m89t/zbds2i3rVfOIVMtb9i1DYlFMxpb9XyNu17cIhJt1K3rlWwdX5I76VtjSuZ39sZm2VI6wrR0pu2RH98XI7wqycXdWO/cU2/CboOzbL/Pdp/eRXVLb4DvwPLn99gV+izvqW4I79Dw5IIv7Zs9vsabNt1ilCVrZVsaNvlWuVmYJ7wLL1EtqV5P7lSNu9K12yuH0Vv9YmYOJ863gbcfcI0Gbfeu559Qi+z3jvuBigmwRQWrw7rDtcM415e4J2y68MQXaSi4i3yLxeXJbzPBOmSG4E89vWZs6v1WmzrdoKEW6FbXswbdG7oBxUR9xoXojbvYtwsOgGvdu69ly9+jHBcm3vDuzLDn3yFQbfGvYElxC27J7V7y26A74VuWyrejOjVpcALevXGo2+HYOap9Wap+iduXbUsPPk08Wmo6Bom8F7sTzW2XD57fsU+ZbNDrXsS3sYqXnye7cWc3CEaZnWWLXR9zo2wqujm/7wNZ/BuVG4Ubfil4baif49t69coqLxqXsr/oBLhJ129DaR3fnN3ln72PREMZhHxEJS3wkFJQrIRsKX7Eh4jsE8bEJIhRCo0FB4n8QxRYbhUqhkIgKhWK3kKiEelUSlUZEIwqJ37x3Zh9n35n3zDn37nJ3fzNnzrl3L27zeOadOfdedcglLChPEO7u+2LWsLWjjEyW3Y+MjPpW4wHQxr4F3On1LcI9tf1b4J1Z38Jsy7jqHb4F20Qu0g2Uq+RxMFGmxG36VrE93CAAbF1tbKYMtvAbIWvU2imaH9Mi3eqgwiU4138cKPZtaFzQhVx0u1OE2/BtHdoPjFoFdpkt49s8Wx4vcItye+tbwGX7duL+LTnF/Vsz7pz6Vs3pFmqBtpaKbBfD5QVbvwukphPGrTn389C3FrvfsVnfYtzM7YwSN4WrKrd2YtsniMiMfGvCZSuoSS71rZ3DPBMG40IuJW5U4VaglWpLMrEYVwe+VXr3b4txO+tbwJ2/f6vhdPZvCdROrW9buWiqb0HXmqPWsOUMsxoVB27oWzaDNI4aV0cPuEBbzqFuKXMF5r2xb2PjCluBC68DaB251XUp7NvjW2xreWbgXLW2bzWSdC1oi2ctGVmEywpVabFu4XZxdNe3gDt3/5ac1v4tmVzfet+qz61vLwddI5eALg1q06lMlFP/MfAt4Cr1+hbjGrUot7PEBdk6vEBrvce3SuDbdDxAfevYrc2W5/oWdAu33rnXtXOsqD0eZKuuQC60xuvJ5cQubp9vAffKddm/xbeT61sdLeHO8C3CVbM6V90bd0gt5JLQt5YfTbhxILZrpoxnj87Gbqu6tauUsL6lBevJSbkAW+HWyH2U+jZ1lym+NeMqOBfh7jRL3MytLmvQFl51Bt9MbkbWWjvQmw4b+utbjLsm+7eQupL6lilyt2+hFnIVZ1tn3AKtXeDczyPfAm6jvqXx/VLTSlxY5aquXKtymShXM7YPpCR4A98aueE8eapvwbbm3N1It2mkqG2Qq9hAoLNnPRnjMlGOfQu4a7R/u5r61m8EdfoWbPGtoYtvHbvqhVpi02Tl88C3zJRFbSxd4zZM3be0FrGlqStL+lZN/aOmb+3Q96eCrU7L+latRu5OUOKK2Qha8yy2BV6cO2E9WYfloNe3gLs++7errG+RrrVO3xK4TRkyq+59S3Du1S3fErCt+ZZFqVC4D78XCDcwbTlneB9ezreKTrnCddxmdFP6Pw80QbhkJxCumFVYP66TyywZaolx2+Vb0AXcMd8C7rrs3664voXZSfdLwaxdKDaCLfDmVk0GN/ItM+WOEjei1s2U8SyXDWwzsmbcpX1r9LZ9axNlSxHuin2Lc3eaJa6g3QXR2Ldgq9E5t8O3Gkq6fQu467N/u9L6Vp02az3ZsLXByAVdsF0M+RjkPZspB74F3FHfFuU2M+NzBZna7Ft7sKxv82ZQtb5VK8LV1d6jNW4fmuPbKrzvN4zL+vEbHeSyhXs8I/Ut0AJvt28B93zu37IPRCavJ9uR81ZDuIFzPw18S4kbBozbvpVxQ98Gd10c+Vb5aAnfItyP2r7VuSh3T5ieiG9xri9xd98vuOqsHlILsR7dez5o17ewqzAedPsWcM/l/i3Y5oH0rycP2L1mINyAW5z7acu3pAEqrSefzfIt82TDGHBn+FY9p8ptabmn+HWplfn2weLcAbTvZ2SBNq5v6ZV80LGeTH0LuB2+BdxzuX/LVJnMWE+2A3JLPLRc8dTngW+ZKb+zpG91fDbHt2pK8a3Oy+3fFnarE2V8q6E492R8C7lHJe6uVFugjVNl1s7YdtE+CIWLa0v6fQu453X/lo/xzVtPVsoJchv3S1XzaeBbZsrzfYtx5/iWebJa6vN92zAuusW3OkpOxrcPlnHnSaBN3VruffWtv3MKfKlz8a13Lad+3wLuOdy/hVyo7VpPpuU+jPNtXbUJ2qC+JZf+srxvdUzxLcKlvjXhfrTU/m3JR8FGkHWyt0LfQi3j+5ofm2rTA3jlMt6/bRCbW3HuC4361g6Me9DvW8A9h/u3RbtQO3U92eUaa2ALuhVoR/ZvyTK+hd85vmWenNldZj0ZeNvYmnQHuWXVvgVanTK0+WFu0+pbDVVyNSoLcuP7pdjF7fYt4J6v/dvMLAtTc9eT1T2912TnVmN/MGgjbvt3cXuYrc6UQTPmdpAluA2EezMdYnHu6uvbhKegTfXtTsIYZqfUtw3lFttC7gteuBgXeif4FnDP1f6tDXBLJq0nq3vjbv/vktl9imz/D+IK3HTGuM65q6xvbVlqV9Qquzs7pazVwWXv/i3GdTNlRaOR63ULumSCbwH3PO3fZmoztnPvT1Y8uwncx/5PXeBahuBWXtk4Bn1Vh+LuT1aD2hHnLuNboLU8uZPInePbmNp8kZ37Qns9mRxM8C3gnqP920Iuwp2znoxy8a2Bu2HZrLSZeX1ziRRwPxuAu+nzeu3oed28d1W7Xyrj64yLcyf61kfzY77vwoSbImZLs95R3yqsJQMt5BKR641rR+dMOcoF52j/VpTO/X4pGhmQa+C+briJ1HzYsHjOZ7N+EKOl3sfzusCFW8D9jwO4/n6pGrl7S/oWZoEWcEVukOjzQIYv2OJbhKu8+EFWLrZlPZlM9S3GxbZnev9Wx+zvu4h9q3UpgWuE6ijcZm8yKhltNXvOn9E0hM407mefffX8XXd99Z+D+7IHl/oW33puU1vWt4KWH9IcgPvkjoJue8hVx7gDbPHtMCgXdEk4UyZ9xl31/i051f3b2Lg9viVjvhW3Mm4WrkFol8awjRcUZEGYl4Bubab8eqX1GVfUitsjcp84bXBfVremc+4C1/tWrRn90F63bzEu0DZ/cH6npHf/NneMS+AW3+JcuMW4NgDuJN8CrqP2hPZvb/zv9m8LtFA78/su7OR9W4wrQGFRp/xUvgBJeOUp/rBgP0M7Mxvb23fd9fzzz+sQuRldgZsJorujJ5BJj/N4Ma7n1o6GcdX3Jn2fo/oAWjGrw+UO6VY9k4tyR+rbPNgJZiGXOOem2OmDxZlM8i3g4tsT2b8l/83+rYd3zvddxL5VW4CLXY1DQAZeHkEq8iWb2bjNAjdkeiMhYtQW59ptUhg3onE1eXzQFYxLuF8qUO7euG9JLmoztNbhdljiFnR761vudfS69b7FuUZnphdmiadWGQdXvELtCe7f3vgff/7WTZJXtp4sas24AGiImjjdhJgL68Q9gFMdg5HwV6L/qAYhkrEVvoVcwJ3PKbINsa0/BbjxPJkSN/W9Z7p8W74PTkUtYaZcLXEnkItwh9CK1Hyu58V7WIyqoXsw3bcY1+CN9m/JzPr2f/D529xWvZ5s2Bq44MiJCpeAKa/2AgZMHYyxbQ3aYlxxm5o5N3Gba1w3M2a6O5Phvpky4Ebcgq11xcgVt/i2zq1Gmx8TfKvRlbikx7dOuJCro7E8hXOpcQngdta35E2BG38eyEbH7XTf/uefvy3QotsVrSerAa4g1VGfF7N2DLtN5wJndzZyK8ZNvs3KNXKpcWc61zMbUMo8mecBF25D4x7FsI3LW82PHbOppcGVuDvDTPh+KfBlcgywDedmRjtvvxilthg3pwqvx3Zp357+529ZlwLf5deToTaD+zqapcp1dDKyd1tLNqw652Yg1i4NXAPWBnOur3Hn4xo/Aaw81IFxqW8jakE31bkY12MLtHBbGnEl7hi5fZ8pwLbg650rWhs17lC31u7r2Q6CWIdsZNz5vj39/VuwBdlVrSdfg3GB06bHdiKP/fTxx9/v31/ZADLQ1FlRTr1buHgWePOq8sK4zJYFrp8rA979m5tX/KRcsblMHg+QB9zYt7fY8O882TYu0Fa4Bd8Q3Dtr4LIBxAi99+ROC5z74QvNGLHdBe6bpZtxdfR8/jbLdg33b6luV7yerI5xoZUURr/72PI9eI9kFBC4pQ+MexfG1SFyq8alyN3+fvv78i43l8/jdA6B27d/u2hEdW41uwG1AOtnyuPkZmjLyacfW+VD7sAY5kCowmw6Z+2OGzfyrbftAtg127+Nt2/nrydbA9ys0MSvui7wrWj4bvs7jYnJ4tsvDre2fnv3V11sLfLnhvKuzgnCL76x5w5/3UwPDr/ZOvxTFz9s/bahh1vf/GqIgi1Frj3AuBYj19e4PJJtDdqffkpjJnfwJo7epC7tjd+/yXOf6HWWPwqzPoA76luoxbnOtE8K2noi3wJuP7kg7G9zLNyqB+BWnfsSJW6Pb7FuWZyqwdvewF2j/duLdJzcejK6ZVXZLUktrn9KxBq/3/GnBMVvW1t/G7jfKL/9saF8o6cyuHpO0OjBl1uWr4fgClBwhVp7IHBzfUswLhNlsi9g9wXj/WlSfwQub+LoTW4evXGe++S39Cr7q4vfx43rW2zbJPdR5seTfMtMOSbXOJ0iXPWAW8h1cb6lwPXA2oBxYRffto0rYNdm/zb8Htbl70+GXfZx02gA6yAff3yDnfc//kljdvNfiVlB8MdG4nCAc6JSF78mUDXKZ6LkS10mcH/N4G5kSLkA4Wxc0AXclnSTar+/P1+VOpc3Uf5noeiN21/+4Dnlfj1RmSu7O6f6fKveIPfRvci0NsS+ZTMoIhfdsp7soaXF3EIuvrXhdpLXpWLZlvGCbt+aZtds/5a5MqeVrSerO+Ni2+EjTT4LuAaXYuBq/OHLXwHXZsp/GwGZmU/S+KXRunEonwHu0LbHIY6NC7SctCy1f8Nj2zcIQc2Y7XnehAd3U2/cgwuyXrtm3M76NoULyH20PT9mC6gOLOTWuYVc59uCrSe3q8CFXMfuwfH1ZNCN8tyHrCp317frvH+7uvVk6ltvXCtyB/k+T5F/+rdxv0yF4g8idgDu4daff2lOXJgRsxtGisXk99tvv31jwACqNRjGuB5cYK1l22T7E+DyJoB08cYl5xq4L3tiicDt9K2aD9De2kTXyMW3HltmyhVyb4t+/3ZY39Li+pbcM2DW3+/INDnS7UsfPqtcMK2+Xa/9W7jNpxXfn+yNewGbPYziSZPPx3R9g5lXj4tcU/5OxrX8JnoTKWbVsi6UqsbDra83ANciYMCVxeXSzLhVcKGWy8EK1T7gDt7E0ZvcLG98g+cAtz1TNuNOqG89uxDq0TVO4ZZ0lrg417gFW+rcYKo8yi3OBV31+zDu6BxZEbQ5LE511rdrtH879/ulptW3gOvCsvL9aeFnX/harQu6X3x5qCWnBO5vyuGvglk8fCIEWBf60+amhqcynCpbH+zhvpw5bhu3xizZ3x9OlXkT5U3af3HxxnkOcMEVhm3YMOP2+lbNR7TmrgTGxbdeuMyUXfSD8o7bwquHdqJvIRfflply3w1TBi3gtnx7FvZvczup+5MduK+r2eA+6qMt0pzvjrD98q8/cqXLVFkzZcvXeZZqzFLj/ukXp6yJVx7Y0AC3a394//jilP5vokumyu/+kSvdeo3rqWVVucO3xAs3QJYW+rYFrnyb4ipc8F3Kt5ALuipxDdtR36JawD3D+7fqJ/R9F9YcuFiWJJAN3fv3tfhzw3cLchNZYlRMapRxATcZTrGakvJSCv464SsyANft4Apf1Ns07kblrqmC3ve2HbTPdlC9xj20CYDeeANcJso81H8J47awxbdqEbi3hvQG9a2O3aZvLf7ztxG04bpUNYMqN7s29u2HQEsuOJP7t863J3F/sgO3UMptGBi3XBm5w33cb7QdpDHla82UD/UXmyvDDPu4G864WBb1qrfADfMTN2DUwC1vcvPojfMc4NZnysoGxo3myUGMWB2xb0HWY8valPdtSVlEBt56fUvr5BbnsjZlsg18e2DUurz67AVncv926Fv11d+f7MGFVncDhiGlMZNbUP7iUH79+w/unPra/Ks/65TwMEQNhx8OxYpuqPLGLWVtHtQCcCmL0S2p3PLIm9DALH7xxjd5DnAdtPk/9TjGDdDFtzVw4+BZO7fQ3a37lrR/bx5o+/eBfI6M+5Ld79jk9gBmK8Y9k/u3x3278vuTbSDXF+PCKyfgTYPI/ckuptypvMEFMQZft8XldDbVwuWYcYGWrORDBn6mPKxx488DkePoPgm4oW+b0KppvOOO2Lc4lwI3nCr3c4tzi3ENXHW/fXsQUftqMu6Z3L91vtWx+vuTCbc8UuXCbhnKvcV2GaNr/NGGA80gRbm/vm4z5di49vLVB7MGCANund3Qt0/mqXJc31rak2W1pm+JCI3vupjP7bNpWBiX+x1bK1GRcc/8/i1Z9f3JCFed71VmjQrhwq6NHPkxV+r2MAOYOwPdLSUrMm/LuI8YuPpn7J/CuitDVh1YBxf2Vh+PjAuwQXb7fKvWQNaEuxv5FufmON9GuiUhtqwtS7Nwa2eK2tC3Mi7MntH9W3y7uvuTPboCt9AKvHbFGe0CqjWuSAVWKEW92bY8oUSryrzmxJDFs47fkalyMa5OM3eDwhi3lRIXbklrE6j/g3yBc4Vv3gxiYSqdgPZF6zpi415iwyXOt2baNd+/neDbifUt1IrbPFWGXb6D1YFcFAyog6vcNQDpMbGyhGzVrQ5uoFIwLr7NxjXQ9E+sHF9QxbeM6a8bLeNiWx0ji8rTfYtwxa2O0LcE37aMa8N032rQYc49SMxCrTCF10i3ahi38X2O675/i29P4P7k68tZYXGqnAj8Qm3B1ABnkswLmCxraHzq9tcEfz70IKN8msYFWB77R6PGLZptT5effHJ3ad9aRn0LuQRcZ86TwVbdBilXvA5Vq6dt5BgzrkGLb8F23fdvyervT8a3GJc93CJd1FuFmQduNHQNxsWisYnVTqWYTagOSHbGxbcYt/xbe8pcfoiA7uNlyzW+bRiX6nYw9i0qT/ItM+WGb8ndd95d/8H5GdwSjGt17u3KAFoS+xbjemgzs+u/f7vC709u+lbh61kh0ZNaNS8PvKOl0eFqFAMzaT2E2di49lIdGleQIZz+ikehcfk8UNO36lVsJ/oWcPGtep3dVn0bF7ghr2pY9yBt+phaUa1dqGuIERa4IGtnsF3D708+ofXkuL51xoXBgXiJQ9Q9hOh6patGkTv4C8bFtxg3v4BVrVi304pbKlr3L6LGbfoWbGvkGrg+03yrjPgW4UKu+2q4WftAxOCUcg1aWIVUrp1vMS6+rRn3fOzfTrs/2fsW417APJnR+9YDyouHOs7IAmVWMIN60a7aqHHzC7NyBVPfXNkGAqi9Lo6NC742OGp17Nah7fetZbfTtzgXYmlwO8m3RbnKhwcHtx/ourRqZRsbF2BJlu26fX/ybN8uU98C7qRsRk8R5smc0eZQwQTjyre0Ylz+P6DjxEOR3DSuElW3NtSF2+9bwI19i3LVROmynwcihdkP89dLvfBCoVYB28i3tAvwrbft+di/nXN/Mr4F3O3HBt2au5zWdcyNN+4jj2z/DzLp80Cg68EF127fKh2+JfpJ6gDayfWtQXtQbpYSuIlcBXrJiyPCTcb1KbI9H/u3ly+zfwu4/7sc9+3/EVzjltSLW9sMerIi227fknHfIlwLu7fz9m+JoD0wZnMO0scMYJalqci3GFeYNurb87J/u0R9287V/85li1bLpbVctegl3z4f5a7SwohbdTtcXmnlo5tauXVKws8VxL7FuLvVaXKfb8lu33ryEb1KYRXzzrnPMUGLa9Mo4Rq5Wbk9usW3Mq6wre4Crdvv357a/cnQG/FKOmmFWhKR24WrQKWRXnJvenhpbj/a23t6r4WtjYRrkD0ybrW47fct4MJtl3HNuUvd58j8WBGzhV9xq/4S0Pb7FuN6dNd9/3b27/FNrm+h9vpObC/LbQjsol1Vzp5cePVt1LfQ20HuA4vW9u1NucXQfrT39ENPK3tt44a+hV7Adcbt8C3p8q2aFbgF33vMuMqM+y60ElX//VvNlBO2ci63JpPYt4pfVS66PSf7t8vXt2DrufXzY8+sw5d4cu+q+FYnHbFv1YM8LXJhVj00LsB2QKvovBf/Hl9zG6g0pbqY3OlbArdhDFhisIpbsPVpFrWe2nQSuPatU6lh3AapLeN63a7//u24bzHuvPuT58+TQ9+acdvkTrAtCXX7tA3HjGvS/ajl22zccH6sFGx11J2biU0tiHG7W9dtl2/J7p0dvlXDt3cWcsG2j1ug9eRabJ6srmRoMW/E7yIC9+L1//1b79sLT/r+ZE/tSnzrob1WXS2Ri3EhVqN6n2+b8D6tfkQs5yq4IBtDC7Z27E3/BC6+VRoFbp9vAXfEt+B7LEKz/76Le4C27ltj17hVY4VqzLdKaFwd6/X7t3N921Xfnq5vFYcu5FaN27WeHAhXzQKzdqWx6VszbmN+bHHo4lz3A7ijvgVcT26Xb8mdXb4Vtjq4ZrY87ltWotq+ZTNIPTuXdPlWxj0Tv38Lt+i2ez35598vH6tvT8+3at63drrWyHW+JYFvNUTz5EXL4AJv07cxtCCrngdlr7EwZfBGvmWmDLVw2+Fb0utbjItzg3RAi28LuJlanIt1G77lOoHrbGu0rvX+be96sgZR+9prr70tSkXw/6C+9cnkppTZ8nTfBpu4TwOvYGVtqlriQmwILeiCbyYX42Zcu3zLfVNDcjX2+JYSt8+3GLeHXFfUhuSWiFiMq3T6FuOese9P/oe8s9edKYjDsEYi0QgJUSiVFIhGQ0TlKyJBQUQrviKRuAdRKMQVKCTbqhVKhVuQuAGX4D3vzuRx9jcz5+zZg83+35kzc7DKJ8/8Zs7ZXWM/uYPWef78ubGNvv2n9S38Rt8a3d5qWQHbpm/HGNcDzjW+9XOgVlGLbBkcVstilY2pwf1kp/w+kDLGtwj33EjfAuwwuaOgxbcpZ0wsxoXcEb41uLv2/ckD57dAK2q/ZXBF7tb71s7FuGA7wrd2LiPcQq2nfIJrdMu+BVz9GdWWklWbpt6pULO2hd+Mbv33CoZ9S8b51uGelLl9+wZox/r2TFopY1xNY/eTMS663RPfnwy0Kc+71Hx7cAt8m9jVaOemg9uR57dt49JxLsaNvvXQhBbhUuEqnt6Xf4+v7VvN76JvgXbItyRAW8c35o7J7bv2zQq0L8f51iVuZtazM9q3Bjce4O74+e2vR9++mVq4dXrYbqVvlUQu2K7n21jcZt0qHqhzC9xyGvThvT/t/9Y2bgYYcnn/doxvnfV+rwDfxhJ32LcYN7Lb4zavj8+qj/QtScRCbXfT9q2uinF34PuTh89vfwAt4Dp/YrtN9a3ZhVy4Vd/Ut+ZW13KAXF1hO9mm7aC9+D4RqzbSt57TDtUAsPiWBN96GOdbArXVsCnVdO7dN4LWuGpAt4O+Rbj41kP6U8O37mqA29Pt7p/f/qqBC7nG1sLdGt8eck/k8pTjpr6lyjWIJtHUqsWDINbHIDuuvjW9HkyugnIHfOsE3zot36qHCMwKuhHXc0Vy7VzWx6bWwHoY9i3gmtdMLKn6Vj0Y19hu5fmtiZ3p/JaVcgQXclkob4tvgRfnotvNfMvGVBrM5MXKK32C1h/In1Nv29a3sJvyfqxvybsJ3y8V0X0HtgO+rWDr/iUtjt0ELNId9i3Jq2SEm1L3LdhG427b+a2pnfn89k9kX6ib2yfpMrIW7lb5NtS5cLuRb4FWje4atw9uKmp1jQ6+zfEt5I7yrbP29ycb3gguafo2EmtmffMF1XK3Tn3L0xdcdeeyIxVq3C1+/zYXuDOc37KjDLQIN2FrctM50Jb4NgqX1fIsvq069yRRUUsZDL5l4eJcfAu/kDvsWzLBt+U95am+JUZVsMYKd5RvES7GXSEYYqG2bFwK3N0/v62UuE88ZOd22SbfrqJ73OSO9i1TxbfcZBo74bI+9l8rVLceq2EbObNLIHfQt2SCbwv4TvOtTZu6BqEaqX05zrfEmDLUnPsAhkP2bev7tyZ2/vdvVxbKmp502Howuh2z6lvhWw3gC7Y4d2PfAi3UerX8IUGbA9/4tqZbJzPr7nty5f1o31LiTvYth0EDvqWp99DlNhsXdIep1RRWyisHQSTWuQi3aNxtO781tbM/n/yDdXJKqm8TuyZX2arz24Auzt2svqWlCR4ztHwCXKGXQG/cTyY4d9i3JGE7ybdkan3rUd3NJS7ETqlvKXFZK3PnQG3clwLc7fz+ZOrbGc5vIZdT3BeAi3E75y5m2E8mm/pWvcesuufjX2f07XUmj+8/fLi4/JyTiHUbQtZzhpdG6s69SiuVuJN9C7i3675FtwVs+aN9G9fI431LiQuzMQbX8ZaUh6Jx98z7ty5xYVfXc3aV1QTuxy3zrRKNq0DuZN8y5FGzVsnKfZPLP+W7YeHi20YgN/K7mneb1LekxC2swqtvA7upsZmsNnKlHJNxrbP75/FtrcY9sDfOb52DmVnQ7ZClxtXsIvd/+PZ7otatIVxzi3Mn+pYbcYhq857U/YsX+1rOlDc3lFv7yW1yMW4scTfwLXnXrm+DbyO9PgyCWGWCb1kp15iFXNB1onH3xPmt8wNg1buIV4yrPF/8F99+//7pwo1XGLdhW11GF3Kn+tazYxY/fDh5mRMgRR/Et2pt4ZI6s2AbyL2aphhzO9G35Hy7vvXIDZZVjyUuop3gWx6bqrF7SxdrZF8R3L1xfqscVO+tlM0uu1LilpXyP/Ct0dUlaj99unHjxoVPr141fXs8G9cd507zLbZN0C4DuHYukGoG2dbxbY/aJrt9cvHtSmRaZZpvScu3GLeRvFI+y7XW+0DkXoNZ0E3IVo27R85vje7q847PF4uFjWvdAu7cvm0IV6a90FGrfLomcp2B+taD83Ut3/6JLLr10c9lu5YI266b2J5vm/SyoazkiVuYTT2ulgt51zE71bdk6P1bprCdTBOuk89vCY9cMKxyq86uVMW4B/bC+e3yCx0xrXalFg+7CNZc3/p2dt8GbD3k9bGYzXnV5auwHahv1R3IHedbPOvJHWijcE0uuh0QriePCDdfBHbd3g/7lhJ3um95waCKLwxXTnBTietMej45Pu/Y0K1Hl7hVcDtud/38NqHL846GNoX6lhJ3bt9G4xrapFrAvWZyB+pbN8gVtsO+BV0qXBe1UNsH19gqlLUw3KDXjanOrKZQ514tpoNWmeRbUmUW4/Z8i3LdPAhcE/tyim8JhJbrWw/ucFsGd/fPb23cXOIuTC1ZuL4F3Nl9G6l1UWtoySdxe60j98hAfZsDuW3fgq27mc3QGts0klP3LVycy7lRA9n++3vcxiRurygiF9/6qpS4Rzfx7ZniSlkxrWrV9/jCYRDoTvEtxnUvBGzVmsbdvxfObw+qC1xDG7JIB0GUuH/Rt99/Aq1HwL22JHewvvUEuSN9i3PvG1q7VhfUAq6FmxJ4nWZcmAVbk4tvGyWusJ3gW/IuMqsJXqNv3TXQ7twxtGRd30bjVupbbgeWyrt+fmts1R5WYmidxV/0rdfHQAu2rJQVO3e4viUnRO7477vQi7aGFt0W8sHYSruewwZVwDW3CGwZXbfE7s33QFsK6+QNfHs2YFv/IlbCapkS17Y9O2E/OQg3UmtWfbn5vmXcPXB+K2oht+jcsFKe27ffv/+8ceOFuY3Qek9ZwoXcRn2rKZCrjKhvPwjWHBMKu3Fviqz1/i1T3bfmVh3nitAyvLeX3Eq7k3wbT3G5K+xI4Vugpc71Onmib8mI+pbculUHdzW7dn7b+32gMrdPH3IYNLtvWR87GdobAVxx6+jm62B9C7aJ3IHfGdH6eKlauK0r19hqyPQOPC4Vv8+RuVbeEjvX2JbyDmSn+zYYF8vyzGP1gamwUl7n+6ViArNN40JuBHd/H9udO7896G5uRe6zMrqLJ85f8u2nFxatoNWEcWOJi3Nr9W1ltYxoC+yyPIZboK2WuExQWwqibTx3gW/zMpm8vlrJbYHLgxcTfHtmOb4DWnUnUxthpbNK9p4yxE7yLSvlqm+N6irF9XPcfnbr/FbAwi3OhVh3hZXybL4lRtZJ1MaIVkOLc5v1LcJ1+5qMG/O5QK2hbZS4GVrG1o4U+A7VuJlb9Ta5RNxO9i3p67YnWW4JDEOuwEW3E3wLuGTYuBoq5O4rLZP/7/mt+qz1Ldj66mHry/0p4M5f3xpZE+urXuKSr9G49eXyCTvXva5awjK5WuKq9QrdsmjZncKyGpkitGY2puhbXTKtuoe1fItuX76+dOlSj1qPidfS+S0dbhVXuBN9S+J+Mr6Nxr3V9VttcGH3P53fYlzNs53f0nKeQa0H02tyKXFn9e2hn9m4F6rG/WTjFp3LllTNt4rJ7as2QitcQbaxUgZYbivCVahvR2xNmVvYxbmVlfIG9a2hfXPp0mnlEthS3wJtWbd9bs9PeR8ohvfmh5RLC+Q+BtywLfXvz2/ZmJr3/NbDHzm8Ilw1xatljm9nPb/1zhSuLcXC7ecIEaO+Kr41vHZuy7Qn8a3bkHDdSdAtM7S6k+hbsB3jXIM7tb59/VrMKpncJbJOIrbhW7BV95UPg3RN921cKeNblseO/6TuDBv3f/3+rVvCd87z28ytew7kqnl+6nkxq2+JsV3WtzXjwiv5ambrxj2BcXEuRW3AdpRxTwnccsa8FaReSTwHajv3tvu6vgVamRZsTS7nt255WA0M0yhxN/Ete8rtYFpuauDi2//1+7ceyez1bS+GFeMu8/Hjsb/i20Mucc0s1NYPg6JzcW2MqT2eyf38GVLL6Jpa4C39IJ+N614lN+PqUQMLZY3N+rbI7U13yIVeC7eW2lNSXh8L2G68BLtZuOFFoKJv+9Rq3OT8lrR8S+v71umtk4Nx/8f5Lb5N16zvA6UJdoNzlzG0s/qWfLJvM7KeIrjFfKXCDc49Qcv5zd0Z4zoNBGGYjhYJCSQuQCigREh0pEJCoCdaSpp0lLkDVSQkzsABqFNwAK6RY/B7PNGHM7vDgOMXkX/Xa+v1n76dHfslgbZo3Ke6OsJdOblxv+ywOrypb9vYKm1yd5lxu6o9BuWOHD+fGjd7R5kxTl313+Org5sbd6Lcm1aNi28v1L+lgXve729tWMCWOhfVAu35fXv3nn8GlBn3TScF32LcwzoNnwL1favxFd8GdOP/YXXBpmdS+LZrXJyLbTV2HWyjbx+MqnVi3bg22C1/NuOGV5Oz82RNz36Gb8mGrXLftwrMkqTGvcjv38LsGX2LcTUjtppAu/T3QD/p3w6zBC7OxbdTYhvGPbxcrzV7h8maPrrcKpS4HzrOfTUxLuha9JD5trtRtvFuC7WWB/1MqRW0iHZcnVotxBTrI9GtgnEd4P2M96VIzbcwO8FXolVsAdxHl/z9W1uXOE+G2PjrtxS1k5zbt+rifnJkfantlF8Pl6aIzX1LOJTqOTePqNVwZiO2NlEu0AbjJr6N0PoUt8oW4Q6jxu0OatklB+NaUG3HtxaHVRPlzvftBnAT3/ofoPe3hK2ykL3g79/WfQu75fNkhAu2Ti5Zwregq2YQx8nttLD1++sfxuj9lm8LJS7CLflWK8y2shqJhV/gJe3+bYavhuK75feUuCm3DzR2FLVQ69xS407JTcpbcRoOlClx5/lW2f+DcX3iXDfu5b+/XcC3tIHa4cf4lvWtGfctsi2AC7o29AC3sX/7ew6zfes75Q66q2GsVpPXG7klvs2QZSg4972NXoFr1LI/7pJrg0BuLlygxbj7Gb4lm9y3jGGCLzmpce1Y6oL9W+U8/VuoZcQKl7GkbylxTbaZcL9FaMe7Hsy5vf6tLZS4M31r6HZVO64KxuUtRx66X84DL9ie+HaY5lxP5zjZXrxAtZFajBvz2Q+UNcE2OU92dCu+TfDdjFfVtz5R7sS5mhj3776//R/q216Bq+v2fCvjClxSABd4Ba0WyG32b8ls39qCb9vG1QW0hf+fzId8qXEVnOvC3bWPkylpm/Gq1m5NfmG2oVwtTeMWfFtwbt23R+OGUONe6vvb4NtlvgfSbAp3Yd+Cr7q4qW/XtlMOm+Qju5Db7t+Seb514frZVANau40ZkFWgtk8v3NpF3vk15RbndoS72340OrV2fJsb90U4oUK5gVq/KfuCb2G3J9193be+wPCU3C83o3Gvq38Ltm3fOrpL+9ZHILbWDDJkIbfXvyWH+b5VrMTtGlfTMnndImPWBthGdME2OjdQu3VqSUqu3wK7nyfQolyOpTCt3/epbyvbZHsq+hZaNUO+3NxsNps7cu219W+pbpu+hdplfUuJm/vWd8r4lnHMm+9/Nu7XGb4lX9u+1TglN3zMl3+AqyQt3ECu0J3ulLdbt6xuuhJq6QK1lavZ2CZjXNgF34JvC6n7VuHJ7mRjMeNeYf9WwIJtqG9vz7e+U/77EneaH8G3ITN968bNOkHKsOBcZvr/HDXrzEKuwGV//NGQ1YDbdn2LcbvsQu4JsqdNIB4qvtU9d+6m7luNdgD3Svu3VLetA+Vb862Bm5C7HpaWb20hU9+2hHuY51uEG7Max7gcIzKLP1fQ3CVDri0tckdqKWqHkeZZwbgvonPjsRTG9exn+Jbsa75Fsz4Dt27ca+vf+iY5qW/Jwr5VEuGufXkdfQu17JQb/Vvy+DDbt3mJ67YFXU6lki5QUuDCbTPbnVG7HaFFtblvNZ3avm11aTiyzmx8P5k1glvv325s+lXzbW5cwF2mfwu/t9e/5XsghBvrW1tuybdKqRmU+xZwQ/82K3ExbdW3SuJbR5cg2np1S97BbTs6iTJUFef2D+fJcOvQRnxFrC04F2zjRhnnzvSto1v3Lc5NwD1n/xZgL1DfcjBV7t8+XNa3yrd0l6wL4Qbfkh/t/i2+7Ze4wrbqWyXz7RTbJ5xQlf+hI9Ut5LbzcbvbidQhQEtycpkEcsf7CyeXHi62fe4rSXxbYdbvJ5TmvmXL3AG35ltR6jlC2/at6PQ7+JbqW0cW3yoZse5bgMW4mu3+LZCCbe5baOUJZo3apmiVu7Y0wV1r2vKLtXMPbauK4/j0n/ooPhGf862d4gN0G1p81nd1uDq6ruJYYP6h84UNpBMk9TYLpoZo1cryaG8JYqyLqUE0BFFnMbZJCZMkmpSlITZEommKhNSt6B/6/f3uuT1t09YpfpOe+/v9zrnn3G395HfuvecuH/FWEivz7QoxqXrGrce2CTPltfPtutwu18H18m295PNAa627+IeVF6syi1kyT5N3ANc1CJUiOqmUWuf8Vr5Y+uMEa650rL+Lq4GqUwudGLY8Yz78r/Kt9Oq5ZXBPMN+CQUDFXAoJbqV0TAW3QthJMsu2YJW3QoJTmW8J0UVOV3ALCFfkWU1kSQ+k6pI+mGQIzz/B81smdBms0qxDFVrmrJwpr5ESP3qkLt/WneIKQle5f9skxODWaxmfq3Ir860Et45eiS6+dUBPuXitnmxZZOC1OrNrTJSRX/fvp3XI9NqxA+RKJpEidUszRSmjHR0dhKNEd8U0WRObQoCVxLSugFZKgis5lSl3DVKlLa2lJ7gndj0Z9n8HF2JuT2ZgAJeOYT2xDKK0NRGP6wm11KYOUI1OAaSUhiNFJaPEHscWfRE9G5CiSogCDUaogaIS0tWkJ1mdQx3QlbAK61xNHNI9HVzJ7UpmtOLgI+vqqacwU2Y+66fHCDY3N3N58ESTKqO6lsCjuGW7qrTvCkG5KEkrEBXQEoz1pK6npyGG9u1buyDtWb0dELC9zfUPYhapmc1mgwt463FldZCkSQKU9p3/IDz3rtO6Tlp9Vhr8ErGlLniFBIzrX4QakOb64L68ri5hbntZYFdkR6ArAJWMMny6DVHJuEutAFXnkWljU7gAjsreXmyXMHp2L4lTJjyIYw0NvWcTjBqdZC5SehYA5BCEiMlsMhmNRCXDCTS5QCkciSb5GoR4OudcIwMp4UTUhIJtkxCacXzjRhPmtWRjMkxibm88sJpuPPgU6FxV9+gbgNnaCkKZVykOo4I2N9+4tm7mgW6+eUVUe7F0Aygu/fY80ibp472f9CgLPl5rUAhyF10p6dN5qxQ8ux3AErZut7uLtB9fRL1jM/OIn3UEdMEnmlitVriMLkvLwlKMuTC3Czl2ORwanVySHDt3OcRLyAFOFhGF6m7RstjTBWupw3bbCWqAtA63Jw4uJdyTohugH95Qe4FKz3EAczLNdgk8loYVVTBnsHs/+Jqo6lYJPSnClfLmskwIHD89jnYQIQZejaeVjp59fu8H30V6e7kJ4YpmxoZSPHfEaOztPY1ccI2dT4tGOJOCXzBMJlP3wVFTf8jEceNZSLPgdnAv/hTeOEKIraVz8SZSG8DtYNpk2pjLmJnLnhBvLkSB6FymyWQiOk2DabPZ3JMxoxWgNTfnQvAZM5FaCd4br5nb6413HfjzyVHTgYMWYR83vUdsvrdS9ywNtSrKIafSCnIBa+sSdSoPlDzY5kLMpgCUN4yiCN33R1d5aQsBc732rxDDCi0G7JtjzXa7rN6xbL0/CIRcD5zTTjTW36uRtgu6CeLCbj/c1fX2H4Sre+gHj9s9lXG77Xb6L5Ad25+501vYXsG/2kjNBrtmnX9yw4Yjwx09T8Le3f3k8WkXIzrXuGFD4+hXTkKX1UHYMvKMKLa39bLHTjhkYw1FHEvVJrdtbQ5+AZZb/vDrvPgPxxQJqx5sQ1CYH6p+P7cWYpubM44DJ6K2mIHI3fVvM+7AQD24J59j7Mavbb9KzIArIwAGgef0ShFaqDCyBePFNJDr1faQAtenY38WtxM6i6xFD0SU4qh8Me0xUTMZ31iKb4wTIZoLRHuNe9IehkZIrx1UU4MhvQKp9zQjQFYUipxrPJcaknjLjYQjhF2QS/vRQfNcFntBGz1mqaZYESVhbO53KkonNyIpSnNKgWC26mmVwK1kZsLqTDkyU8l0VTJu2JOR9lzmgffA6P4ZaBEPMt/DBiaVM4piyGUDIBc5tlNZIkNgQVU6O5VWpWtRGE4r2WAayhl314xswWxLV8pOcti1jQPGIq9CSE8xxUEijyscrjotqAa6ELw8CEiWe0Iutyaf6qZDndqQ9PsrRb9bG8IRjgwTY1brV5nht2A7rW8lrVA5a4UddtpySRvIRca1vu+0Wsfwo3fM2FpJYuNTh626dge0bV+GMBXAVElkCE9s/D7AKKQzqrsySCJm3f6V0mrQnRxFbpdKC+zLD8QmBv51xg28/PJff/FGggtyTz6nl8G9/arGCH6bP0hsOH709FPP6bn9zpGMsX/8qtmfr/bOUoLrudqbMTbE9nqPRkciQI73MDZEN4xkTLwXsie176H2Z6Fd0USmuV+NziJ1sWM6N9p4ezBu7G2YG3H2h4wvBOP945c3ZkwXxhCvDYYGx6/QvTiYR6tBrcuiefD2S71fXzUyi6w5N5IZPH5pY8bcjBoEMFHOJYmojdG4KZdpil2c/uDSxkhqW/DavWmP8vnle1WP+ePfGtOe1tjFNxyPI5du7EmazduCtdh5NxxHtPA5tW8lL958srmbjtXUZO7JBgKPB2ufX65VpmPx2F1P/lBDY3Xm7bnzfjvecA30iRmw7o953GXn25+YDW+F7i3VDJOZx/E9k3M/pz+P7k232iefvGvW/hSZM8cSVyNg+Tn9fKLROWEZ/w0HAG6f/61RnTbMnXnV8Vrg+d+8ZzjxB2qPeSxn/nbc3KWVx6JXR2aOpWe6KkXqRDm297jJ4rmGotzCBKQ3lWJPpjsPo/vHKO4+lvC+kXHA/Qp7tDssZ96pdv+W7ty/PxyxXxdsHxqPNWZcO3vwFz69fRJ/z46h8WjRbt/c0zhemu6D3bNhpGh7a/zHxqSrZyTjQlrlyG2iwRUF2stm47Jv/EfvBd+NFNjzU9+zjspIxo15cuWUdKAtltqEg3KB252xaQ28+a8ndsem83D+LKDcZyns+7OAiDW8HFwcAMDmUVwuHuikH0cKu3savYV9uZHkPqpBq+hrTo5Z+5xgJTye8BariPJBVufnGtOBATbH6NgGKiNJdv1tFfxpAiDxcKURLtfKYKXgH1PHnFVqOmCpzScKbaVW9GWgvDv5JLoLZ/aVk0M0Wp5GQ6yQb6PRuNjH/kAO3U0MDPxbcL8IML5frAD3pFN7PyVwR+NEUajbiakh8umno/E98L3FftXz4qgHSEVSTyCgguE96V5I2+PFSGpQ9dBes8jX/d74knZsYtd+pzmX1JzuUKr/B4Br3KOmkPOoetSjxQd/qA06Na+fWyHvotXgaKFfTe1Jw0j1441jRVgZHK1tQSyS2hKkhk1zNN8vYl+zJbstkdkWLLRGswt3FZEvW4DRXBZwtscKDySynXOzNPGNFhXl83RzIou6B4IXcnvUts9lzYinHouYTeZmPo040hwsdEazjyeSrcHpgMGSbAkW9keLjyZmuyqzuCCEJHdPtHhMNbjLSYPB0BItIjO5ckmc921KZO4tpVyVoi+tLEQ2l1KOStFu8TjmCpsTmeuCtadLnkQ2MJftxKz4k4IhVrgJriW7CTWJpEFRHg+2JIruSnEzl4+WPG/PoSvDMXXG4nHPFQ7HUjtLLSXP4bniVm6BQxm7q+iey25NzO7g+HVBD3bemZjteJ2G3Qkb75LZbg9HHDuChr5RxRc0IPcNeSfGMoEdwekhr8lOtbbw6HTfaM2XGUZC6xudng9O+PDnute1wJGwc/it0Qk0gLs5OH09l31HJt4fDQw5x5yBzSVliPoOIOMCXBwqRg/ib2PXXBG50BeMPZQZttl2v16z+tI/w96euAylNbxhgzNPKbTM4N7UYbMRuH2jE/PpYRzMfHAaWZcGOjLR56SjiwzPR/JcM/Hq6PSYcz6TR6zPaR2oTo1SdAzRTH6+NBEG3wXNHEN/OLZIHu7OUmDKmR8bJUZ92FklG7Ui6PdPJfNT2TEMRk3LWd/DWV8knMxPFlCndTdg+UAdHjoiRvNxbCiZDxe4ED51txa4z/7Lc1zMlU8951OVpsqmb4Nx8On9Ok5TWKBonstiQorM1BQrDIZyIw/e7S1akKc8e9LUAtx9C04uPPnHIynay6TFuF2B2mkmdn0ibSoVRDyrNAcJXJAInrcQ10pT0IN4a5DADaHe05NVthGPhDciyKbADga9VQaXzJZgSjsogPttqUZTWMyhm0u1hfT0ZDKgWLKHQoFALnlo5MEH70L/Z3/jrS2oqc5YEV0AcZxfhhbUaeC8oPYnAwBG88zKljvH4zQhvj9YCwQOhSb1ygU1EOhJBuADkmNppcsSv/FGgPunt+gOOw0uS9Hg6vYWDYfYxvWahbQhjNHvLl6XGPdUNdNm//417zTwK6PbQIs6AV47WzElP+tLL0aYsFlquWTAFisA3AXVpwbcFo9W4gwR424tKZhxdn3/pVfZTFiEeQrKLeKYk4ZDfn85CXeK4+Wk3xFL+dKBquNb9O9TbfiN3Fpqt9uHnLatwcBYxLarZKgUqm2liTKOz1sbi9BcNlestgVBxrDV9f3Pnw3D6CgxuEh3dorkCtYOblD20l7lX6lEVhpz+n3Osveqq7wpmLtKBC7kC4JnXwi/7tUKgYtPhV3RGk5Jk8PW90ent0drHUcnOqI1X2SiozRNqFYKNnF1SkyV3ylNTHkfvMpbI3ABN7+r3+JYAO6U99KrvKA2PyZiALdaBTb7KgWEpnBAqPYeDQgTsXdwbPqOvyMhUnLF9PeXns+ok7ZSYDGIvzUL9tDHCF/kHEr60Jcf0oJ539W1PEbLV2o0GseoRZ6KpWP8W3BTXwzo5sAXqWXgngxwjUaA20AZN7XxmxsyOPWsBzdJZAhweyFG3fNMcPZFNaXQXgJc2U4zB0PNsZPUFDuKAJfOcekEksEF/wxuicEVGAtw02uAS+FtABd8mk0A94V0CkNxl9jFSeN0xgqoNlgKf2K+qyjPjMfvV6dRhZ7RxSB2QMfwHwjWDjkr2QCQhdeCzyJMUX/6LWnmzwEF5GuVh5wBvLudgQD8t2OecMR9XenCAzceOBiNdBoMk0nDA8HU09GMImwTbpUcwqlatmoz2GyOjxNZzQyPxzep+C12Vei4vnIGni6lOjtxfB5ADPfe0rSlELg3WFPoytWQ043cxSV4ReLyHI69qAbC457rVFDnH8Kh+xHlFmaAWyZeC0NOP+KOmAezPOAJSI+Nex5VyQCqY+oMgVudB7hO285FcLP5qq06FrFDlWJ1F7KHc3jh9vgWlcC9TQf3K44A3O0MLvay2qyTWWse6cepvRGDJ8G9wz2k+ncG+5P45W2LeQBuOZnHpNO2tTRts8LeZ6lhsowyV8jvi02Hk1akKIB7mw5uH4NL/dqsDK6VwfWNx7dRxrVOocZKwL1KsZbI8KtOdMgoMbiorubzAy8lspopwaVDzS8yOhaMb4osBxdnupYXKKY13VX6RCn9WeC+UIcgaayxkF82GjTwfCKbH/iYh4TK/wXcgQAKocDAcnBP/1RFhlWNHxC4uITaDdf46ajnBS98U39aTJXTnj2Y0qrIzS8C3HPOxx6YKlP7Ix5tr7MJ5n7RztOvaibBfHfSjP1f0KfKQPzFNDpK9VPPxH+/NlUOAWP2pjERNzYQ3ojwVJkIp7cKTAcR5obA73MiHH0pBG5PsrOHQe/JKN0hZS40DfZyTqUfHx4FUfVVGpewTHu8ceX5oId8FVFs3xW1ZjOm0e30eWXGodO1KfDfz5W5bH8Ek+Vc0jCJi1GZrmPpX248+F5l1gAdCuF6FCbINt1+vKXl8VzSVXa6JtWno0VUlZ22ydC9loIjF3KVk45KMtCNgbXLUK3IsDknJXMkXdTkjtApbm62nHQDMy7duPA1GUHSvap4GDPlXMgdzrjL2TJH0QInvwC3Egpg1g5XiwPfcshWzjosNQxrw7BhvDN2gKtiMmwYiri2lmiqfAy5RA34goho146sQ6MAF3tYDx0BuLabStPaVJkj+lQZpTpxXXDiGO0bGIr4x+g9Jjw3PhS0qfJUBp8nI9lyshqOuADulNN6TLU5JpOgEF0tRIYrWatWfhUZfp+vTW1vdWnghkAqgzumYjIKoMl9ldgFyYco4w5zzTDy8piI9RG472uTV2dVq0bNkFMzEQOaNCtW85i40DTWq2CqXMbUljKuH7VDYv4MOh/MIoam+KgbqKSHK6MB7oumyqoV3bXFtgSH3xSjUZ/6aFxoPo/xv02VcZJ7ck/6nHO6070fBI8Cyt82eGfpHPf2h+nilNrbEJMXp2ZxcarRe/SDOyO4/QNSgfqLD4+MJ5J7sNfRs9GLajxXXJxqFBenKJcPwr5wycUp3Op5JW1sSIyM47OC+b8QcdghjNMQ9DTNNaLGyHgjciFdHwNFwBNvJOIXEhF4OJVu4hGgHJ+Mmp570ntlpnmuaH4hMaKmHgj+2JiOm7dEcVXK3L3Xe96ox1KkfnBLdmP33g24DsU+dngC7T20Y38EF6W6H26MeDaaNtKNoG8ThS3UWetcsdVydO+vd3kLaDz+y4HK0QPhyC/vbVtI0NCtLbhk19nCdifZzfSfwFiK7S0YvWlm8s7GSPujMM32yb3en71NlvjMAnVrKSqDETPu/+D4zhxNWQrKoDOwcKf3zBBo7rTEK/GucOQAl11PYdxWoKnOuKmTH8xhr6kS34RuOru4BU5x3y79jEHgutFaVfy+hPfHpMMSd/CwrZU4cqm9PEu3fKIj46V2YLqj1EkXp0qKI3e1N+4YiqDSvhMXZsYJaxzl19HsWxHX0yXl0UTm6XtFZHsPGgBcm4v2cru5BKp4j0V0D7OAzrejma6uWyqzbv/QSGoHBm3HVNyxOdoIYz7qwdR7K+xpK7pF+WiicXzC2oHLjzabz9tKaypcYQbXhpS/G5eHMIN2bYfbF7G+GtnBxzIfTVqpBnkZby3Whw6suDg1UqwC0gFUe6rz0cbj05o5FqnOlwI7o5kquf5n6TqUAmx8vDPAxdlsmwgiD3tTmD9oTf3lz/JTn+W3oq+UX7s45RmYSu6b0i5O7ePRENvHo3Gxj3xxcWo9buvBreJystRf1aXg4p6tXCshbuyc3tuTMQIccZ+VZtJG+EIIc3OuNArhZq3oQGuohzVbBiAMgIYckG3FnR42Py4qezB1x1IKVMk6Fq0jXnTE7aAGGGayscFWGGZcY4LLJgqIvQtpbQV2YJfVBEt6dBsIYgPaCFtK3gw6ePCXbayWx0HY4yxY7e3Cbtl2P+paEBM3f1hs8fa992YUUqdYadGJKTZc9IVSr5g5sExdXbqxUotNkHbd7HPYvenrAObRjrr7QHQHl2Ic4DpU6gEKHYtXfUiNi3eF7oVQkrSbPvcUrL6IDbbDDXVxIUT2os+lDPNAW7fygDzmbdTdquLFU9DKO0201gJ3bFlWkjBsMsTeboCbtVY5xQ2slICl7u6OiCy3YK8uqtF7rOaHcKohHBHSJcK0+f/A5cXKLLmE+NTTeyJ0Y5YjoOyVhzKgVV/oxHGq4jpdFGWchc4XP4s+BNLFiimmHjqbm9FCjQZ2yTTuSdyFRHoar+AgehugXvFMALUQi4tRGrUFGBrLcLik5wAANZI13dcVwi0g9vTljOzqAqJEtHRlncAXGMNoajLTCsVfQO39rC34Bkx+epUFQ7OpoGotKBddSCH2SyszK9Y2Iul2agEUwJdrDuhLoeQyKRJMKRmGMAmQFFMCtjx0+1E7kaoTq4nWS0mGpThAEV/0bm9cw5pXYCwKK6R4ncUONPCAylu7pOCQK51b2aWtHgeq2vf82KGtpJs0NDtcsmQBT14lhQLW0jVSCAhT43f7ciECatnCuXK1zcGrpVjECBe0eIoWW7glMHDuQKhOIlgngbT2ocDFUBYF2eup7YTAveSfp8ogF+gKSYaZ35M4AB4BK/nyoQGWcBlYMoQL6Tlc2iT9wR7dk1rEna2zmbTTzocjmCet9rgekAXJAmUGWyuZbI1hKYGsaAdXZ7hORgArPTiSYta3W6QY3fulYEumda1Y8XgPb5p0ifWOjLAwhHlQPC2gl1LEspSMyjWQGuC8yJDXODKvQps2yQhbUhwR+VjjfP/jUrw2mRdPIdMStuLLB6hgrf/ttl1vb4awVpnZRUHC0isBKEpsWOzBr1+WvGhJucTbpdmML6fl3QTwLrEwmeQQLzLvWCb3quuTn2VHehyQcjh2727TtQqW8MHxMv+EwL1EglvVDWlKcOn5W/nIrc7vEpglrBSnV/1D8mJT/6StSOJSmidprntO7/zTkHvPqcNabHV2dX55ezZEpRQtSGZO67T6o/HLXak6grH99gmpLXW6f7mH1+dYtczrllFSwT91z/DV6Zf7lj1UwG9Iclwv0LrUY5AfBairiQFeXSILi4WRdQ8B7d/PKRTcsm5e6/83l1QL7QC1LDaYYiZX/x4+stYWsUw/y9XBBZOsbaQ0gHeuqsN3nLAkvZBOtUP/9gHxTMF/14DGrQT3Eglu7QsJ7he1ZRenWOs8xyfY5TcLrhSCa0qmYGZV5uAlImolu1wt+KzLxzK28j+4kDDr7NKW0+rfrJ1faGNFGMXVB9d/D2qFVVAQfKgLoi+7okURl65gZalWqhYUA/ZBkX1pIdWX6O1WiISwFRVjs8mSB0tJzRIWDUWMtTbWWtZKG22kTdGWStFYtChr0RfPd2amX25volU8Nzt37sxkblj49Zs7MyfB0Jjw+ngWBTltxLNfGoinLbTmsOpyVwGYQW5AsPQ1R7eNEnCthw+kNpEa5oOix+AQTEFGAit9Qk4BcG0RB9Jk1pGrNr43H7pDZGgUalUmT46DMuA2VMCLy2scTBqL0VghDrL8uCrgC/JZ+vYLr9I7+Vz8YdVTag6C9GL/8oMr3P7jUBlkCokBYiVRmTCrJqGGamKSNxwSTSGLeZWlUOsoH7SNfXwaXNXJpwZ5h2h/C59d+zXuSqE8tSqDoNO0sug2irIup4/BQi6HyXa0zIxPrtIkQu6T5jB6cLqeWCbGK0R1UG9ZWh2WllMm+xLJVUqtM8jn5qMcqBpxneA2eOFRIZeCFd6CShD7iG4TTCmeVa8hzgaEMh+vlEZf8qu8Wts8X+7YQ607VI08feK9paOP9O4/9k76oJXjKUcrXxAS9eL+a3Bv3APuB9scJ/u3PHJOGSwSTx0ANzLeoqEEObX/QSZmMm0iN1N9UM46/ayh9RozJSWVktHIalEmtT4fH6G0T6tMCCkl3KGlKURodXPJdARZtVgLAiS2PshOI0s++ESLZmwlWVrerabBLWef2pkyo0LVXqmhj9FPHnFVltYeT5Z0efa6ve6hITco5qPrvkC1ArDuOdc/AHaAglq/PYhTWCotjwFdPOfCVTs0VI9jH6VUKq8iV+crmTwcIJcFfnKb/1AQH4Lt4fANBlu+cKjifmZtwHXoklqcePw9tk/Ewanwin+OXRQ8Uueh15/2+k8BNwhueVtMBtvluiLh9vJzaazuKHlmHsoY+yRLhEjrld99JAu7g5xBqrPxaRj0x0RcEchz8+e4tnRuHluh5w8s9xNj68GFze/TNE506qEVdQXYxoPuAbpxYcrtP6E+Pj64ylruDP8ODNTE6QdcKURYNCSnNN1yr/HZlwvA1MRLWQg6IQ7Ar86Lry+8WgpD018/M1aJtIatWpkjUNiMNS9GvvBNLm+iI9LpI+3Hjyx3GJf5cKWz/iegjwvMzOrlm3vUsVdYCJp7b1i2KOOcTWTfO/bHrlXv1tnS7vSxfXZ1spwGZpvddd8LqtijMO8RXsHWlGyVcDr0B9Zv1TSEum+WYtThrZKwG+vbK/j1Rr5JM6cI69UI7Hwo8r8B3QXINc+6+rPViiozzdFtRi4PYNs05pLdScZZPaw0F3yojSuuyDDhQXIp3+8DuVxzveHSxuCqtrf919w3NeC359HYB3IvgfHWFaAeCGPTBPFh2SAa1dv4eNKsCgErObwYkfgmm5+SxbQsyhq7LRdin17C1ie7R0qqwkik9gBzIrSxPj5VZKDGsNkFfoGtK4VMQ0EXPXhi98P2SJS7qBruWqrmAEdRLIOriUi49SbsU2yfXYxYeT51yLUtbUPKCylunT5+tJju6Za12+65SjcyuKA6jwLbY72SRdJrL/0LuWveXoVCuZCHrVNQt3cqkcNGJWyF8i3PQrjwm/d8Zt0+lWkmS6exPeY9FNiFXORH092owW7cKdnRxKIY/blryLH+7ShOXKn1S7ZEremlwdRXTYApntEV1oL8yPKQROMtDptRanWYTFj1CMgFXPNS1TGrEVep3Qe0KhdymVIkV4Nt4IcL/lPEbS7uVDb2vH669qwtr3LwcgRTGvZcySBi6Kx104VbXMmAs/GdgK/v/MDMvWOopA+Qbj1TfDoxfPe9mQqIwl7kEvbEnFzExkjQfwAtN1q3xko08FmnntkMNXjNATEMcr/UiXx4t/Ym4/DDbTeT7bPoPHKyJoGWxfQEYiPSSysRbBghuBGC+/vNKO+gVw/DYj+4wJD7lt+tdUgn3umZmzMf3Ty24s7FxFHcJ3kcCTZBd7MNb4TgexSf6/4tMbllF+//vHa73CEkzcOIwlkY0SqhXrzhvOx+zM4sbKyiPnYI9ZGJmZ8zKzn2liuKYy13bPaipWoxkZ25BRXFxKlEMQEX3U+1von00NBr4o37k7uRZhaWgelJ/N+M0JLXZ5sMfVPquzXf8xq68WTj0rIQnbp7NnP97NhGTJx4cTXvcWn3MDdKrY5VsKAKf5sY52pvx21tLFWit+1h1MdXzZ1nP54x3U2eRHfw69WmEtwjNW4+CcTbPyf2t+do5+ubNO9NjMCJhJK4A1fJZcKYa0lVZIPo+g8ISeOYG1BdvMVhH3F54PX3X3cepFYjrn3xOVefbAOD5f8fXGPPSz5fSp6gjQ9OuRN5ceS+mE5if/FuCZ5R4SaA7Q6NTcnBa9XGB0/CwMqwVJ4XHyB2FrPXgYQ3sAJw59EGW/jl6GLw3KoAN2PX61pCXLVOva6lMvuTfcrIFOn9O5JHpmp8fNbhl1k/gip0DkQriLTO+JdEWzoV8LcB/vqrCa503C4dV9vFXxA5IkPl+XJRcCW42MwsOp2uoiw7X82erWYLRXMGP3AODazMSVJE12hTPYUO88C+o5gO7ZRyMA1lF+EaKpZyh/LVucrbAxudx3qzZ8s7+Wo2HSrm23B5KvMr68uon9v45mz1KMwNhc922NtR+pleXy8mcHu4Hgy4sPiksNu4hsCJ7EQ6B0NSKjMIIi+UZO8ybXMem6AMpoeH8iHsCZ7buCA3iuBtqaVcCja7wmgliphK814V5r2H8m1AcyIdhWtIwmAMcfWVKXHu5Wjta4uJB+FVFvyWfiVVQEN0VJ6ad93BMCOvqUSqkEMdP0kPwqrcfp2mPusKSqVZnxCrAz5CPKbgElhJ8RKR1D2zyTwptS7Ro5HILZKG5DYLuE3wjceJaDDYSsKDUnJFPLv8vheDFFy/rguKEde4fFbH7oNBDkgxU7v2yoP9V18shj1XMkhwceka039bcN69TCXpgSRva+OlRQ87+k1DFgPcRQ9+HQcu/O0H6P15ia4fgtuvhh869QBu5KbLcf9swmvPl2Gpsz6+RXH9IF8seOwc42CAi566Wdwh4MJeu3k+LCG3JWyHyp3s+AHsmWbE9aAAuPguitDnYCbHl56LmVo5Z5LEbpteB2507Z3v5z/LXjW2fsZY26RlqKez51QhhH35qyvRuz5PYmrnVCGK+tsyv17I1LzticXcmZPr6C3K3t7erOJt1TMAd/EMKgTcHQH3cP74ZoTgwk4gBr2U7IzCPsIvv58XquHxO5w/uhlB2QT8Qfmc9D7+4xhulERZqgS2ZF9uHO2j1gPESqD548r2w5+XCS6HygnW/mBq46kECmDuAbho+MbJsnP+iI1gBMY+cIhdwPhUqKMPSMBNZWq5b2m+KxtwTT3AfcyCe6ePXHuilFwNucHlHz2ai8+3QZlwy8T3iKsKQKsKRlxDrfJrgFV4mTTFtXnE3Qe3BHeA4BoLnrHlRWQ38eDrd9dIqi1BfH2RFh3bOIwitfFFWj+8ZVH43FqpB9eTYgPuloLrnby0EN4FF+5e6LQB134QqX327mXQLOAuIeJ6rFVw8fI60LmCa115NPVdVogQ3H5+Q41jPpeLRBTc93fBxYBA4q0P3FIdwKFPbsGw9rtbVurA7RRwIwAXJreu9GfZQrYA09mZM3Dw3f7JLbWezt5sKXR/PbilKOqjI9Fo7IuFFdhQ68FFw9zbvIGCy4iLL44o9ckzbh244PhCfvnBtAWXTQguhqO58Un0jqbjI1KGFuLiK13In99JW3CB4XY8XgfumgM3+tummF5MLcGluScaABfetyfTOYm4Cu5jBHf8nl9we5r69oB7p4Kr8daenAyr+k+l1O6DXWLbSIDWsRvAlhnVZDNofRFXXiqSqxF3vwG3WcTV3wfC4ceWk1PW0AcLHtI0bXwYKl958KWEGPaMse/d/DLmec3kFEbDz0vjQSzl7Nr4YKMbxoj41y43VEZDGPMB1HAB4HKAzWfcAmD0hscWYbs3Q2Vjy++vd+rhDpg4li4R8en9K7pYz7dIHvyvSueeDpWlGOQD3OzYStuggsvyMi2ASTzkdgmx+N6ahZo3vVADytMLFe/47KIZKps/CsXS6QQSTwAG8VmTuKGy8e22tQq4+KKGLCLu4l1bGzC47eS9VRQUOjo7s6Xuzk0vm/6MQ2Vchk4tob4Hb5hITMzrUJmW3CpvwKHyrfmqA3dkZGJsw4I7kQ5dyMPNMwTBdDvBiPsowLVNUmhyNiQ1CXrsOoYUXHHTzUfFvPeVMe/12KFyPgRwkZ/i5NRvmyFTK+CWQLIBN8UxtXP+AFxzex0qmz8hHcYNDOJp6qOdzw6VpwrjGGMjuMff1HlljbcNybV5nZfaf7yFGtNLaMnuPc12XxBaUNtchJaJQVfhJaZBeP8+7DYBV+ENyFqDzi2JPe9qmVLqh1WPmWsvxzOuGPYqmOVxJVe+eG9pmF4+WvewlVhtfHAD/r4+fDcnp4wPkH8OYPeT8TdmrWgNlOPEQiICpy/itXUMwt17xTWD79CpB2Rv4uQUvv/NGAan4QPLJ7tY24VafBY6827YRKFMTr1UC/eHW1wx2AZ2RzJJ+G0B7tUtKBN44djvML7CFrMcNLYRwYfDIhBIbu2S5aCymZyytt+SARjnxBHcZ53J6UQP25i/EFgT6lpIiBttdiVbCWWXelZR2b2DljIdlS31YAx7v52cOgaO75f6NalPTszcNuYmp06X8JWO5XYUI/jOzdyLIoJbOrRQGRmVZ9U7hsRrK5NTnIcCx3LTGqLvoc0OacK5ZrHp9dwqvbvJKbEcYJVnqmSceHXmPU5OSYfx0aUXoNGFSqoUh8HP1QJcFMCVJ7SpZc+weyu7g18Pk05/2rrXCO6ozOGNsz2qUTAp9eOTs5mZzdDh2cpopm035Gq8VZFaZbf5OlBzePXx1q+H7XruExwp18dbjbr/AK0bFzPqKrQqHSj/t4Cr4GrADcZbOYTcXavOtRAzXNeVDRP8llTj9JNFW2QPsoWU0ytkbXxIZIUGwU/dfCJ13/WrJECCW/TDS267uIZ5Stpi+wR6rJerpCSD5SAIUXhQPEEsFiohjvjDLVeb9V3r9rE2PtlhwZwU8MzqiKqVsvm9q0MRJlBbxHwXMgpkNainl54++vtkAegYFoBkeRdXvaijYegY8mjYi5WgGAzkWPqx4vuwGkTlcnT3IbcmazsAtW+IK7m8IqC8cFdIQacs2rJMZVeI7B6KuEjSGFXn6/N5/NiSOy6kQMvUsycaCYjFe5aDgo35GVzE3cXXL52TCsRb/7xUEymyjdn1/4SBD1qOj/ch3zCZqWr/0Cq6AXAtthCx9UuNQT4/n8lwVxQ3NrnfFZAiQZfXrGBj5inutKj0wxuwu3nRfK+yk9v1hHYDfzV3xihXxFAURkttFERxASIWIqiVle5AEHQPllbWYjvFQ8XalbzCztLSFbgMT04SPzM3yURF8NzMTd7M+//u4yQzuW8+fRP3mo3nXVP+rjc1lho+n7vh7VLab6EkUceXN0GlDRgJundswEjfc6mtfvbJ3FIEZH69AUMnTLfGN2txrnhHN62fI2+9yCxTzZPkq7omiGtZH+/bYT8VnzTO+qAfaP3y1fW2VtnimOjVYaUPbxN3Xz69EanUC9wrH37usfBXNPI5lL+qy2yCQmUDRh1S41cV/shUVr0K0ql47b5PvkLnXMhncIvwW8gN2AIvIYon96Wc3QK6W3bc/IIgHPd8/gntCx89XmuArmIn88rj3PnOC7eZ46bW81vr13K+OmhqgpTda4S4xN5GAWvS0eWO5K6uyS3M19Pt/iv/t6sFdnfU8Zlv3qDnelwkpvOPnpfPoQJIvQC2UpdPoHwhlvK10tlySQx//qWorwSf2QupYZZ+bznzejsd1qOoCuigfk/hzpDmcaNynb3HiGI+hsjY6gR6dtpvRA667uT8yg29yun+g1Oq5Xv4Gm6D3/oLTxZuSqn1NfRamh2XjVKK8/aiQquA364KuZJTELwuaQLu/kWasItG79+j+ochamDGtDVqT7Yyo9W6pcA3JAdRT2CCTey+nu+SadZ572EGaDUn1DKt6EhFfErKI5V9y5bgdKagTy1K5BrYXimfYVZ2ZdBdigsYzwv5ANv5Iy/PdBQx3ksgR5ZPlP/omOrBWCdxqhj4LehmcpXRArZwa78dwSvl/Y6mVnnbCqiwOvJbAsONWt4v9Z6nuD1wWd0Gv3XaCYAjxaZ3CPCaCq8tyowGGhGc7bhRhfXg/bczgW3EuI+wyB0LjE1xyt8TtkgEB4a/l2o+VwNFLZYGJXAfK6a6M5EBvjfQdUJSihynKOrtUe6SG6fI69wiPj0F22Spm8GVBO0Lg+pgmjz3W0dp654LrvQ+BuAC7V6R2By1i95LWe4BuhccO2BrzF9c7dYyS+zRnb9vfs6t7TcQm6N0LbJqJQV6b5pcRZdWwlas7nNDrIOu6iNF9MtVuNFz/X6+AbfYcB2MNECWcOogq666sF6Li/DbKC2CB+SucxvdFnSV9RS33D6GWndo6LfsdNQxIHdRM8flfvKq38JsRFcxwNasKjumfnsxEAu2OgZ+C7cIbtEStkZWra+p24Lsb3puCy3cOgMsujXVkdNWiVqwHbA7VVrtBnA9Y1Yjuo5b0C06Bb8dowu1PtbvJ2O2MNuim45t80BDqLXw3Sm/E2y5tzylldtTXXCvOf7Kb5knt9w6Q61kYp2cW2CJkd26k5yi3wat+e2lvt+C7dxvcVuH+o7fqikgt2u4hhZqeRMufht+tUZtIM+gc0b9Je7QcbFZBhFbp2NsnaPhelR05Ldgq7ZouOvPgbDcbTufhWZtzJBBeL6+nWK77rnMlCO4mdm/81vTWtHNDWpBl1Ab+m3PcfHbvuUmu/1jv+1yW+L317cjwzW6mVyYdasStFCLWr91B7hjASwjdI/OK9wDv4XYEbrRcC24Vdtj6+Sw1B/6LegqBuvbVW4htmV3O6fHQOfnW50jO6W8IMjVMdcKtU48xY2Ou+63bn14G24DtU6m1kf0W8Logq25pe+sb1P6P/xWSYp+68S95YZep883O7iq5XCD2uMlbgXWbarHx+tbaei3ir7hFlxrRHTx26rTkd+CrUOYWqv7k4cC2kxtemr7XORiufjuit9KC+gePb91N3BciF33W6U4SZ7aLYY7d9yD21IjYbf/1G+vLPntyHKFbd9zpeK0N92iKrd7TWbKwnXiuPec0qGA0wG7kdkI7ylwa0FtZ5qM31Ytr2+dtFGj67d/cD/Z1G7nAq0f3T6X7Lmgqzh8frvuuJC7vt8RcKkrWPZbqYNuWOAqwawagaLf5i4yi9+q9de3l/+R36JDvy09wnAdksltodUGDcfMbyO5jyYzZUAF4JE+zpgF2bHfOk7dWXLjuEHVb9GK37LIlSK5Tr/tt6a2FhQ4n717KpMLq6t+e4ztS7ejO1M23R64v++3jhZamnlVQxHdnNSt+S30DmRm/+n6FmqP/dZiBLqmVgPIrdRKhVl3USC7OlMWrg4U/TY3/a7Vod+uOG6cKTvDbO5AFse14kx5ymzqspYdd/IMaDOzjQSufwXjBU5LmvgtFK9pYYXbc9wf81yMRpOx/lIAAAAASUVORK5CYII=\" /></p>",
163
                    "        <p>The search box provides auto-completion and assists you whenever possible. For a complete list of available keywords, use the down arrow <kbd style=\"color: #333; border: 1px solid #cc;\" class=\"down-arrow black\">&darr;</kbd> on your keyboard. While typing, the dropdown list will show you which metadata are matching your search string (1).</p>",
164 165 166 167 168 169
                    "        <p><img alt=\"Available keywords and metadata descriptions on hover\" 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\" /></p>",
                    "        <p>There are two types of metadata: <strong>metadata</strong> that should be present in a calculation, and <strong>metadata (with values)</strong> that allow the search for metadata with specific values. For each metadata, descriptions are available when the mouse is moved over the keyword (2).</p>",
                    "        <p><img alt=\"Search box\" 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\" /></p>",
                    "        <p>Keywords can either be removed by hitting the return key or by clicking on the &ldquo;x&rdquo; symbol (3). The complete query can be deleted with the &ldquo;-&rdquo; button on the right (4). The &ldquo;+&rdquo; button instead adds a new field for an additional query expression.</p>",
                    "        ",
                    "        <h2>Download results</h2>",
170
                    "        <p>After a successful query submission a download button is shown to save the results of your query. Currently, <strong>only the first 10,000 records</strong> of your results will be included. For more records, please file an inquiry at the <a href=\"https://nomad-forum.rz-berlin.mpg.de/\" class=\"external\" target=\"_blank\" rel=\"noreferrer noopener\">NOMAD Analytics Forum</a>.</p>",
171 172 173 174 175 176 177 178 179 180 181 182 183 184 185 186 187 188 189 190 191 192 193 194
                    "        ",
                    "        <p><img alt=\"Download area\" src=\"data:image/png;base64,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\" /></p>",
                    "        ",
                    "        <h2>Results page</h2>",
                    "        <p>The results page gives you a brief statistics of your query, i.e., the number of records and the runtime needed to perform the query.</p>",
                    "        <p><img alt=\"Results page\" 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\" /></p>",
                    "        <p>Each results record represents a <em>single calculation</em> and is accessible via its NOMAD uri <code>nmd://...</code>. A mouse click on the NOMAD uri immediately redirects you to the data set. Additional information, such as the program name, the chemical formula, and the atom symbols are also shown. In addition, there are links to the archive of the calculation, to the calculation itself and to the <code>section_run</code> section, where the calculation is stored.</p>",
                    "<p>Whereas the links to the archive of the calculation and to the calculation itself redirect you to a non-recursive view of the data set, the <code>section_run</code> link redirects you to the full output of the section. Just be warned:</p>",
                    "<p><strong style=\"color:darkred\">The full output of <code>section_run</code> might be huge and may have an impact on your computer!</strong></p>",
                    "      </div>",
                    "      <div class=\"modal-footer\">",
                    "        <button type=\"button\" class=\"btn btn-default\" data-dismiss=\"modal\" style=\"font-size:larger;\">Close</button>",
                    "      </div>",
                    "    </div>",
                    "  </div>",
                    "</div>"
                ],
                "hidden": true
            },
            "output": {
                "state": {},
                "result": {
                    "type": "BeakerDisplay",
                    "innertype": "Html",
195
                    "object": "<script>\nvar beaker = bkHelper.getBeakerObject().beakerObj;\n</script>\n<button type=\"button\" id=\"usage-instructions\" class=\"btn btn-info\" data-toggle=\"modal\" data-target=\"#modal-instructions\" style=\"font-size:larger;\">Read usage instructions</button>\n<div class=\"modal fade\" id=\"modal-instructions\" tabindex=\"-1\" role=\"dialog\" aria-labelledby=\"modal-instructions\" style=\"display: none;\">\n  <div class=\"modal-dialog\" role=\"document\">\n    <div class=\"modal-content\">\n      <div class=\"modal-header\">\n        <button type=\"button\" class=\"close\" data-dismiss=\"modal\" aria-label=\"Close\"><span aria-hidden=\"true\">×</span></button>\n        <h1 class=\"modal-title\" id=\"modal-instructions-label\">Usage instructions</h1>\n        <hr>\n      </div>\n      <div class=\"modal-body modal-instructions-body\">\n        <h2 id=\"introduction\">Introduction</h2>\n        <p>This notebook tutorial provides a query interface for the <a href=\"https://metainfo.nomad-coe.eu/nomadmetainfo_public/archive.html\" class=\"external\" target=\"_blank\" rel=\"noreferrer noopener\">NOMAD Archive</a>. The NOMAD Archive stores - in a code-independent format - calculations performed with all the most important and widely used electronic-structure and force-field codes. To access these calculations, any <a href=\"https://metainfo.nomad-coe.eu/nomadmetainfo_public/index.html\">metadata fields</a> can be used and the results being downloaded.</p><p style=\"color:darkred\">It is recommended to <a href=\"https://metainfo.nomad-coe.eu/nomadmetainfo_public/archive.html\" class=\"external\" target=\"_blank\" rel=\"noreferrer noopener\">visit the NOMAD Archive</a> and use the <a href=\"https://metainfo.nomad-coe.eu/nomadmetainfo_public/index.html#/public/section_single_configuration_calculation\" class=\"external\" target=\"_blank\" rel=\"noreferrer noopener\">NOMAD Meta Info Browser</a> to get started querying.</p>\n        \n        <h2>The interface</h2>\n        <p>The NOMAD GUI is designed to be as minimal and as distraction-free as possible. It basically provides an interactive search box and two buttons: one to submit and the other to reset the query.</p>\n        <p><img alt=\"NOMAD GUI Interface\" class=\"large\" src=\"data:image/png;base64,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\"></p>\n        <p>The search box provides auto-completion and assists you whenever possible. For a complete list of available keywords, use the down arrow <kbd style=\"color: #333; border: 1px solid #cc;\" class=\"down-arrow black\">↓</kbd> on your keyboard. While typing, the dropdown list will show you which metadata are matching your search string (1).</p>\n        <p><img alt=\"Available keywords and metadata descriptions on hover\" 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\"></p>\n        <p>There are two types of metadata: <strong>metadata</strong> that should be present in a calculation, and <strong>metadata (with values)</strong> that allow the search for metadata with specific values. For each metadata, descriptions are available when the mouse is moved over the keyword (2).</p>\n        <p><img alt=\"Search box\" 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\"></p>\n        <p>Keywords can either be removed by hitting the return key or by clicking on the “x” symbol (3). The complete query can be deleted with the “-” button on the right (4). The “+” button instead adds a new field for an additional query expression.</p>\n        \n        <h2>Download results</h2>\n        <p>After a successful query submission a download button is shown to save the results of your query. Currently, <strong>only the first 10,000 records</strong> of your results will be included. For more records, please file an inquiry at the <a href=\"https://nomad-forum.rz-berlin.mpg.de/\" class=\"external\" target=\"_blank\" rel=\"noreferrer noopener\">NOMAD Analytics Forum</a>.</p>\n        \n        <p><img alt=\"Download area\" src=\"data:image/png;base64,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\"></p>\n        \n        <h2>Results page</h2>\n        <p>The results page gives you a brief statistics of your query, i.e., the number of records and the runtime needed to perform the query.</p>\n        <p><img alt=\"Results page\" 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       <p>Each results record represents a <em>single calculation</em> and is accessible via its NOMAD uri <code>nmd://...</code>. A mouse click on the NOMAD uri immediately redirects you to the data set. Additional information, such as the program name, the chemical formula, and the atom symbols are also shown. In addition, there are links to the archive of the calculation, to the calculation itself and to the <code>section_run</code> section, where the calculation is stored.</p>\n<p>Whereas the links to the archive of the calculation and to the calculation itself redirect you to a non-recursive view of the data set, the <code>section_run</code> link redirects you to the full output of the section. Just be warned:</p>\n<p><strong style=\"color:darkred\">The full output of <code>section_run</code> might be huge and may have an impact on your computer!</strong></p>\n      </div>\n      <div class=\"modal-footer\">\n        <button type=\"button\" class=\"btn btn-default\" data-dismiss=\"modal\" style=\"font-size:larger;\">Close</button>\n      </div>\n    </div>\n  </div>\n</div>"
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            "evaluatorReader": true,
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            "lineCount": 40,
            "isError": false
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        },
        {
            "id": "markdownL9cps6",
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            "body": [
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                "/**!",
                " * selectize.css (v0.12.4)",
                " * Copyright (c) 2013–2015 Brian Reavis & contributors",
                " *",
                " * Licensed under the Apache License, Version 2.0 (the \"License\"); you may not use this",
                " * file except in compliance with the License. You may obtain a copy of the License at:",
                " * http://www.apache.org/licenses/LICENSE-2.0",
                " *",
                " * Unless required by applicable law or agreed to in writing, software distributed under",
                " * the License is distributed on an \"AS IS\" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF",
                " * ANY KIND, either express or implied. See the License for the specific language",
                " * governing permissions and limitations under the License.",
                " *",
                " * @author Brian Reavis <brian@thirdroute.com>",
                " */",
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                "",
                "/*!",
                " * Nomad Query",
                " *",
                " * @copyright  Copyright 2017 Fritz Haber Institute of the Max Planck Society,",
                " *             Benjamin Regler - Apache 2.0 License",
                " * @license    http://www.apache.org/licenses/LICENSE-2.0",
                " * @author     Benjamin Regler",
234
                " * @version    2.0.0",
235 236 237 238 239 240 241 242 243 244 245 246
                " *",
                " * Licensed under the Apache License, Version 2.0 (the \"License\");",
                " * you may not use this file except in compliance with the License.",
                " * You may obtain a copy of the License at",
                " *",
                " *     http://www.apache.org/licenses/LICENSE-2.0",
                " *",
                " * Unless required by applicable law or agreed to in writing, software",
                " * distributed under the License is distributed on an \"AS IS\" BASIS,",
                " * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.",
                " * See the License for the specific language governing permissions and",
                " * limitations under the License.",
247 248
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a{background-color:#8a2be2;color:#fff;padding:0 1em .25em;font-size:smaller;border-radius:10px;cursor:pointer;margin-left:1em;text-decoration:none;outline:0}.card .card--links{color:gray;font-size:smaller;margin:0}.card--links>.external{margin-left:1ex}.card .external--links a:first-child,.card--links>.external:first-child{margin-left:0}.card--contents dl{margin:.5em 0 1em;padding:0}.card--contents dt{font-weight:700;display:inline-block;font-size:90%;width:15em}.card--contents dd{display:inline-block;width:calc(100% - 17.5em);background:#f2f2f2}.card--contents dd:last-child:after{content:\"\"}.card--contents dd,.card--contents dt{margin:2px 0;padding:2px .4em;vertical-align:top;overflow-wrap:break-word}.card--contents .results--highlight{background-color:#ccc;min-height:26px}.nomad--tools{float:right}.nomad--results-more{border:1px dashed #d3d3d3;margin-top:2em;padding:.5em;text-align:center}.nomad--results-more a.external{padding-left:.2em;margin-right:-.2em}.nomad--results 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                "</style>",
                "",
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258 259
                " <a href=\"#top\" id=\"toTop\" title=\"Scroll to top\"><img src=\"data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='2048' height='2048'%3E%3Cpath fill='%23fff' stroke='%23fff' stroke-width='100' d='M1811 1357.5l-166 165q-19 19-45 19t-45-19l-531-531-531 531q-19 19-45 19t-45-19l-166-165q-19-19-19-45.5t19-45.5l742-741q19-19 45-19t45 19l742 741q19 19 19 45.5t-19 45.5z'/%3E%3C/svg%3E\" /></a>",
                " ",
260 261 262
                " <nav class=\"navigation\">",
                " <a href=\"#\" class=\"nomad--menu\" title=\"Show Beaker menu\"><img src=\"data:image/svg+xml,%3C%3Fxml version='1.0' encoding='UTF-8' standalone='no'%3F%3E%3Csvg xmlns='http://www.w3.org/2000/svg' height='24' width='24' version='1.1' viewBox='0 0 24 24'%3E%3Cpath fill='%237f7f7f' d='m22 13.804v-3.6l-2.25-0.375c-0.125-0.49625-0.375-0.9925-0.75-1.7375l1.375-1.8625-2.625-2.61-1.875 1.3662c-0.625-0.3725-1.25-0.62125-1.75-0.745l-0.25-2.2362h-3.625l-0.375 2.2375c-0.625 0.1225-1.125 0.37125-1.75 0.74375l-1.875-1.3662-2.625 2.61 1.25 1.8625c-0.375 0.62-0.5 1.1175-0.75 1.7375l-2.125 0.25v3.6025l2.25 0.3725c0.125 0.62125 0.375 1.1175 0.75 1.7375l-1.25 1.865 2.625 2.6088 1.875-1.25c0.5 0.25 1.125 0.49375 1.75 0.7425l0.375 2.2375h3.75l0.375-2.2375c0.625-0.125 1.125-0.3725 1.75-0.745l1.875 1.365 2.625-2.6-1.375-1.8625c0.375-0.62 0.625-1.2412 0.75-1.7375l1.875-0.375zm-10 1.865c-2.125 0-3.75-1.615-3.75-3.7275s1.625-3.725 3.75-3.725 3.75 1.6125 3.75 3.725-1.625 3.7275-3.75 3.7275z'/%3E%3C/svg%3E%0A\" /></a>",
                "</nav>",
263 264 265 266 267 268 269 270 271 272
                "",
                "<aside class=\"aside\">",
                " <div class=\"user-profile\">",
                "  <a class=\"user-profile--username\" href=\"https://analytics-toolkit.nomad-coe.eu/personal/dashboard\" title=\"Go to your Nomad Analytics Dashboard\" target=\"_blank\" rel=\"noopener noreferrer\">anonymous (nomad)</a>",
                "   <figure class=\"user-avatar avatar avatar-xl\">",
                "    <img src=\"data:image/png;base64,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\" alt=\"User avatar\">",
                "   </figure>",
                "  </div>",
                "</aside>",
                "",
273 274
                " <noscript>",
                "  <style type=\"text/css\">",
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                "  .user-profile,",
276
                "  .query--search,",
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                "  ",
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                " </style>",
                "</noscript>",
                "",
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                " <img class=\"nomad--logo\" alt=\"Nomad Query logo\" 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EJ01snqWrNUvqTEb3DOA2D1lsvqQVAWTNSWVVc+iZbL6rFkhyNJFM1k4A4brC1kii+xJsurZQGarfr23sQBk+QuSR/CpCiar7IJEt+r17vSNlBV6ySrportQB2HR2SELB3gE9Xp3WE++2y9sRAVvQfLZXYEsoWVG6oYQv1nJ/B+uCEklslKIHjyBrJBc2GyQhQ55T6833sMfD5Ot+jWKN1jwFCTzxshkjUrlerNomaz1yAqdZMUUnQmyhoc1Vs2HO9n4MCeOC5sBNBxMVtJgT3YYgSwFkuDGAmNEspI5J5BUuclKJ/qWS3Q2yAqK/koeWn0P+WFOJ09C8AZnOo/8yRmZLH/3ie56U57ltCdzN1kgkyWQrYtuJbJ24D3Ew2Q29qrf9EJd0dpiaEpk5axF66cpGgvcZGEBNdGDMlm5v2zVtxRZ1oOk1lk8CYLEShZmasgbVMgCJFy0vvcE3ekprHrshly0hujBKwJZfrJ10S1FVmIha/RIaZyO4wTcPfIGZbL49z307ucOfj1tNwS+WVy0hmidrLyzZUYX/V+Q1S3MAIqud85oZPHvG/YkkSW53kwWskISLZN1S3odddHd2ZkNE3bDLvIkxBnAsqP8KpPV7ipagyw9W2GykpWYqSFDM4SsK4MWSLCAJ5f+6HVstW/Wb8nqJU/CColefpXJ6vjZtIWiNZElk815FrJCi6EpfLOYbBwEeRVkhdcXWo+shMk6I7bMSDVjnaw8Fa2JLI1s3arXyOIUCwsAWZpV3/pkVUZq5sWcAZTJOomkKpisURFES7vhs2K9K4IFgCyd7BbOs1CzjjMDyN/0uz6sXrx//qj6D42suREGFyWy2jkrZLIU0c39ZqF351RvWrKG0UiNr2XGpGss8H+znnz5+GpgYNVlgSwBEkG0TtZcKlq7yNJFx78lr+3bMZy5Lb2pdsPZdGAOjdPRTM2NFK63l6zHnz++HajFJyOQJUAiiJbJMkMY8PSQpYuOf80OWgaGSkYgSwkep6sdBDkM/qVao/eTdfHz+9cDP+KVMRJZ6V1vFq2SdXsCBjw9ZOndELGv2RnXt2lx/Z8NUcjCDCC6J/EiElm668151osvVagQB41AlkC2Iloh62J1AQfvu7WCLH26Neo1O9yuHoUs9JjimhcEyNJr9PzNQlLVGKuMShZDggWg5iKL9pOFBawyAlka2dFvuN5NfzbEIGtFo7vHLlNK1xtk3f78vpJUcZSMSBZDggWg5qKLZrI4K4RogSyZ7IjX7HC7ukCWfns93D0mS6/Rc5Tufk+qOPYZI5IFSNietJNVVkSDLLgirxtFC2TpZMe7ZofvPI9E1jLUfEPJuqW73mbrgC22GoksJhsLILI0q57Jwv5HoiWy9Ncx1jU7fDR5HLLG7WJ3j8mSa/QcX7k7s6A4qigM47iXW3Df93K33HDfdy3LpIxxiVVavvjgo1XTtnEYBoYgIRJQxwgkECEQMQGjgEYzisqSYJQgYFyiWCEVI2RRlLhv5XTPDP/0PX1u34uMEv9HTcKd5pt7T5//3HOms2Bl+bXJWh5kTGuQpWlC8WQ1bO+PMovWIAuLhvABCv1U6RuzczZ5bQBZTIktO8uZn1NzqJKb98/vAEY5rqI5fm2y9h8LqnCnlCNLf9Egi0aFyJBok7W/e1RofwCOLP0xO/qTAqATXSGJzVo/4Zb9tBNk+/v1ydK/ThfIepwIyQZtsg6NR4VlHj6x3qKptkoWrUkWJRsfQEIW25wq7TPPUWJrQ8KRxc+pWe7XJkvu0euHWPpkIaiSk5XGReuTVcSZ1jxZF2akQVd6zTxHiS0gAVmKjSCL3DPjkb6YOglZTAL5hzeS2rBhw6jfTVMf57TV701WZ2w1NXPH0pP9Wvcetm2IKdejsOCrDan62GvRm1LU7FBfTVtLxwIfJWt3eGWuYW1h+o1Cag0HuZnnxzsgyfGDLMVGkAe5ey7FZkxhQhbj0X9ppuipRW4h1uMQiVa8yWo2Y3rGl0xPTte5UTMaNk2zpPQleap+g5mqtkXyRb9vyhVqWtHcOddJ1t6OG55qZPH9P8cP1qWOWtdCEmIx09IYstg7NfsTNw9gmbUdhCx49CxYhgtZqiEWyKJgmTVl/clXMnWyvho2LbDmGlVBWWFBlwOMQWNOQLboB0wF1W7u9KWQdQKCKlWyMvdj2/UjHNKfeZ4kXPyhh/MpCZAlVt3gvBRNKpBFwDKbGglZ2NNZsIxKz2jl16GR3yyNDM3MZMiiYIU6s/sTWW9lsjK7zARYxquSwoJeYcfJN+bLMiQzTTV1t0WSpnX5FEClStaRGVTx7hiHjr/q4SIkk4Ufeq5YrQ5IGLKOlw2kBVkULLN7ASXrYFJf850AVnalLMQa+rGrxIRKujZt+9iVLHi+Pyb2gMbsN+NZb2WydphjYFVJCgs2CUT0Gdl5khDrK1NV3Z3WB3h1TcEBuU8YmmS5wXNFctHjJWvPu8XXhkVIxvIpCZClfr0LZFGwzHXFDrLEBHLRAz/P2DhrhQCW9Vth3tuHvh82qYZ3jLqQBc/3DTOuLXOXRa1XMmWyfjIZsPABrKVmrjadGog9bz7ZMBVgeSr09czq+JNWIEuIIi5xGWOGVP04ydrHx/zQm8iPQRxOyFKalgayKFjmioiTLHj0wTV3x6CyRMAyct1DrKEuk1PXNoEsmNYAy9xsvGaFWKpkdYRlYBXYH2BjbK2jpqgOY3EWn2wAWApa3RPPwmqQxZfMXIk9ZOLIKkQy1islccue+tPSQBbAsl/GHGQlPPrWmfd/azHFg0X9nF+/NGXq6nWQBc/XAgv/+jfRHL8iWQuazITCIlj4ABZZO0xRTxqGxIQCWCoa7klkYTVPwxPZXMFBGA47cXvWZdrDC6/wyg2CLIAFLXRmSg+KBVW/TJsFKYAVtekImXKFN2UyWW+AFeo0qvx+NbIig6YrWOIH2PhxLX2lm2t8w4KVA7CUVDIUtJ60LlmHc2XkwV0R208YWRcqDy/Uv94FsoqdkSyUvSR+/imCBUh+7TK91fUV3iMJWMkX1excRbIWmgJYiAqdajOpWowGNsTyK4KFRf9po6B5Gp7rliuw86uzAzgKJ4qsYx0/hh1eqHm9C2QBLKgtGUlXvVNUlPfeLGWwAMnQsNqpMYr3SAdY0Lq59XlKZLWZIljB0+++H1C5rR9aaxhvciEWwFLVlvfyNMjiS2YeSuRXZwcQ208QWTc7q9Wxuz/ohxyw73KgSlMzkEXBCrUYxrIpL1fH0z4giwdrjpBsGAmbagpvQ6peAAsB/OwAIYsN3AHWkl8QFTqU77a4kgXsWZgFsJS1sF6HLLZk5uKTcf8M4c54yBL6bt93yr60xNT2CRzJo2v1R7yBLAqWGW43ViLtA7JYsGbVOUpmRkKmqsI/2dRkUbDwE8AtyOICd4BVOotRn+mmNqMsyplQ+mCF2hcHNMk6LUNOFsKdf7Zn+a6+8+J9SYlpEJfbUsjSmZZGySJgWeZO2RpkYUEWC1YqWVlD4EqBrJY8kqp/Q8S8kiULgbsyWFtMNw0aRj9jQgEsdW3xzfHrkXVZhpwsGtvrk+Vz7bt9VSumF4IsAvsNEvuVIQtgIWZedjoyKCCLAyuVrNESvXeov3IRYhGwEMBLyVpoKoPVzuwxjcZ2JsQSwAo5ZbprqVGpRRbe0ihZNhDYZcZJFtt3+04DAlni8ML9ZH4OQxYByzJ3GqqRhQVZDFggy7KB9dT0bS5CLIBFA3ierDYRVglYYJDYOlGmzscBVrjYSNHcBR1tXze5mTu++oAOWWw7/YsPY4DQFR+jXceQdcs/nJZWWTbDJFo397VqZGFBljtYIMu2galquwdXDHbXmm5aUfaSBCwE8KghJoG7BlhNnM1nGKtcQywOLMjX+UWIJjAQGnqTVVZ+T0b6pUuWA/arxnHpaK/1JtUXkSUFtkkFsniwQNYGF6ieWdoYiYdCjW1rXQ7KmoaoHCwE8CALpvUvYMUbrBaTU4fxmnuIRcF6YnFMry2J67WGMsNo7ybPDxaqnKzsJVXvFARztOvd00/WvbJpadBzfLs+B1gwd8qRhQVZLFg2Wb1hctI9Vex8f+urJRzkb5eAhQCekrXMulPzpekG1mJ3sDabRLAcyFWKt/sfdANrvtOdD1a/UzVtrbjkBfgy8GQ1VK2sTuS7Jx1ZDg/p+HG161vPPGk8GZDFgmWT9Z0YEy8cq6yMREpjitRnL9hMv92rBLAInguycx1kwbT+0XQFa06dG1eNtXysF3GuIto/xXKC6hiwxOtda74nu+wTASlZy8pfbkW+e/KRdSS5k6HbEZkBy6yhZPFg2fpJPAVbjLhKi5N/pCJv3vyl4nnYmf0mDxYCeChQlfwLIyYDlh9kcXbO5lrO1nmzaga+La5g7c8UQCJ0RAkkyML59+rpQcEUyZxcZJ38iLxkBkvnVMSBFWozCglZDFgkR4RiZyHeqQj4836vFbAxXuPAQgGCY6RuNFmcWsKCBbI4O6d9oZut8/aqckfSvo6C5Xpxcf2wuIjZ/lSyEBXGvDJiikwqsjBGm5TMaM0BXM9mL41KShYP1lJXriKJ/wuyaLKr0+jnwEJufA4t+Xp/tcmCBbIYO2fA1+74W8XGN/b5J+pPApb78MI/TCe2CN9BluWVMabIZDkND7vxVpJFvXQ8cwABFlFJezYhiwVr2pQuwXPEdkXI2hYSoqxlUQIWG8AjVf+lKQGLklVjpqrZ8A040c12dxcJWO4XFw90Ul4jXAfIXVb+UitnikwSso65b5+T+DsZEDWtqQ4AWFS1+dnzHGQxYH1bHmv586sp/N7AFSVrk5j4XiUBCwE8qiEQuHNgUbK2CHcojGbB1ilVA4tp1/eHWDExX6cx4n9/Gt561r7snQy3RpD2GO057BxAV7DgpzyRK5BFwUr07PvNaZdFwJULWZni17uBAQsaHAvgcxC482BRstpDzsDOMPJDTrojamAxkKwvESrp65Xn0k0OsjjtCT+HjtGew3W+E8Ai5k59noMsClaylKlLCJvAlRtZ25wYwgQGWC4BPEIsBO4MWCALdo64dN8W4fBSBAuQ8C+Godgq8tQ7sU2K0xCipay05Y+UrIOlYOFFH2QxYAkXhlcgbmfI6mJMYIDFBvDTEbjzYFGymoQMpmFs/02wdUqVwAIksrMw3zDmKfYYnORkXUPGvEAcWXuJYIW+JuaOo+dGHgfWCN2wZkGUrG0CM9lRT7DCHfF4eCoCdx4sQlaL8L4QU//7IaetE1ECi2vj3CM+gkLlxoiT+jS8gYx58STruSABa8GTogfsc6SQvmPA+t75Ko8NiyHLGWU9ibMQYDEB/FYE7nKwQBa1c5ZaL/9JPGHrKIHFQbI+LNR4z1dsdju5ydovBj865sjJwsFPwYqIvlezMV8BLAcnfdiwWLI2CUHW9nh6csZCk9dgpD7gz8L+KAcLZMHOwcUcwypHHhFsnVIVsNjumeIzWKzcGHEyn4bnx/qJqHa4xsFPwTLmrmDNHR6s90schwo2LFYtQnFe2dv95dPEGHttt+hgzvZPp4F7MwMWyBLsnK8TC38/7LR1fCpgcXF4gbj/1SsOL5zce9ZuR+lPPypyA8so3sKYOzxYzixWbYS8ErKOMELdYpeXtyfza0kAHyWBe3M+AxbI+lawc6zaAhKqPWMtwhusg9ygsi4FbRZO92y1HoP/P7KWB13BMhYMCGTB3OHAGhLfCX2zvLROCHVL3cAyWkJiAN8vBu5f+NzBgqrefL+ExICr8M4BW6dUASwxxAq2zoxfChLNRyMPT1piivz/yIof/BQs489hYu7Mk4M1IpwCxvwKCVM0mm7jwDJqxAC+TAjcu4sNFizcSSO2QLZddpNV4lyFzxusJYKt8fOYv9jswB1gyYcX/g/JOoEDq3y0hDF3cr50B+sN8T8vCniR1SxkJyPuYPl2CAUpbSFhaQYLFto4d4l2TryiIurfwdg6PFhTcIw9cPcMFzMS23auyvDC/yFZBRxYS3K2CcWgAwlzJ4sB60fxXT7XLydr2hTHJtLMgmXUAQootcEDCxaqIX4ldk48vTEdFgBsHRWwcNNaBhYaI6reIwZZN2dMJimRhZIZDqxlMc8lJB449fYdQBWwWuyuWTxZtmn9+JB4ejJgbewdNqmwBG+wrie3YI3EDdXr/ZnDrK3Dg5UMqjzBmnzDC/8NsvZmwYrEPJefQqIJvDgGy1QGrO+FSNwqzHUla+OMeM8idbBmbfw9bPIGoqU/5WBNRZYNdk7yetcmxtbhYywEVYL6nDEWwDp4cgwv3ONfIusAHizLzdvgYu7kPK4Glp3CoWTNmBKHSgusGIyAnGRMDQuSX6Vg5Vg/itg5yetdoyaxdeRgRbyiRrwVVv6D4YXjvqPKd9E+6LR/haycoAQsi6wd1NzJelzxKFzsT5KFoEqYUzOiClaMrB2cx2MP24zKwcqyVkfsHEvT0ToS6/ACa3aF0nvuZuxYOf/18ML9zrnoDDsXm36yUMjBgBUjK/M7Yu5sf1zlrbAtDhbI+rbcZU6NELzzYFlkrXA1bzrsgBBFhgDL2WNwmNo5GL+0ido68jwWGzt+IX5V5k2S4YVj3Uwz/w2yDk5m91zBssnqIubONwxYv3E2WaDCCqpEERZrJGBZahwwiUJL7dsJq6pmtEvBig652DmYlNErFCVEPE1ojqxu0S+dN0mGF16U3B7/FbL2SmT3GhmwYmR93EV+lV8oJEg3AyxmSA0Jy5ZKwLLVDm+HVj9LwdqKXRZ2TupYzi7B1nFGhTMpWAxZjSXis8mdsOGFmGJz+2X68dUZsLvTT1ZhIrvHgWWT9dVq8eYOA9aQUKvwhHR4Ia2HaJeBZWtpyBSdnCRXcrCud9o5TQk7B+OXNgi2zuyNqVHh+xQsN7KwCgSaRh6ZJSrUYuYqDS9E/H1bDI8Ltcm6ANujZvC2nypZuNy28iDr2bBgJcnqFc2dAXewZgq/nOyAfHihUFgQapSCZatZTKxhpVKwplM7x3g7dcLlV0Id1RO57yEqdAOLIespU6zwCLAlM0Xv2NMLn+DIOs1l6tsZiVS9NlnXxDnOQfCm+h55wtGqZOFy296BChlYSbJkDa8AVjRTuFZs5MrmAJI9rtZnGD4OrKTWCk4OrG4pWFHGzsFYzi4hsTlvK6JCBiyQxcTuodifzA64lsxgKDdP1mVk6huqIUCWcgloQawRpG+ORvCWmMa0t1+RrLLyl07HpaMKCVioIQ4rgDXV3yXwUKkVYg3ih/JgNW5xOjn4fzKwtjrtnNBATKudqhVsnflYNAMWyOLqgJos7CsCfvF2a+vLqMXkybqQnmSohtAla4/k5JM5aN4uiJvGtLtfgSzfa6++U+A0qSokYIGskDdY1/s3CW/086XDC1EZiPNpsRdYG1OKLmpwbdEDrOvfMPVUY2RP9QaLktVGsrBWntn2czC9sIGd9ssPL7ydVENokrVPSi7gRC8K7RGXgIQnCx1zaAYlUMGDBbI2eIO11S9ejqj3GF44QiLdRXUMWIikh8JjuVpw5QHW1NWmjnAXTQ4WJWsdCeXieea90ZWYm8kqH154G6mG0CbLN0YW082UH17Ik4WOOdSkClTwYIGsTXKwov2xt5uPw47IOmLkyocXrhaifSsqq6Ng4aa1payfkpfSsEoCVtgBVs6Qqat8Y7snWCCLaV3RkgC/InCC1ZUY5x9DFj+8cD9yu/WfkMVMr+eGF3JkWR1z1gRlJlUFDxbI2iEDa1p8Rs13pAufLMT6jZwbVqRbR8DCTWtLOfETtwmL9AQr60dTV81WEaAKWCALGVz8wUSd8/244KlM1pHyPWR8pyF6MxDxwwsZss5FUMWaVBU8WLir9Z0ErMT0I3THSowbzEOIxUdYSI/OjlenU7DwS57q91srKelA4O4J1sphU1NowsaDRcnCrTmUfM369v67Tz+g0IAUyTpasoeMl6y77kRvBiJueCEWpD+8MFDBggWykIKnYCWnHzlZWRGZI0k2fOmksHhsYFGdE6yvAVYiofnx6lCbYalYBhZ++SOmvjqNBjWwQBZKsWDoNDxQYD9pHbLo8MJdziZ7SBrn3p/HOJkgC7B7mVQfy8ACWXKwaAVCc3YeG2L9KF7qQn14nTtYSGj29tE+Nh2kz3tdMtkAhBUES+pNFbBAVh/enJEtq0o8aR2yMLyQ30NwYE646PBCkKU5vFAOFsj6arUULHRzwf+czfk5v9HfAszFTTxY8UXn1mOFLFjJzvMztQYaYAf9xhsskJX/hQnhJHwnkdDUJutEfg9Jc43pLmR4IQM73+xWESyQ1TssAwuZZ6im0B/luYKewbAiHix4xv682VggC1aCLER+OlpqLPMCC/qqmfrj1mm9rADXu/TIOly+h+DAnHBdOpHDC+VggazfSzzAahdz9F8/yKfcoXCj9VgD3mBdP7ZJFM57zwusBFldppZg67ypBNbHvT99V+IS/lvpkCl40ppknSpUJiC/Wkn2kAlQWoYXysFCofrda/aqWxpmwGIHiqweohYhOVKbUS0tB2sr6VvJg5XsPB8ytQTWtwOsVK0bHBzsGtNqChV8gXfwpJXJoiUzlzoa6BmL0lBjyvTuK9qdDC8E7OylIw2wpv38QJGdQal8ygOsRjpR5MshJ1Y0lh6Y6xiFn/MGB1bUD4EsFiybLJgGurZOWRRgaQgbVkMQT1qVrDyUzKTuIWigB7Kwh0yg9jgQjSCXZC8OjGN4oSJY035ZWY0MSmWfK1gQ7sNDw9//NvTr+zENjXyPME1wkwuR0GTBmu6nZPFgxcnC9qhv64wfLLuy9WU8aU2yTnPsIWJ+dREOzAnXHc5GkIvztIcXqoD17f0zU9vcP4dcAAcWP10rXIJj1OUgrA/AM3YFCyEWlPueDCz7AzgNzO4nZRogto4uWPAR7NAdT1qHLLFk5hQfP+13wnW70AgSe5bm8EIerBl3P1Dgkqqve8YVLGhQN0yOGKgNtzSVBWurn5DFg2VFhQWPfk82El5t1NbRBwuG08t40jpk1eeJec9T2Gm/E6+HXzMgkCXAvgcFCpDIwVpSxN0nqVshByu/21QVykDnpN4BpGCREAunIQfWFPsDHDgsVD3IVCwWMK8aH1jhdvsJBvGkNck6NsOTLLKHpOe6M8i6UGt4IQ9WOZ+qr1vnBhbU0WSqa6ARi48riwVrup8okCSrQwAokfT+gabLSl1VuCim74itowsWrg6VnY4nrUnWyfdmeJOFPSTtZOXpDC/UBwv3SXq7GbD0yRrIT8QV0HQ3sODnMKch2bGqXAYntfBdu+xKz23U1tEHKxw/b1/Gk9Yhy3c1nGJ5nIU9JP17lsbwQn2wkIUN9Da5ggWyulXPQXu/svojQVEWrBw/QxYL1voShTaDICtT7FL6jT5YtfGK6SqYIqpk0Vng8j0Le0j6yVIdXriXXwcs2oK1t9YNLKhxhVrcXow5sbgD6AIW/ByOrL8IWLTv+kKslSFrB7F1dMEabDQslQepKSInC7PA1cjy3YVkw79Alu7wQh4saaoeN3cAllPNIe9YpDlCufJnsWBd7+fIun9ma48rWE47p52xqkDWKLF19MCqfSp+ZE0pwJNWIOvkM085CakDBbLEqW/pJ+seteGFu2qCRVuwbgu7ggV1bvE6BtsNnIPQdBasLMnExUddweoJkbajpdKZBpnDQrOj7db0wr9UsWpeYNh6NUi+joQsBFUqkCDO8rlNfUsbWZheqF0yw4Mlb8H6U0gAi+ipWtkvoWaue01ulAVLMnGRAesNmoiVcIXafpzz2dPQu0Gu0Lrk8Otl79CvIyVLAxKQdfJ9+zBbW9rIOubGW4/QGF6oDRZtwbpBCpaVX/2lZoDLIPbFfwmwchBicWBN5ScucmCtJjVfEY+ZBqMhwdYpVQJr4Jm2xuQV86oi4UkzZFmQZOgpvVBRsugS5SUz1buKYD2Tos3FrmAt9xOyrD+NkTlO07rAsl8ryzqfqaWb1doWK7gSycLt1pHU5bRZYHEhFpqarXd8hIgFlv3foIWoOpWQtSPxLzxpaWGxTWLjM4ysP9dcs7SjGNeBq1qlX0fotF0yJrV2Ow55D4/hhRi0I8Y1/sCiegNyA6vIT1WZ5MMB1S8zq8eM7sCc7LntNWu7a0PxTaO2e21fO9LfTrJwu3WVcP3ubeLn0DmAa4SLoNaOtZLMjp/lpYolbn/DZ6goe8lL1ULMwU3itl7fd1bRkhmY1iCLQ6tcpQVrXanP8euyrqQEHUZ3YhLy3AX5+R35jQvAlBtZaCDSXyaARfwcOgewupyAdWjuYgOSnYT4AA+W4o9jj4sYHipbgvvAsq8jqtV3WjlLZmBagyxBlYWFVS8ltVKpBWvdrFJLyaCqwCVVn0d2DZ4sXL14e1Wqou5+jtA3NvjySylaYy86sKgwVfNk/cFt0zr4XF2pU7NslTo0vzBVD65cUx3cuTsi6+gaR8ccmNYMWeNrwVqXDKpWFjFZWA2y+Nut0f5vlgT8jPbSWDTtEINSxuSi62Z56j14UJodkVGtvtPqhkel0wtBltZIPUrWt7/MbGWysDpk8Q1E3lxll+RiZqLmonmyEBUGsWgdsvTJRrX6zqo9Ho1PL8T5JyNr/C1Y9y7wzMLmqpJFG4i8vWp7ItyiZOnPAaRkbURUiEUrk6VPNqrVd1qdj445CmSNvwVrkSwLq7tnZTnPv+34VoAs3UXzZM2wsiLEX9Ama1c2rUO9AlSr77S6GK/IymTtJYGE0XLZxUVtsqanBFX4VhCyNMmmZNlRYTWTOtYki5KNsHaRn9G5GTuvDtEma3lQCon6QYTcoOZpGEVQBRGy/umiAzHTOsgtWp+svdxyhfYBzpJ17STPjk4YWfrRisq0NG2ytjqCKoYsLbL1F61N1nJhJObLCGtZsm7K2KmlS9ahKpBA8mlpBX5I8TT0TcH5p0zWCROyaCQ09cgC2bQRJMia7MPE00mWHBIarShNS9PZsxqmrKzef7YBsWSpQjKuReuTdWjiGSFXyJOFjsg7uXTI4p930Uo+2aCUG+TJQifLYOwYWR5QJEufbNWEpjZZOUUpXpkiWbew3fovzdhJpEEWhQT51UK+sIC/uKhGVhk6WcbSPupk0UX39AwNDfW0FhBIdBatTdZWeGXKZB3Ldes/cO97MnYSaZBFn3fr2BexUC/rjWhFTtZrVe8UOLKwWmRh0T1vfNcUSnZxX/vT6BpAopmqVyQL+dWZ+EzKZN3r4uxeeUac7LSTBY4vv+xfISsnyJvWIEs/VU/JQlBFEpqaZNmL7vnRLih+98VXPv/8lafjFXo1P7cixNJYtAZZG+Ou+6652bpkZbr4OZcn48J/g6xd4lMn9r8w3WQ9MQ/Pm+tIXqgWrQASnix7PEZrkLm4qEhWEpKe70Om+fTzH372WEKfvf7pR1b9eQVMF+1UvZws5FftRWuShZIZUkZux4WBtJOF4YX/ClkHJ4u2YFpLyNKdlgayrPbgBUxCU5usg94Im+9++sljgj783DSbli7Ckam9aJ6spOuORc/TJMuFnCtS4sJA2v2eK8cO/gvTfxrazxvZPSWynhtHqn7XIj4Lq03WV12m+ekLAAr6JIbW5gpKln6qvk5qWu/t1yfrEraM/DnE9mnUngfiead/z8qtXlnVoFbbop+qV8zC6pI1Omw+jd1K0Ovvmlu+zdOuhuDJ2gjTWli0xmnIDEm6Mp5fDaRner18eGFayMLNsUMO06n0HH+qvkiShdUka7TWfBbbFdEnL8bIyqVka5dw1KH/HOMvaO1ZJ7qVkccbQc4PpLscHiWgQQwvTAdZuDl2hD5ZRROSqkdhgR5Z04bNZx+T6YUXzXVlhCz9RefUwbQmi9Yhiy2ZuSyR1rHISn85/A3xgYnzcC5PPFkn33dK8uaYPlnLeUg0UvWIVvTIiqwzP39MrheeNp+sz9MhW3/R2mQFzmV/PTZZac837JfwCbLn4VyeILLQMQf/rCpZupAoe8bL/Xpk9ZlP4xxk9Mm7ZgvIUli0fqpem6wL8czdyUp3OfyeZ+KNDefyBJGFjjnaZKWvsECLrL/C5gePeeqtWP/i+AtkZm9cPXGtf9TS+p4U9fZm+gV9vG3T2sHu2tqBdV/0/S6Muzrw7/bONLaNIorjYxMFRFIggFWghKttOBqOct+FioaWQ4BKBLRI3PcpYHlIBRwSrtIQxdSQKgFMCRgXBXCaqhFSEE4bUSEnmMipbdISoqByqF8KBYRUkPCM13k7ux5717sOdrL/T226tkf1L7Nv/2/ee+w1k9r+QpKs5mSB29pmXlzJ2wfbt9etVEj79ThnF/w4fKWCrCMszO5gx5z8yRJDwhL9YrPBQM5YTFZbMmn9Pfie0aFRGE71ofwWOP3EQvHfgNO//AJ+38u31/rp35OfRv0BnDpa9+xsBAB3t3aS2KReawFOO4/kv55C92bQknWGNXlD1jEH739myMJoRTtGG53xfA8WiMmSxy9+AyE/H09NeIOewGi8lwcrTPunvc7ACnkmFYU161JgRfGHIWh6W4kV7YE0OhYJJ/z+RCziCwC4O/7+AsHi35ApmvpDyIMKKTvqtiavQAG0VhCUCyOTAgrJYhxb84kubEdjAVmHi5PWSJYZ1xvJ0iatf1NtWL4QyIr2qbasVtbr+1sIKu+Qa6TP2LsoOAxAk6Jn5Y9uiI4llO+UiAN0b/0cwfIqPh6iXjmrFItMeLmb8TiufxAiiveDluYVZGqFZGFPSn3a/4Lrz72SGJNxsjCk1Z6eRLLMHCxAsjBp/Rk6Sd81gvJL9wcBhjZs7era0joCEOeyO7RnzJsZwGp7TwsWvZBp+x4An+bZIDEKLT2fZAJrgqN5TIGPPwpN6bD2cfAofxeSi3BWkv9HlWXEgI5beMn8ZI6+qvBk8ZC8hElrjixTBwuQLJa05jMp//BWQxAGmyRZG1r4zYx9sa9rwZLWZQBLejvF1TaI4qMBBwP0vINgCTSmXFyctqicx8Lae2FMTZyLlIAuSBvIU0AWQoJjtDVkmThYgGQ5MyWtv08SgRqDne34wVv458U4HZj0bIMWLOkzDVhyA+eqbRBIZGZmAjq73skJlnI7jdEor5puECu5uLCPtqKUTiMloOvT0cpUkMUg+QIPbekia7Xh0xCrPs34mhZQfEX+EGyVFGpNMoSKsCDn5Qxgta3WgsUeIfdmsci8MLL2nZxg+bgor1+SlhNCbuNeEWDdwatJCehczNFPAVlfYNI6F1lo1VtUuPgNBLhdZIj35LuVW5YfGp3U99KCJR3ykxasF2m791Asm5vfL23KBVZUHeVVO4ijRbmscKonqlRLil7leBoCrXqryUJ/9Vg9eeIC1QD+wwXoARhQmfLsn3lgmtRgUa3JBFbVL4ChuFYRGJSkL3OAxb1DlPZrXkbu5DZSLxtpSH9e9LoBXW+06q0mi/mrLGnt0E2W9YWLf8KEckvqVKWrmiDAfYUbDIH1A7tSLA/00EfK7GAFub++IUn15DElbQlobGZWUiUpel2bqql5FVPoVpKFHckJVV5k6apu1ZMz/h4iypvKuHpD5UIwH6w3AlbVL+pckV8dv++QpA9zgAVhDqJ2SboDoiqvQSqR4P0e2Z5kZJ1IrCMLk9borxony/jBArFVvw1iyi+6g1nyEmoEwkqKOgyA9f5uCHAYBUMA0XiC2yGT132dFawW8Kpve/eDT2WCUM0lxa/JQT6vYtcJq8jCpLVxsgpwsOArSKh3JOlNRVf+IYgog6IhA2BJe7nb7CgwcY+JHnrhIRqw/OHeZP4nBdYad8jPB+rJNGFC68cvIKWgGmmSrDpCLCMLk9YmyTpYmLTO3hFZq1/ArzSq+lNHUpAsDpgI7DAC1k7lbujzpDWh/kAVWDFvCKiiLHM4PARjvLXQylm6ATmDeB4pCSFZJxFryMKktWmyEBJt0vrlBmOnIVpAE5xLDU8hWRthQrlfbDYAVjuGQiJNsCEXu5Vg+b0A7vE3hjZ3A9PwFvDwYdkgFxbKZx5mkxJRjVOOsMuN2BTlQrIwaW0BWQgJtvyRTXshWYfpB4t+yCvmwdqAvIjUy179F5+EbpGHbTR3UTXL+Wa0cDnQvDAsUdWQUlENRti65EjmrA89ahYxLuNkHS5MWiNZ2tMQem+Fz+KMGgQmjxhrGO9hGuEbIoEY5/Hib31xgDH+MbFUvIa0DC114SWnMNd7aflUkHUAl7RG6ykLWW8hS7mC95eV0492QITbYAyA1SF2R3l/oyc7WHywHoMQZ4DsKhmvIR/NOlR+JJsSst56Lj0eAyuthWShVa/XbvgoPf1oXn1N7aMQ5v7dAFhv4I9EisGICKwX335h1Qlzly1fvHgxby8E45zXsLVkvIZ8dCa63ksLfzc8SJu0FpOFVr0ugxR3LFYE43Dnb5DugHD+YDUo2vXdBVHFInrDyi10pIS8hjx0KbreU7BnHY5Jax1kYXWrjpROy1o5xpKLYJ7gPM5RGDAA1mYzYHEdkR8W3VSD7GmjRM5i5aNTsYoBq90KQ1bSX63QU+evI5+jTUIHoYc9FTLdys6nxLncXrtesNBbzRssHC5/B4d3Bq+hpFsnC4SzyFfvl/5FLwxZ6K9WSAbIQqs+97GZPuaAyi+9kuD5FMzAqMDqFYO1BvrMgMXIZuKXUdJeg0EtTDUkb2vA/w4rydKO0Ta4Z4kLF7UH/QYmC9jL6YYV5Fwnip20BYJqw0ALlsYC82VSPCtYeBKOHuzTKhFyp7yGMjJNdcy6NvwyrySWk4VjtA2Rpau6dQ/0csZ2d5P0Yrqp2R1ubqfwpjI+D0GQ80xFYLWCT3ldRmUDqwofg7ijyNwhGqolZLqqbI7iy5xFrCULk9aGydLTEfkvGOXvLp0D0gupOYB3ujmL0x9yN6fA8qhvZs7+bi1YA9w7j0LLxvWy6Fh+XyKpAKwXg7WUoLB4YgZ5DUqy2hqWEmIZWZi0NkUWWvXaOTW3b2+EBE8WjKzft2/f7vu7gf82J+TN6RaIcg+Sra0dyUuDCTVYzRBS3rei0L1xoKmracOuToBoRH5YaBKAxchG3QGeDPmgXyWqejKNhXvW0cQisubVY9I6f7LE+ZyXTmZzat7dqypYnYiCLE9Edd5zgJ3WOtgd4kCkCrJLebCcv0KELyVMK0Cj+lxg8V3T7oaI1mvon95eA5KFAbZOCS921GBQZZosZtUL59Ts08Qvkbg3GPT6VA9ifbIZue6wryCmLMj3xSfo3zVgrVCH3GHfaMAT9E7g3iYGSz3h8k68r2IxGPMaqqer1zA5BB8DbH264PRz78kakFlG1n78/U81p2YPelVZ5I9Cj0T12X57RbkaHqxjVwIIagr1gHUCX5fuBhW9cdg4vb0GlKFK64vm0x6DS6eELDwyQ/soql/UpauNkVeOsNpWP/8DxHWBRe6DeP5g8V3TNO/ll70G57T1GswVLk4JWSzEEs+pWa+j8VofdLZLVJsOpu1m/LrAugvtCqNgaWoN7lJ96BgMTXOvwVQb5ykh6y1uPIZWzvGcrSIjIeiRN6zkovfAhC6wyG2IrFGwDiQqPcx/qAe2SCVSpjp1wsLFKSHr7M/ZnDax2nfmICsckgMaaRNd9G7kJTtY5DEI5gcWX2ugTRhGZoLXYFzXYnNhs4WLFbkrrWurpRxq6pZ9KGGj9w65rdZzbNHbwKsPrJV3w6g/L7A0tQZ8+fMo9JdK+fNU6mo8DWGgcNGRfI585Axdexb6q/RhfG5Osrp2pj1LrfxxSHLVPED18zfHszkWnTCmCyxy191ZJhOEPUKwqjRzHu6GXr7xzEzwGgxqVmrQzscNOC5b53Pk059erpMsLArSRVbzDgBvxk0r5gEYGh53A1PH2U9R7XZDXBdYZOWjqsZraIDRlpFdArDOISj03jVew3JiS6EzqT3J4mp947LLz7z01MmOyGKyxElrJEus1k4AbzijgUUVSo6aGw1Ax0erUmS1QCDChfdhLVhMjtvc2ulP/l5aPNg93C4JwMKWopgt5LyGLttr0KpyEXoBOcdlX5wcF8q168tB1uwly/C/2whZ7R2NtAS+L+ZXbVk+r9cX8adr7F+VO9Z+BRAci8mVy2MBCHonFUWw6JzIxzcDgCfeF2bv7I/1+kZDAO4dPfKye8CDr03lpZ2EaN0G22vIqTIkK+e47Gv4dn2ZyUoHVdiEWj9ZqOuGB+Ua5AAHF9+8QU5AVv3Vza4NeEKgEQMrPSdyv7qHaJqaSb7WvbkVOwf2ACcES+uPYtrS9hpykCU8DYGDHVF0Wppoz5pXj8178yXrzWeb+nf92gkAvWKw3n9K1ts9HYOphuwjGzfwopH1iquumS8vum6xc2vrrvHB7kZo6R4cWj/QzG2V/GubMoC10g0JvrEW1SJiKzNZzvqaubnuhKqOyAKyXBhUmSHrlRdZJd968ArBwvb0VbWzk9d2tQseS9cpFl1Xu0jKqjlcSx4EC4+Q2l6D3jhrjq6s9en8HEAkSysryHq3gaLV3ggxMVjPrkoPzq1cPk8Sap1y0XUO1wJJKU1U6KoWg+VohLDtNeiUw8BwWAyxCk/WU6veva56I4yKwZJewMG5ZcsX4a6zIK0bP0xqEy6akUWOrFiBC5i3qFoVFZYtWTCpFdnM0Th02F6DWe1/CmLFJi4WniyaC5jbCGMCsLA3yfkyEK6KmsU1y2rLsi/6Vge7eG6tq2KZqzZJU+UCYVSY1Rz1hyDlNRxJbOWts4QdketIwcg6g/qR0CsCSybrQIeRRbM9Kz+hOYoNJtlTp638dZmwXd8RpFBkPehgdx/wCcFiZJ1gdNHGycKDDbbXYLGuEHRExoJra8nCTpZ3utFbR2OyA+eXHmF00cbJQnNU6zXMIbZMtbFBHYAhFhZcW0WWtijoiW4AD7XcmWJ98WAIGFgyWWfoWvRq5aKPIfnoPvCphpBRVRBbJtvYMNGamrSBhAXX1pHl1HaydDw5KM8MjIaAqnGkY8vk9Q+IF82P5TS76JUAY72T6oOWlNdQQq3WilC0jQ3rWdSmnvZ7JbGILExaa1UzMDzemWJqcFf/1rXafKR40TiW0+SibwNO8qa5mNgy1cbmPexZxJE1i5gkSxckc+slaW17VzNFClXryL5o0eTzqrwWfd+9994/pFCT7TWYVnmyEbLGZWJaSohpsnRNTnbN0TrllTl77zCx+R7MTDW96DKFxW97DSgLj7S/i2GwObKc9TonJ5+3RMaQGeW5K2kXylSlioI+QrJMLbqyJr2KUmrrXryqEEz7vZmYJMtlJPhNuuXLl9dUuHTdfy7iioKQLFy0KbRsr6GQe1bV/qRY5ZiP44c5sswv2lGZlv1IWCCyTiBFKweeYuDIKupFz0hlIusmUryqrM9MVlEvekYqA1knkiKWiKyiXvSMVIUqnbfEVdxH3Coz3g0PLO5Fz0jRPQvLJYr/C8q4Z9URW0UnShZznoofKiFZJxFbxaeKOaedV0rP2BqynHMuJLZsWUtW9ZJldm7PlrVkzVtRUwJRoa3SUWU9HddfW0o3cFsloUqXDZUtpv2LNwVpq1TFGngcVU5s2bJQZ14zn9UA2mTZQlk41Nomy5aFwqHWNlm2UBYOtbbJsoWycqg1m/Fty5ZpYWHNS/JQa9snt2WRFqYG7bDzePbxFluW6Va5poaRZR9vsWWVymbjebxVs4gtWxbpSCRrKbFlqwBkHU1s2bKSrNI6/GyrVFS24DTXDB5N8x++nJjZSW2HKgAAAABJRU5ErkJggg==\" title=\"Nomad Query - The Novel Materials Discovery Search Engine\" />",
                " <br />",
                "",
                " <div id=\"nomad-query\">",
                "  <select class=\"query--context\"></select>",
295 296
                "  <div class=\"query--search nomad--search\">",
                "   <div class=\"nomad--search-metrics\">",
297
                "    <span class=\"nomad--search-links\"><a href=\"https://metainfo.nomad-coe.eu/nomadmetainfo_public/index.html#/public/section_single_configuration_calculation\" class=\"external\" target=\"_blank\" rel=\"noreferrer noopener\" title=\"Click to browse metadata in the NOMAD Meta Info Browser\">Meta Info Browser</a></span>",
298 299 300
                "    <span class=\"nomad--search-groupby\"><select class=\"query--groupby compact\"></select></span>",
                "   </div>",
                "  </div>",
301 302 303 304 305 306 307 308 309 310 311 312
                "",
                "  <noscript>",
                "   <div class=\"nomad--messages nomad--error\">",
                "    It seems that JavaScript is disabled in your browser. You must <a href=\"http://www.enable-javascript.com\" title=\"Learn how to active JavaScript in your browser.\" target=\"_blank\">enable JavaScript</a> in order to use this web service properly.",
                "   </div>",
                "  </noscript>",
                "",
                "  <div class=\"nomad--button-group\">",
                "   <a href=\"#\" class=\"query--submit button search\" title=\"Start searching the database\">Search</a>",
                "   <a href=\"#\" class=\"query--reset button reset\" title=\"Reset your query selection\">Reset</a>",
                "  </div>",
                "  ",
313
                "  <div class=\"nomad--download\">",
314 315 316 317
                "   <div class=\"nomad--download-area\">",
                "    <a href=\"#\" tabindex=\"-1\" title=\"Show Query Statistics in a separate window\" class=\"nomad-query--statistics button unselectable\" target=\"_blank\" rel=\"noopener noreferrer\">Show Query Statistics</a>",
                "    <div class=\"nomad-dropdown-menu nomad-query--download\" data-toggle=\"false\">",
                "     <span tabindex=\"-1\" title=\"Download Nomad Query results\" class=\"button unselectable\">Download Query</span>",
318
                "     <ul class=\"nomad-dropdown-menu--content\">",
319 320
                "       <li title=\"Download Nomad Query as a JSON file\" data-selectable=\"\"><a href=\"#\" data-extension=\"json\" target=\"_blank\" rel=\"noopener noreferrer\">Download Query (json)</a></li>",
                "        <li title=\"Download Nomad URIs as a text file\" data-selectable=\"\"><a href=\"#\" data-extension=\"txt\" target=\"_blank\" rel=\"noopener noreferrer\">Download Nomad URIs (txt)</a></li>",
321 322
                "      </ul>",
                "     </div>",
323 324
                "   </div>",
                "   <p>Save the results of your query<br class=\"thick-space\" />",
325 326
                "   <span>Currently, the download contains at maximum 10,000 records. For larger queries, please file an inquiry at the <a href=\"https://nomad-forum.rz-berlin.mpg.de/\" class=\"external\" target=\"_blank\" rel=\"noopener noreferrer\">NOMAD Analytics Forum</a>. </span><br class=\"thin-space\" />",
                "   <span class=\"nomad--query-filter\">Query filter:&nbsp;<code id=\"query-filter\" title=\"Click to select the query filter and hit Strg+C to copy\"></code><span class=\"copy-to-clipboard\" title=\"Copy to clipboard\" data-clipboard-target=\"#query-filter\"><img src=\"data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='896' height='1024'%3E%3Cpath d='M128 768h256v64H128v-64zm320-384H128v64h320v-64zm128 192V448L384 640l192 192V704h320V576H576zm-288-64H128v64h160v-64zM128 704h160v-64H128v64zm576 64h64v128c-1 18-7 33-19 45s-27 18-45 19H64c-35 0-64-29-64-64V192c0-35 29-64 64-64h192C256 57 313 0 384 0s128 57 128 128h192c35 0 64 29 64 64v320h-64V320H64v576h640V768zM128 256h512c0-35-29-64-64-64h-64c-35 0-64-29-64-64s-29-64-64-64-64 29-64 64-29 64-64 64h-64c-35 0-64 29-64 64z'/%3E%3C/svg%3E%0A\" alt=\"Copy to clipboard\"></span></span></p>",
327
                "   <div class=\"nomad--save-as\">Save the query: <input class=\"selectize-input\" placeholder=\"nomad query\" title=\"The query name must be an alphanumeric string may optionally contain underscores and hyphens.\"/><button class=\"button\" disabled=\"disabled\" title=\"Save the current query in your private home directory\" disabled=\"disabled\">Save</button></div>",
328
                "  </div>",
329
                "  ",
330 331 332 333 334 335 336 337 338 339 340 341 342 343 344 345 346 347 348 349 350 351 352 353 354 355 356 357
                "  <div class=\"nomad--results\"></div>",
                " </div>",
                "</main>",
                "",
                "<footer class=\"footer\">",
                " <p><img src=\"data:image/svg+xml,%3C%3Fxml version='1.0' encoding='UTF-8' standalone='no'%3F%3E%3Csvg xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink' version='1.1' width='810' height='540'%3E%3Cdefs%3E%3Cg id='s'%3E%3Cg id='c'%3E%3Cpath id='t' d='M0 0v1h0.5z' transform='translate%280,-1%29rotate%2818%29'/%3E%3Cuse xlink:href='%23t' transform='scale%28-1,1%29'/%3E%3C/g%3E%3Cg id='a'%3E%3Cuse xlink:href='%23c' transform='rotate%2872%29'/%3E%3Cuse xlink:href='%23c' transform='rotate%28144%29'/%3E%3C/g%3E%3Cuse xlink:href='%23a' transform='scale%28-1,1%29'/%3E%3C/g%3E%3C/defs%3E%3Crect fill='%23039' width='810' height='540'/%3E%3Cg fill='%23fc0' transform='scale%2830%29translate%2813.5,9%29'%3E%3Cuse xlink:href='%23s' y='-6'/%3E%3Cuse xlink:href='%23s' y='6'/%3E%3Cg id='l'%3E%3Cuse xlink:href='%23s' x='-6'/%3E%3Cuse xlink:href='%23s' transform='rotate%28150%29translate%280,6%29rotate%2866%29'/%3E%3Cuse xlink:href='%23s' transform='rotate%28120%29translate%280,6%29rotate%2824%29'/%3E%3Cuse xlink:href='%23s' transform='rotate%2860%29translate%280,6%29rotate%2812%29'/%3E%3Cuse xlink:href='%23s' transform='rotate%2830%29translate%280,6%29rotate%2842%29'/%3E%3C/g%3E%3Cuse xlink:href='%23l' transform='scale%28-1,1%29'/%3E%3C/g%3E%3C/svg%3E%0A\" alt=\"Flag of Europe\"/> This project has received funding from the <em>European Union's Horizon 2020 research and innovation program</em> under grant agreement <em>No 676580</em>. The material presented and views expressed here are the responsibility of the author(s) only. The EU Commission takes no responsibility for any use made of the information set out.</p>",
                "</footer>",
                "</div>"
            ],
            "evaluatorReader": false
        },
        {
            "id": "code17MDPY",
            "type": "code",
            "evaluator": "HTML",
            "input": {
                "body": [
                    "<h3 style=\"margin-top: 0;\">Feedback</h3>",
                    "<p>Want to give feedback?<br /><br />",
                    " <a target=\"_blank\" href=\"https://nomad-forum.rz-berlin.mpg.de\" class=\"btn btn-primary\" style=\"font-size: larger\">Send your feedback to the analytics-toolkit forum</a>",
                    "</p>",
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                    "object": "<script>\nvar beaker = bkHelper.getBeakerObject().beakerObj;\n</script>\n<h3 style=\"margin-top: 0;\">Feedback</h3>\n<p>Want to give feedback?<br><br>\n <a target=\"_blank\" href=\"https://nomad-forum.rz-berlin.mpg.de\" class=\"btn btn-primary\" style=\"font-size: larger\">Send your feedback to the analytics-toolkit forum</a>\n</p>\n<p>Your comments are invaluable in helping us to provide a user-friendly experience for all!</p><p></p>"
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                    "/**!",
                    " * sifter.js",
                    " * Copyright (c) 2013 Brian Reavis & contributors",
                    " *",
                    " * Licensed under the Apache License, Version 2.0 (the \"License\"); you may not use this",
                    " * file except in compliance with the License. You may obtain a copy of the License at:",
                    " * http://www.apache.org/licenses/LICENSE-2.0",
                    " *",
                    " * Unless required by applicable law or agreed to in writing, software distributed under",
                    " * the License is distributed on an \"AS IS\" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF",
                    " * ANY KIND, either express or implied. See the License for the specific language",
                    " * governing permissions and limitations under the License.",
                    " *",
                    " * @author Brian Reavis <brian@thirdroute.com>",
                    " */",
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                    "!function(a,b){a.Sifter=b()}(this,function(){var a=function(a,b){this.items=a,this.settings=b||{dcaiacritics:!0}};a.prototype.tokenize=function(a){if(!(a=e(String(a||\"\").toLowerCase()))||!a.length)return[];var b,c,d,g,i=[],j=a.split(/ +/);for(b=0,c=j.length;b<c;b++){if(d=f(j[b]),this.settings.diacritics)for(g in h)h.hasOwnProperty(g)&&(d=d.replace(new RegExp(g,\"g\"),h[g]));i.push({string:j[b],regex:new RegExp(d,\"i\")})}return i},a.prototype.iterator=function(a,b){var c;c=g(a)?Array.prototype.forEach||function(a){for(var b=0,c=this.length;b<c;b++)a(this[b],b,this)}:function(a){for(var b in this)this.hasOwnProperty(b)&&a(this[b],b,this)},c.apply(a,[b])},a.prototype.getScoreFunction=function(a,b){var c,e,f,g,h;c=this,a=c.prepareSearch(a,b),f=a.tokens,e=a.options.fields,g=f.length,h=a.options.nesting;var i=function(a,b){var c,d;return a?(a=String(a||\"\"),-1===(d=a.search(b.regex))?0:(c=b.string.length/a.length,0===d&&(c+=.5),c)):0},j=function(){var a=e.length;return a?1===a?function(a,b){return i(d(b,e[0],h),a)}:function(b,c){for(var f=0,g=0;f<a;f++)g+=i(d(c,e[f],h),b);return g/a}:function(){return 0}}();return g?1===g?function(a){return j(f[0],a)}:\"and\"===a.options.conjunction?function(a){for(var b,c=0,d=0;c<g;c++){if((b=j(f[c],a))<=0)return 0;d+=b}return d/g}:function(a){for(var b=0,c=0;b<g;b++)c+=j(f[b],a);return c/g}:function(){return 0}},a.prototype.getSortFunction=function(a,c){var e,f,g,h,i,j,k,l,m,n,o;if(g=this,a=g.prepareSearch(a,c),o=!a.query&&c.sort_empty||c.sort,m=function(a,b){return\"$score\"===a?b.score:d(g.items[b.id],a,c.nesting)},i=[],o)for(e=0,f=o.length;e<f;e++)(a.query||\"$score\"!==o[e].field)&&i.push(o[e]);if(a.query){for(n=!0,e=0,f=i.length;e<f;e++)if(\"$score\"===i[e].field){n=!1;break}n&&i.unshift({field:\"$score\",direction:\"desc\"})}else for(e=0,f=i.length;e<f;e++)if(\"$score\"===i[e].field){i.splice(e,1);break}for(l=[],e=0,f=i.length;e<f;e++)l.push(\"desc\"===i[e].direction?-1:1);return j=i.length,j?1===j?(h=i[0].field,k=l[0],function(a,c){return k*b(m(h,a),m(h,c))}):function(a,c){var d,e,h;for(d=0;d<j;d++)if(h=i[d].field,e=l[d]*b(m(h,a),m(h,c)))return e;return 0}:null},a.prototype.prepareSearch=function(a,b){if(\"object\"==typeof a)return a;b=c({},b);var d=b.fields,e=b.sort,f=b.sort_empty;return d&&!g(d)&&(b.fields=[d]),e&&!g(e)&&(b.sort=[e]),f&&!g(f)&&(b.sort_empty=[f]),{options:b,query:String(a||\"\").toLowerCase(),tokens:this.tokenize(a),total:0,items:[]}},a.prototype.search=function(a,b){var e,f,h,i,c=this;return f=this.prepareSearch(a,b),b=f.options,a=f.query,i=b.score||c.getScoreFunction(f),a.length?c.iterator(c.items,function(a,c){e=i(a),(!1===b.filter||e>0)&&f.items.push({score:e,id:c})}):c.iterator(c.items,function(a,b){f.items.push({score:1,id:b})}),h=c.getSortFunction(f,b),h&&f.items.sort(h),f.total=f.items.length,\"number\"==typeof b.limit&&(f.items=f.items.slice(0,b.limit)),f};var b=function(a,b){return\"number\"==typeof a&&\"number\"==typeof b?a>b?1:a<b?-1:0:(a=i(String(a||\"\")),b=i(String(b||\"\")),a>b?1:b>a?-1:0)},c=function(a,b){var c,d,e,f;for(c=1,d=arguments.length;c<d;c++)if(f=arguments[c])for(e in f)f.hasOwnProperty(e)&&(a[e]=f[e]);return a},d=function(a,b,c){if(a&&b){if(!c)return a[b];for(var d=b.split(\".\");d.length&&(a=a[d.shift()]););return a}},e=function(a){return(a+\"\").replace(/^\\s+|\\s+$|/g,\"\")},f=function(a){return(a+\"\").replace(/([.?*+^$[\\]\\\\(){}|-])/g,\"\\\\$1\")},g=Array.isArray||\"undefined\"!=typeof $&&$.isArray||function(a){return\"[object Array]\"===Object.prototype.toString.call(a)},h={a:\"[aḀḁĂăÂâǍǎȺⱥȦȧẠạÄäÀàÁáĀāÃãÅåąĄÃąĄ]\",b:\"[b␢βΒB฿𐌁ᛒ]\",c:\"[cĆćĈĉČčĊċC̄c̄ÇçḈḉȻȼƇƈɕᴄCc]\",d:\"[dĎďḊḋḐḑḌḍḒḓḎḏĐđD̦d̦ƉɖƊɗƋƌᵭᶁᶑȡᴅDdð]\",e:\"[eÉéÈèÊêḘḙĚěĔĕẼẽḚḛẺẻĖėËëĒēȨȩĘęᶒɆɇȄȅẾếỀềỄễỂểḜḝḖḗḔḕȆȇẸẹỆệⱸᴇEeɘǝƏƐε]\",f:\"[fƑƒḞḟ]\",g:\"[gɢ₲ǤǥĜĝĞğĢģƓɠĠġ]\",h:\"[hĤĥĦħḨḩẖẖḤḥḢḣɦʰǶƕ]\",i:\"[iÍíÌìĬĭÎîǏǐÏïḮḯĨĩĮįĪīỈỉȈȉȊȋỊịḬḭƗɨɨ̆ᵻᶖİiIıɪIi]\",j:\"[jȷĴĵɈɉʝɟʲ]\",k:\"[kƘƙꝀꝁḰḱǨǩḲḳḴḵκϰ₭]\",l:\"[lŁłĽľĻļĹĺḶḷḸḹḼḽḺḻĿŀȽƚⱠⱡⱢɫɬᶅɭȴʟLl]\",n:\"[nŃńǸǹŇňÑñṄṅŅņṆṇṊṋṈṉN̈n̈ƝɲȠƞᵰᶇɳȵɴNnŊŋ]\",o:\"[oØøÖöÓóÒòÔôǑǒŐőŎŏȮȯỌọƟɵƠơỎỏŌōÕõǪǫȌȍՕօ]\",p:\"[pṔṕṖṗⱣᵽƤƥᵱ]\",q:\"[qꝖꝗʠɊɋꝘꝙq̃]\",r:\"[rŔŕɌɍŘřŖŗṘṙȐȑȒȓṚṛⱤɽ]\",s:\"[sŚśṠṡṢṣꞨꞩŜŝŠšŞşȘșS̈s̈]\",t:\"[tŤťṪṫŢţṬṭƮʈȚțṰṱṮṯƬƭ]\",u:\"[uŬŭɄʉỤụÜüÚúÙùÛûǓǔŰűŬŭƯưỦủŪūŨũŲųȔȕ∪]\",v:\"[vṼṽṾṿƲʋꝞꝟⱱʋ]\",w:\"[wẂẃẀẁŴŵẄẅẆẇẈẉ]\",x:\"[xẌẍẊẋχ]\",y:\"[yÝýỲỳŶŷŸÿỸỹẎẏỴỵɎɏƳƴ]\",z:\"[zŹźẐẑŽžŻżẒẓẔẕƵƶ]\"},i=function(){var a,b,c,d,e=\"\",f={};for(c in h)if(h.hasOwnProperty(c))for(d=h[c].substring(2,h[c].length-1),e+=d,a=0,b=d.length;a<b;a++)f[d.charAt(a)]=c;var g=new RegExp(\"[\"+e+\"]\",\"g\");return function(a){return a.replace(g,function(a){return f[a]}).toLowerCase()}}();return a});",
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                    "",
                    "/**!",
                    " * microplugin.js",
                    " * Copyright (c) 2013 Brian Reavis & contributors",
                    " *",
                    " * Licensed under the Apache License, Version 2.0 (the \"License\"); you may not use this",
                    " * file except in compliance with the License. You may obtain a copy of the License at:",
                    " * http://www.apache.org/licenses/LICENSE-2.0",
                    " *",
                    " * Unless required by applicable law or agreed to in writing, software distributed under",
                    " * the License is distributed on an \"AS IS\" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF",
                    " * ANY KIND, either express or implied. See the License for the specific language",
                    " * governing permissions and limitations under the License.",
                    " *",
                    " * @author Brian Reavis <brian@thirdroute.com>",
                    " */",
                    "!function(a,b){a.MicroPlugin=b()}(this,function(){var a={};a.mixin=function(a){a.plugins={},a.prototype.initializePlugins=function(a){var c,d,e,f=this,g=[];if(f.plugins={names:[],settings:{},requested:{},loaded:{}},b.isArray(a))for(c=0,d=a.length;c<d;c++)\"string\"==typeof a[c]?g.push(a[c]):(f.plugins.settings[a[c].name]=a[c].options,g.push(a[c].name));else if(a)for(e in a)a.hasOwnProperty(e)&&(f.plugins.settings[e]=a[e],g.push(e));for(;g.length;)f.require(g.shift())},a.prototype.loadPlugin=function(b){var c=this,d=c.plugins,e=a.plugins[b];if(!a.plugins.hasOwnProperty(b))throw new Error('Unable to find \"'+b+'\" plugin');d.requested[b]=!0,d.loaded[b]=e.fn.apply(c,[c.plugins.settings[b]||{}]),d.names.push(b)},a.prototype.require=function(a){var b=this,c=b.plugins;if(!b.plugins.loaded.hasOwnProperty(a)){if(c.requested[a])throw new Error('Plugin has circular dependency (\"'+a+'\")');b.loadPlugin(a)}return c.loaded[a]},a.define=function(b,c){a.plugins[b]={name:b,fn:c}}};var b={isArray:Array.isArray||function(a){return\"[object Array]\"===Object.prototype.toString.call(a)}};return a});",
                    "",
                    "/**!",
                    " * selectize.js (v0.12.4)",
                    " * Copyright (c) 2013–2015 Brian Reavis & contributors",
                    " *",
                    " * Licensed under the Apache License, Version 2.0 (the \"License\"); you may not use this",
                    " * file except in compliance with the License. You may obtain a copy of the License at:",
                    " * http://www.apache.org/licenses/LICENSE-2.0",
                    " *",
                    " * Unless required by applicable law or agreed to in writing, software distributed under",
                    " * the License is distributed on an \"AS IS\" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF",
                    " * ANY KIND, either express or implied. See the License for the specific language",
                    " * governing permissions and limitations under the License.",
                    " *",
                    " * @author Brian Reavis <brian@thirdroute.com>",
                    " */",
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                    "!function(e,t){e.Selectize=t(e.jQuery,e.Sifter,e.MicroPlugin)}(this,function(e,t,n){\"use strict\";var i=function(e,t){if(\"string\"!=typeof t||t.length){var n=\"string\"==typeof t?new RegExp(t,\"i\"):t,i=function(e){var t=0;if(3===e.nodeType){var o=e.data.search(n);if(o>=0&&e.data.length>0){var s=e.data.match(n),r=document.createElement(\"span\");r.className=\"highlight\";var a=e.splitText(o),l=(a.splitText(s[0].length),a.cloneNode(!0));r.appendChild(l),a.parentNode.replaceChild(r,a),t=1}}else if(1===e.nodeType&&e.childNodes&&!/(script|style)/i.test(e.tagName))for(var d=0;d<e.childNodes.length;++d)d+=i(e.childNodes[d]);return t};return e.each(function(){i(this)})}};e.fn.removeHighlight=function(){return this.find(\"span.highlight\").each(function(){this.parentNode.firstChild.nodeName;var e=this.parentNode;e.replaceChild(this.firstChild,this),e.normalize()}).end()};var o=function(){};o.prototype={on:function(e,t){this._events=this._events||{},this._events[e]=this._events[e]||[],this._events[e].push(t)},off:function(e,t){var n=arguments.length;return 0===n?delete this._events:1===n?delete this._events[e]:(this._events=this._events||{},void(e in this._events!=!1&&this._events[e].splice(this._events[e].indexOf(t),1)))},trigger:function(e){if(this._events=this._events||{},e in this._events!=!1)for(var t=0;t<this._events[e].length;t++)this._events[e][t].apply(this,Array.prototype.slice.call(arguments,1))}},o.mixin=function(e){for(var t=[\"on\",\"off\",\"trigger\"],n=0;n<t.length;n++)e.prototype[t[n]]=o.prototype[t[n]]};var s=/Mac/.test(navigator.userAgent),r=65,a=13,l=27,d=37,p=38,c=80,u=39,h=40,g=78,f=8,v=46,m=16,y=s?91:17,w=s?18:17,O=9,C=1,$=2,b=!/android/i.test(window.navigator.userAgent)&&!!document.createElement(\"input\").validity,x=function(e){return\"undefined\"!=typeof e},I=function(e){return\"undefined\"==typeof 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e,t,n={initialize:\"onInitialize\",change:\"onChange\",item_add:\"onItemAdd\",item_remove:\"onItemRemove\",clear:\"onClear\",option_add:\"onOptionAdd\",option_remove:\"onOptionRemove\",option_clear:\"onOptionClear\",optgroup_add:\"onOptionGroupAdd\",optgroup_remove:\"onOptionGroupRemove\",optgroup_clear:\"onOptionGroupClear\",dropdown_open:\"onDropdownOpen\",dropdown_close:\"onDropdownClose\",type:\"onType\",load:\"onLoad\",focus:\"onFocus\",blur:\"onBlur\"};for(e in n)n.hasOwnProperty(e)&&(t=this.settings[n[e]],t&&this.on(e,t))},onClick:function(e){var t=this;t.isFocused||(t.focus(),e.preventDefault())},onMouseDown:function(t){var n=this,i=t.isDefaultPrevented();e(t.target);if(n.isFocused){if(t.target!==n.$control_input[0])return\"single\"===n.settings.mode?n.isOpen?n.close():n.open():i||n.setActiveItem(null),!1}else i||window.setTimeout(function(){n.focus()},0)},onChange:function(){this.$input.trigger(\"change\")},onPaste:function(t){var n=this;return n.isFull()||n.isInputHidden||n.isLocked?void t.preventDefault():void(n.settings.splitOn&&setTimeout(function(){var t=n.$control_input.val();if(t.match(n.settings.splitOn))for(var i=e.trim(t).split(n.settings.splitOn),o=0,s=i.length;s>o;o++)n.createItem(i[o])},0))},onKeyPress:function(e){if(this.isLocked)return e&&e.preventDefault();var t=String.fromCharCode(e.keyCode||e.which);return this.settings.create&&\"multi\"===this.settings.mode&&t===this.settings.delimiter?(this.createItem(),e.preventDefault(),!1):void 0},onKeyDown:function(e){var t=(e.target===this.$control_input[0],this);if(t.isLocked)return void(e.keyCode!==O&&e.preventDefault());switch(e.keyCode){case r:if(t.isCmdDown)return void t.selectAll();break;case l:return void(t.isOpen&&(e.preventDefault(),e.stopPropagation(),t.close()));case g:if(!e.ctrlKey||e.altKey)break;case h:if(!t.isOpen&&t.hasOptions)t.open();else if(t.$activeOption){t.ignoreHover=!0;var n=t.getAdjacentOption(t.$activeOption,1);n.length&&t.setActiveOption(n,!0,!0)}return void e.preventDefault();case c:if(!e.ctrlKey||e.altKey)break;case p:if(t.$activeOption){t.ignoreHover=!0;var i=t.getAdjacentOption(t.$activeOption,-1);i.length&&t.setActiveOption(i,!0,!0)}return void e.preventDefault();case a:return void(t.isOpen&&t.$activeOption&&(t.onOptionSelect({currentTarget:t.$activeOption}),e.preventDefault()));case d:return void t.advanceSelection(-1,e);case u:return void t.advanceSelection(1,e);case O:return t.settings.selectOnTab&&t.isOpen&&t.$activeOption&&(t.onOptionSelect({currentTarget:t.$activeOption}),t.isFull()||e.preventDefault()),void(t.settings.create&&t.createItem()&&e.preventDefault());case f:case v:return void t.deleteSelection(e)}return!t.isFull()&&!t.isInputHidden||(s?e.metaKey:e.ctrlKey)?void 0:void e.preventDefault()},onKeyUp:function(e){var t=this;if(t.isLocked)return e&&e.preventDefault();var n=t.$control_input.val()||\"\";t.lastValue!==n&&(t.lastValue=n,t.onSearchChange(n),t.refreshOptions(),t.trigger(\"type\",n))},onSearchChange:function(e){var t=this,n=t.settings.load;n&&(t.loadedSearches.hasOwnProperty(e)||(t.loadedSearches[e]=!0,t.load(function(i){n.apply(t,[e,i])})))},onFocus:function(e){var t=this,n=t.isFocused;return t.isDisabled?(t.blur(),e&&e.preventDefault(),!1):void(t.ignoreFocus||(t.isFocused=!0,\"focus\"===t.settings.preload&&t.onSearchChange(\"\"),n||t.trigger(\"focus\"),t.$activeItems.length||(t.showInput(),t.setActiveItem(null),t.refreshOptions(!!t.settings.openOnFocus)),t.refreshState()))},onBlur:function(e,t){var n=this;if(n.isFocused&&(n.isFocused=!1,!n.ignoreFocus)){if(!n.ignoreBlur&&document.activeElement===n.$dropdown_content[0])return n.ignoreBlur=!0,void n.onFocus(e);var i=function(){n.close(),n.setTextboxValue(\"\"),n.setActiveItem(null),n.setActiveOption(null),n.setCaret(n.items.length),n.refreshState(),t&&t.focus&&t.focus(),n.ignoreFocus=!1,n.trigger(\"blur\")};n.ignoreFocus=!0,n.settings.create&&n.settings.createOnBlur?n.createItem(null,!1,i):i()}},onOptionHover:function(e){this.ignoreHover||this.setActiveOption(e.currentTarget,!1)},onOptionSelect:function(t){var n,i,o=this;t.preventDefault&&(t.preventDefault(),t.stopPropagation()),i=e(t.currentTarget),i.hasClass(\"create\")?o.createItem(null,function(){o.settings.closeAfterSelect&&o.close()}):(n=i.attr(\"data-value\"),\"undefined\"!=typeof n&&(o.lastQuery=null,o.setTextboxValue(\"\"),o.addItem(n),o.settings.closeAfterSelect?o.close():!o.settings.hideSelected&&t.type&&/mouse/.test(t.type)&&o.setActiveOption(o.getOption(n))))},onItemSelect:function(e){var t=this;t.isLocked||\"multi\"===t.settings.mode&&(e.preventDefault(),t.setActiveItem(e.currentTarget,e))},load:function(e){var t=this,n=t.$wrapper.addClass(t.settings.loadingClass);t.loading++,e.apply(t,[function(e){t.loading=Math.max(t.loading-1,0),e&&e.length&&(t.addOption(e),t.refreshOptions(t.isFocused&&!t.isInputHidden)),t.loading||n.removeClass(t.settings.loadingClass),t.trigger(\"load\",e)}])},setTextboxValue:function(e){var t=this.$control_input,n=t.val()!==e;n&&(t.val(e).triggerHandler(\"update\"),this.lastValue=e)},getValue:function(){return this.tagType===C&&this.$input.attr(\"multiple\")?this.items:this.items.join(this.settings.delimiter)},setValue:function(e,t){var n=t?[]:[\"change\"];k(this,n,function(){this.clear(t),this.addItems(e,t)})},setActiveItem:function(t,n){var i,o,s,r,a,l,d,p,c=this;if(\"single\"!==c.settings.mode){if(t=e(t),!t.length)return e(c.$activeItems).removeClass(\"active\"),c.$activeItems=[],void(c.isFocused&&c.showInput());if(i=n&&n.type.toLowerCase(),\"mousedown\"===i&&c.isShiftDown&&c.$activeItems.length){for(p=c.$control.children(\".active:last\"),r=Array.prototype.indexOf.apply(c.$control[0].childNodes,[p[0]]),a=Array.prototype.indexOf.apply(c.$control[0].childNodes,[t[0]]),r>a&&(d=r,r=a,a=d),o=r;a>=o;o++)l=c.$control[0].childNodes[o],-1===c.$activeItems.indexOf(l)&&(e(l).addClass(\"active\"),c.$activeItems.push(l));n.preventDefault()}else\"mousedown\"===i&&c.isCtrlDown||\"keydown\"===i&&this.isShiftDown?t.hasClass(\"active\")?(s=c.$activeItems.indexOf(t[0]),c.$activeItems.splice(s,1),t.removeClass(\"active\")):c.$activeItems.push(t.addClass(\"active\")[0]):(e(c.$activeItems).removeClass(\"active\"),c.$activeItems=[t.addClass(\"active\")[0]]);c.hideInput(),this.isFocused||c.focus()}},setActiveOption:function(t,n,i){var o,s,r,a,l,d=this;d.$activeOption&&d.$activeOption.removeClass(\"active\"),d.$activeOption=null,t=e(t),t.length&&(d.$activeOption=t.addClass(\"active\"),!n&&x(n)||(o=d.$dropdown_content.height(),s=d.$activeOption.outerHeight(!0),n=d.$dropdown_content.scrollTop()||0,r=d.$activeOption.offset().top-d.$dropdown_content.offset().top+n,a=r,l=r-o+s,r+s>o+n?d.$dropdown_content.stop().animate({scrollTop:l},i?d.settings.scrollDuration:0):n>r&&d.$dropdown_content.stop().animate({scrollTop:a},i?d.settings.scrollDuration:0)))},selectAll:function(){var e=this;\"single\"!==e.settings.mode&&(e.$activeItems=Array.prototype.slice.apply(e.$control.children(\":not(input)\").addClass(\"active\")),e.$activeItems.length&&(e.hideInput(),e.close()),e.focus())},hideInput:function(){var e=this;e.setTextboxValue(\"\"),e.$control_input.css({opacity:0,position:\"absolute\",left:e.rtl?1e4:-1e4}),e.isInputHidden=!0},showInput:function(){this.$control_input.css({opacity:1,position:\"relative\",left:0}),this.isInputHidden=!1},focus:function(){var e=this;e.isDisabled||(e.ignoreFocus=!0,e.$control_input[0].focus(),window.setTimeout(function(){e.ignoreFocus=!1,e.onFocus()},0))},blur:function(e){this.$control_input[0].blur(),this.onBlur(null,e)},getScoreFunction:function(e){return this.sifter.getScoreFunction(e,this.getSearchOptions())},getSearchOptions:function(){var e=this.settings,t=e.sortField;return\"string\"==typeof t&&(t=[{field:t}]),{fields:e.searchField,conjunction:e.searchConjunction,sort:t}},search:function(t){var n,i,o,s=this,r=s.settings,a=this.getSearchOptions();if(r.score&&(o=s.settings.score.apply(this,[t]),\"function\"!=typeof o))throw new Error('Selectize \"score\" setting must be a function that returns a function');if(t!==s.lastQuery?(s.lastQuery=t,i=s.sifter.search(t,e.extend(a,{score:o})),s.currentResults=i):i=e.extend(!0,{},s.currentResults),r.hideSelected)for(n=i.items.length-1;n>=0;n--)-1!==s.items.indexOf(I(i.items[n].id))&&i.items.splice(n,1);return i},refreshOptions:function(t){var n,o,s,r,a,l,d,p,c,u,h,g,f,v,m,y;\"undefined\"==typeof t&&(t=!0);var w=this,O=e.trim(w.$control_input.val()),C=w.search(O),$=w.$dropdown_content,b=w.$activeOption&&I(w.$activeOption.attr(\"data-value\"));for(r=C.items.length,\"number\"==typeof w.settings.maxOptions&&(r=Math.min(r,w.settings.maxOptions)),a={},l=[],n=0;r>n;n++)for(d=w.options[C.items[n].id],p=w.render(\"option\",d),c=d[w.settings.optgroupField]||\"\",u=e.isArray(c)?c:[c],o=0,s=u&&u.length;s>o;o++)c=u[o],w.optgroups.hasOwnProperty(c)||(c=\"\"),a.hasOwnProperty(c)||(a[c]=document.createDocumentFragment(),l.push(c)),a[c].appendChild(p);for(this.settings.lockOptgroupOrder&&l.sort(function(e,t){var n={a:w.optgroups[e],b:w.optgroups[t]},i=n[e]?n[e].$order||0:0,o=n[t]?n[t].$order||0:0;return i-o}),h=document.createDocumentFragment(),n=0,r=l.length;r>n;n++)c=l[n],w.optgroups.hasOwnProperty(c)&&a[c].childNodes.length?(g=document.createDocumentFragment(),g.appendChild(w.render(\"optgroup_header\",w.optgroups[c])),g.appendChild(a[c]),h.appendChild(w.render(\"optgroup\",e.extend({},w.optgroups[c],{html:H(g),dom:g})))):h.appendChild(a[c]);if($.html(h),w.settings.highlight&&C.query.length&&C.tokens.length)for($.removeHighlight(),n=0,r=C.tokens.length;r>n;n++)i($,C.tokens[n].regex);if(!w.settings.hideSelected)for(n=0,r=w.items.length;r>n;n++)w.getOption(w.items[n]).addClass(\"selected\");f=w.canCreate(O),f&&($.prepend(w.render(\"option_create\",{input:O})),y=e($[0].childNodes[0])),w.hasOptions=C.items.length>0||f,w.hasOptions?(C.items.length>0?(m=b&&w.getOption(b),m&&m.length?v=m:\"single\"===w.settings.mode&&w.items.length&&(v=w.getOption(w.items[0])),v&&v.length||(v=y&&!w.settings.addPrecedence?w.getAdjacentOption(y,1):$.find(\"[data-selectable]:first\"))):v=y,w.setActiveOption(v),t&&!w.isOpen&&w.open()):(w.setActiveOption(null),t&&w.isOpen&&w.close())},addOption:function(t){var n,i,o,s=this;if(e.isArray(t))for(n=0,i=t.length;i>n;n++)s.addOption(t[n]);else(o=s.registerOption(t))&&(s.userOptions[o]=!0,s.lastQuery=null,s.trigger(\"option_add\",o,t))},registerOption:function(e){var t=I(e[this.settings.valueField]);return\"undefined\"==typeof t||null===t||this.options.hasOwnProperty(t)?!1:(e.$order=e.$order||++this.order,this.options[t]=e,t)},registerOptionGroup:function(e){var t=I(e[this.settings.optgroupValueField]);return t?(e.$order=e.$order||++this.order,this.optgroups[t]=e,t):!1},addOptionGroup:function(e,t){t[this.settings.optgroupValueField]=e,(e=this.registerOptionGroup(t))&&this.trigger(\"optgroup_add\",e,t)},removeOptionGroup:function(e){this.optgroups.hasOwnProperty(e)&&(delete this.optgroups[e],this.renderCache={},this.trigger(\"optgroup_remove\",e))},clearOptionGroups:function(){this.optgroups={},this.renderCache={},this.trigger(\"optgroup_clear\")},updateOption:function(t,n){var i,o,s,r,a,l,d,p=this;if(t=I(t),s=I(n[p.settings.valueField]),null!==t&&p.options.hasOwnProperty(t)){if(\"string\"!=typeof s)throw new Error(\"Value must be set in option data\");d=p.options[t].$order,s!==t&&(delete p.options[t],r=p.items.indexOf(t),-1!==r&&p.items.splice(r,1,s)),n.$order=n.$order||d,p.options[s]=n,a=p.renderCache.item,l=p.renderCache.option,a&&(delete a[t],delete a[s]),l&&(delete l[t],delete l[s]),-1!==p.items.indexOf(s)&&(i=p.getItem(t),o=e(p.render(\"item\",n)),i.hasClass(\"active\")&&o.addClass(\"active\"),i.replaceWith(o)),p.lastQuery=null,p.isOpen&&p.refreshOptions(!1)}},removeOption:function(e,t){var n=this;e=I(e);var i=n.renderCache.item,o=n.renderCache.option;i&&delete i[e],o&&delete o[e],delete n.userOptions[e],delete n.options[e],n.lastQuery=null,n.trigger(\"option_remove\",e),n.removeItem(e,t)},clearOptions:function(){var e=this;e.loadedSearches={},e.userOptions={},e.renderCache={},e.options=e.sifter.items={},e.lastQuery=null,e.trigger(\"option_clear\"),e.clear()},getOption:function(e){return this.getElementWithValue(e,this.$dropdown_content.find(\"[data-selectable]\"))},getAdjacentOption:function(t,n){var i=this.$dropdown.find(\"[data-selectable]\"),o=i.index(t)+n;return o>=0&&o<i.length?i.eq(o):e()},getElementWithValue:function(t,n){if(t=I(t),\"undefined\"!=typeof t&&null!==t)for(var i=0,o=n.length;o>i;i++)if(n[i].getAttribute(\"data-value\")===t)return e(n[i]);return e()},getItem:function(e){return this.getElementWithValue(e,this.$control.children())},addItems:function(t,n){for(var i=e.isArray(t)?t:[t],o=0,s=i.length;s>o;o++)this.isPending=s-1>o,this.addItem(i[o],n)},addItem:function(t,n){var i=n?[]:[\"change\"];k(this,i,function(){var i,o,s,r,a,l=this,d=l.settings.mode;return t=I(t),-1!==l.items.indexOf(t)?void(\"single\"===d&&l.close()):void(l.options.hasOwnProperty(t)&&(\"single\"===d&&l.clear(n),\"multi\"===d&&l.isFull()||(i=e(l.render(\"item\",l.options[t])),a=l.isFull(),l.items.splice(l.caretPos,0,t),l.insertAtCaret(i),(!l.isPending||!a&&l.isFull())&&l.refreshState(),l.isSetup&&(s=l.$dropdown_content.find(\"[data-selectable]\"),l.isPending||(o=l.getOption(t),r=l.getAdjacentOption(o,1).attr(\"data-value\"),l.refreshOptions(l.isFocused&&\"single\"!==d),r&&l.setActiveOption(l.getOption(r))),!s.length||l.isFull()?l.close():l.positionDropdown(),l.updatePlaceholder(),l.trigger(\"item_add\",t,i),l.updateOriginalInput({silent:n})))))})},removeItem:function(t,n){var i,o,s,r=this;i=t instanceof e?t:r.getItem(t),t=I(i.attr(\"data-value\")),o=r.items.indexOf(t),-1!==o&&(i.remove(),i.hasClass(\"active\")&&(s=r.$activeItems.indexOf(i[0]),r.$activeItems.splice(s,1)),r.items.splice(o,1),r.lastQuery=null,!r.settings.persist&&r.userOptions.hasOwnProperty(t)&&r.removeOption(t,n),o<r.caretPos&&r.setCaret(r.caretPos-1),r.refreshState(),r.updatePlaceholder(),r.updateOriginalInput({silent:n}),r.positionDropdown(),r.trigger(\"item_remove\",t,i))},createItem:function(t,n){var i=this,o=i.caretPos;t=t||e.trim(i.$control_input.val()||\"\");var s=arguments[arguments.length-1];if(\"function\"!=typeof s&&(s=function(){}),\"boolean\"!=typeof n&&(n=!0),!i.canCreate(t))return s(),!1;i.lock();var r=\"function\"==typeof i.settings.create?this.settings.create:function(e){var t={};return t[i.settings.labelField]=e,t[i.settings.valueField]=e,t},a=D(function(e){if(i.unlock(),!e||\"object\"!=typeof e)return s();var t=I(e[i.settings.valueField]);return\"string\"!=typeof t?s():(i.setTextboxValue(\"\"),i.addOption(e),i.setCaret(o),i.addItem(t),i.refreshOptions(n&&\"single\"!==i.settings.mode),void s(e))}),l=r.apply(this,[t,a]);return\"undefined\"!=typeof l&&a(l),!0},refreshItems:function(){this.lastQuery=null,this.isSetup&&this.addItem(this.items),this.refreshState(),this.updateOriginalInput()},refreshState:function(){this.refreshValidityState(),this.refreshClasses()},refreshValidityState:function(){if(!this.isRequired)return!1;var e=!this.items.length;this.isInvalid=e,this.$control_input.prop(\"required\",e),this.$input.prop(\"required\",!e)},refreshClasses:function(){var 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a(t,[{key:\"resolveOptions\",value:function t(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{};this.action=e.action,this.container=e.container,this.emitter=e.emitter,this.target=e.target,this.text=e.text,this.trigger=e.trigger,this.selectedText=\"\"}},{key:\"initSelection\",value:function t(){this.text?this.selectFake():this.target&&this.selectTarget()}},{key:\"selectFake\",value:function t(){var e=this,n=\"rtl\"==document.documentElement.getAttribute(\"dir\");this.removeFake(),this.fakeHandlerCallback=function(){return e.removeFake()},this.fakeHandler=this.container.addEventListener(\"click\",this.fakeHandlerCallback)||!0,this.fakeElem=document.createElement(\"textarea\"),this.fakeElem.style.fontSize=\"12pt\",this.fakeElem.style.border=\"0\",this.fakeElem.style.padding=\"0\",this.fakeElem.style.margin=\"0\",this.fakeElem.style.position=\"absolute\",this.fakeElem.style[n?\"right\":\"left\"]=\"-9999px\";var o=window.pageYOffset||document.documentElement.scrollTop;this.fakeElem.style.top=o+\"px\",this.fakeElem.setAttribute(\"readonly\",\"\"),this.fakeElem.value=this.text,this.container.appendChild(this.fakeElem),this.selectedText=(0,i.default)(this.fakeElem),this.copyText()}},{key:\"removeFake\",value:function t(){this.fakeHandler&&(this.container.removeEventListener(\"click\",this.fakeHandlerCallback),this.fakeHandler=null,this.fakeHandlerCallback=null),this.fakeElem&&(this.container.removeChild(this.fakeElem),this.fakeElem=null)}},{key:\"selectTarget\",value:function t(){this.selectedText=(0,i.default)(this.target),this.copyText()}},{key:\"copyText\",value:function t(){var e=void 0;try{e=document.execCommand(this.action)}catch(t){e=!1}this.handleResult(e)}},{key:\"handleResult\",value:function t(e){this.emitter.emit(e?\"success\":\"error\",{action:this.action,text:this.selectedText,trigger:this.trigger,clearSelection:this.clearSelection.bind(this)})}},{key:\"clearSelection\",value:function t(){this.trigger&&this.trigger.focus(),window.getSelection().removeAllRanges()}},{key:\"destroy\",value:function t(){this.removeFake()}},{key:\"action\",set:function t(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:\"copy\";if(this._action=e,\"copy\"!==this._action&&\"cut\"!==this._action)throw new Error('Invalid \"action\" value, use either \"copy\" or \"cut\"')},get:function t(){return this._action}},{key:\"target\",set:function t(e){if(void 0!==e){if(!e||\"object\"!==(void 0===e?\"undefined\":r(e))||1!==e.nodeType)throw new Error('Invalid \"target\" value, use a valid Element');if(\"copy\"===this.action&&e.hasAttribute(\"disabled\"))throw new Error('Invalid \"target\" attribute. Please use \"readonly\" instead of \"disabled\" attribute');if(\"cut\"===this.action&&(e.hasAttribute(\"readonly\")||e.hasAttribute(\"disabled\")))throw new Error('Invalid \"target\" attribute. You can\\'t cut text from elements with \"readonly\" or \"disabled\" attributes');this._target=e}},get:function t(){return this._target}}]),t}();t.exports=c})},{select:5}],8:[function(e,n,o){!function(i,r){if(\"function\"==typeof t&&t.amd)t([\"module\",\"./clipboard-action\",\"tiny-emitter\",\"good-listener\"],r);else if(void 0!==o)r(n,e(\"./clipboard-action\"),e(\"tiny-emitter\"),e(\"good-listener\"));else{var a={exports:{}};r(a,i.clipboardAction,i.tinyEmitter,i.goodListener),i.clipboard=a.exports}}(this,function(t,e,n,o){\"use strict\";function i(t){return t&&t.__esModule?t:{default:t}}function r(t,e){if(!(t instanceof e))throw new TypeError(\"Cannot call a class as a function\")}function a(t,e){if(!t)throw new ReferenceError(\"this hasn't been initialised - super() hasn't been called\");return!e||\"object\"!=typeof e&&\"function\"!=typeof e?t:e}function c(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Super expression must either be null or a function, not \"+typeof e);t.prototype=Object.create(e&&e.prototype,{constructor:{value:t,enumerable:!1,writable:!0,configurable:!0}}),e&&(Object.setPrototypeOf?Object.setPrototypeOf(t,e):t.__proto__=e)}function l(t,e){var n=\"data-clipboard-\"+t;if(e.hasAttribute(n))return e.getAttribute(n)}var s=i(e),u=i(n),f=i(o),d=\"function\"==typeof Symbol&&\"symbol\"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&\"function\"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?\"symbol\":typeof t},h=function(){function t(t,e){for(var n=0;n<e.length;n++){var o=e[n];o.enumerable=o.enumerable||!1,o.configurable=!0,\"value\"in o&&(o.writable=!0),Object.defineProperty(t,o.key,o)}}return function(e,n,o){return n&&t(e.prototype,n),o&&t(e,o),e}}(),p=function(t){function e(t,n){r(this,e);var o=a(this,(e.__proto__||Object.getPrototypeOf(e)).call(this));return o.resolveOptions(n),o.listenClick(t),o}return c(e,t),h(e,[{key:\"resolveOptions\",value:function t(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{};this.action=\"function\"==typeof e.action?e.action:this.defaultAction,this.target=\"function\"==typeof e.target?e.target:this.defaultTarget,this.text=\"function\"==typeof e.text?e.text:this.defaultText,this.container=\"object\"===d(e.container)?e.container:document.body}},{key:\"listenClick\",value:function t(e){var n=this;this.listener=(0,f.default)(e,\"click\",function(t){return n.onClick(t)})}},{key:\"onClick\",value:function t(e){var n=e.delegateTarget||e.currentTarget;this.clipboardAction&&(this.clipboardAction=null),this.clipboardAction=new s.default({action:this.action(n),target:this.target(n),text:this.text(n),container:this.container,trigger:n,emitter:this})}},{key:\"defaultAction\",value:function t(e){return l(\"action\",e)}},{key:\"defaultTarget\",value:function t(e){var n=l(\"target\",e);if(n)return document.querySelector(n)}},{key:\"defaultText\",value:function t(e){return l(\"text\",e)}},{key:\"destroy\",value:function t(){this.listener.destroy(),this.clipboardAction&&(this.clipboardAction.destroy(),this.clipboardAction=null)}}],[{key:\"isSupported\",value:function t(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:[\"copy\",\"cut\"],n=\"string\"==typeof e?[e]:e,o=!!document.queryCommandSupported;return n.forEach(function(t){o=o&&!!document.queryCommandSupported(t)}),o}}]),e}(u.default);t.exports=p})},{\"./clipboard-action\":7,\"good-listener\":4,\"tiny-emitter\":6}]},{},[8])(8)});",
                    "",
436 437 438 439 440 441 442 443 444 445 446 447 448 449 450 451 452 453 454 455 456 457
                    "/* Blob.js",
                    " * A Blob implementation.",
                    " * 2014-07-24",
                    " *",
                    " * By Eli Grey, http://eligrey.com",
                    " * By Devin Samarin, https://github.com/dsamarin",
                    " * License: MIT",
                    " *   See https://github.com/eligrey/Blob.js/blob/master/LICENSE.md",
                    " */",
                    "!function(t){\"use strict\";if(t.URL=t.URL||t.webkitURL,t.Blob&&t.URL)try{return void new Blob}catch(e){}var n=t.BlobBuilder||t.WebKitBlobBuilder||t.MozBlobBuilder||function(t){var e=function(t){return Object.prototype.toString.call(t).match(/^\\[object\\s(.*)\\]$/)[1]},n=function(){this.data=[]},o=function(t,e,n){this.data=t,this.size=t.length,this.type=e,this.encoding=n},i=n.prototype,a=o.prototype,r=t.FileReaderSync,c=function(t){this.code=this[this.name=t]},l=\"NOT_FOUND_ERR SECURITY_ERR ABORT_ERR NOT_READABLE_ERR ENCODING_ERR NO_MODIFICATION_ALLOWED_ERR INVALID_STATE_ERR SYNTAX_ERR\".split(\" \"),s=l.length,d=t.URL||t.webkitURL||t,u=d.createObjectURL,f=d.revokeObjectURL,R=d,p=t.btoa,h=t.atob,b=t.ArrayBuffer,g=t.Uint8Array,w=/^[\\w-]+:\\/*\\[?[\\w\\.:-]+\\]?(?::[0-9]+)?/;for(o.fake=a.fake=!0;s--;)c.prototype[l[s]]=s+1;return d.createObjectURL||(R=t.URL=function(t){var e,n=document.createElementNS(\"http://www.w3.org/1999/xhtml\",\"a\");return n.href=t,\"origin\"in n||(\"data:\"===n.protocol.toLowerCase()?n.origin=null:(e=t.match(w),n.origin=e&&e[1])),n}),R.createObjectURL=function(t){var e,n=t.type;return null===n&&(n=\"application/octet-stream\"),t instanceof o?(e=\"data:\"+n,\"base64\"===t.encoding?e+\";base64,\"+t.data:\"URI\"===t.encoding?e+\",\"+decodeURIComponent(t.data):p?e+\";base64,\"+p(t.data):e+\",\"+encodeURIComponent(t.data)):u?u.call(d,t):void 0},R.revokeObjectURL=function(t){\"data:\"!==t.substring(0,5)&&f&&f.call(d,t)},i.append=function(t){var n=this.data;if(g&&(t instanceof b||t instanceof g)){for(var i=\"\",a=new g(t),l=0,s=a.length;s>l;l++)i+=String.fromCharCode(a[l]);n.push(i)}else if(\"Blob\"===e(t)||\"File\"===e(t)){if(!r)throw new c(\"NOT_READABLE_ERR\");var d=new r;n.push(d.readAsBinaryString(t))}else t instanceof o?\"base64\"===t.encoding&&h?n.push(h(t.data)):\"URI\"===t.encoding?n.push(decodeURIComponent(t.data)):\"raw\"===t.encoding&&n.push(t.data):(\"string\"!=typeof t&&(t+=\"\"),n.push(unescape(encodeURIComponent(t))))},i.getBlob=function(t){return arguments.length||(t=null),new o(this.data.join(\"\"),t,\"raw\")},i.toString=function(){return\"[object BlobBuilder]\"},a.slice=function(t,e,n){var i=arguments.length;return 3>i&&(n=null),new o(this.data.slice(t,i>1?e:this.data.length),n,this.encoding)},a.toString=function(){return\"[object Blob]\"},a.close=function(){this.size=0,delete this.data},n}(t);t.Blob=function(t,e){var o=e?e.type||\"\":\"\",i=new n;if(t)for(var a=0,r=t.length;r>a;a++)Uint8Array&&t[a]instanceof Uint8Array?i.append(t[a].buffer):i.append(t[a]);var c=i.getBlob(o);return!c.slice&&c.webkitSlice&&(c.slice=c.webkitSlice),c};var o=Object.getPrototypeOf||function(t){return t.__proto__};t.Blob.prototype=o(new t.Blob)}(\"undefined\"!=typeof self&&self||\"undefined\"!=typeof window&&window||this);",
                    "",
                    "/* FileSaver.js",
                    " * A saveAs() FileSaver implementation.",
                    " * 1.3.8",
                    " * 2018-03-22 14:03:47",
                    " *",
                    " * By Eli Grey, https://eligrey.com",
                    " * License: MIT",
                    " *   See https://github.com/eligrey/FileSaver.js/blob/master/LICENSE.md",
                    " */",
                    "var saveAs=saveAs||function(e){\"use strict\";if(typeof e===\"undefined\"||typeof navigator!==\"undefined\"&&/MSIE [1-9]\\./.test(navigator.userAgent)){return}var t=e.document,n=function(){return e.URL||e.webkitURL||e},r=t.createElementNS(\"http://www.w3.org/1999/xhtml\",\"a\"),o=\"download\"in r,a=function(e){var t=new MouseEvent(\"click\");e.dispatchEvent(t)},i=/constructor/i.test(e.HTMLElement)||e.safari,f=/CriOS\\/[\\d]+/.test(navigator.userAgent),u=function(t){(e.setImmediate||e.setTimeout)(function(){throw t},0)},s=\"application/octet-stream\",d=1e3*40,c=function(e){var t=function(){if(typeof e===\"string\"){n().revokeObjectURL(e)}else{e.remove()}};setTimeout(t,d)},l=function(e,t,n){t=[].concat(t);var r=t.length;while(r--){var o=e[\"on\"+t[r]];if(typeof o===\"function\"){try{o.call(e,n||e)}catch(a){u(a)}}}},p=function(e){if(/^\\s*(?:text\\/\\S*|application\\/xml|\\S*\\/\\S*\\+xml)\\s*;.*charset\\s*=\\s*utf-8/i.test(e.type)){return new Blob([String.fromCharCode(65279),e],{type:e.type})}return e},v=function(t,u,d){if(!d){t=p(t)}var v=this,w=t.type,m=w===s,y,h=function(){l(v,\"writestart progress write writeend\".split(\" \"))},S=function(){if((f||m&&i)&&e.FileReader){var r=new FileReader;r.onloadend=function(){var t=f?r.result:r.result.replace(/^data:[^;]*;/,\"data:attachment/file;\");var n=e.open(t,\"_blank\");if(!n)e.location.href=t;t=undefined;v.readyState=v.DONE;h()};r.readAsDataURL(t);v.readyState=v.INIT;return}if(!y){y=n().createObjectURL(t)}if(m){e.location.href=y}else{var o=e.open(y,\"_blank\");if(!o){e.location.href=y}}v.readyState=v.DONE;h();c(y)};v.readyState=v.INIT;if(o){y=n().createObjectURL(t);setTimeout(function(){r.href=y;r.download=u;a(r);h();c(y);v.readyState=v.DONE});return}S()},w=v.prototype,m=function(e,t,n){return new v(e,t||e.name||\"download\",n)};if(typeof navigator!==\"undefined\"&&navigator.msSaveOrOpenBlob){return function(e,t,n){t=t||e.name||\"download\";if(!n){e=p(e)}return navigator.msSaveOrOpenBlob(e,t)}}w.abort=function(){};w.readyState=w.INIT=0;w.WRITING=1;w.DONE=2;w.error=w.onwritestart=w.onprogress=w.onwrite=w.onabort=w.onerror=w.onwriteend=null;return m}(typeof self!==\"undefined\"&&self||typeof window!==\"undefined\"&&window||this.content);if(typeof module!==\"undefined\"&&module.exports){module.exports.saveAs=saveAs}else if(typeof define!==\"undefined\"&&define!==null&&define.amd!==null){define(\"FileSaver.js\",function(){return saveAs})}",
                    "",
458
                    "/*!",
459 460 461 462 463 464
                    " * Nomad Query",
                    " *",
                    " * @copyright  Copyright 2017 Fritz Haber Institute of the Max Planck Society,",
                    " *             Benjamin Regler - Apache 2.0 License",
                    " * @license    http://www.apache.org/licenses/LICENSE-2.0",
                    " * @author     Benjamin Regler",
465
                    " * @version    2.0.0",
466 467 468 469 470 471 472 473 474 475 476 477 478
                    " *",
                    " * Licensed under the Apache License, Version 2.0 (the \"License\");",
                    " * you may not use this file except in compliance with the License.",
                    " * You may obtain a copy of the License at",
                    " *",
                    " *     http://www.apache.org/licenses/LICENSE-2.0",
                    " *",
                    " * Unless required by applicable law or agreed to in writing, software",
                    " * distributed under the License is distributed on an \"AS IS\" BASIS,",
                    " * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.",
                    " * See the License for the specific language governing permissions and",
                    " * limitations under the License.",
                    " */",
479
                    "!function(){\"use strict\";var e=function(){try{var e={},t=Object.defineProperty,r=t(e,e,e)&&t}catch(e){}return r}(),t=function(e){return-1!==this.indexOf(e,this.length-e.length)},r=/^[\\s\\uFEFF\\xA0]+|[\\s\\uFEFF\\xA0]+$/g,a=function(){return this.replace(r,\"\")},n=function(e){if(e<1)return\"\";for(var t=\"\",r=this.valueOf();1<e;)1&e&&(t+=r),e>>=1,r+=r;return t+r},o=function(e,t,r,a){var n=\"\\\\d(?=(\\\\d{\"+(t||3)+\"})+\"+(0<e?\"\\\\D\":\"$\")+\")\",o=this.toFixed(Math.max(0,~~e));return(a?o.replace(\".\",a):o).replace(new RegExp(n,\"g\"),\"$&\"+(r||\",\"))},s=function(e,t,r){return void 0===r||0==+r?Math[e](t):(t=+t,r=+r,isNaN(t)||\"number\"!=typeof r||r%1!=0?NaN:(t=t.toString().split(\"e\"),+((t=(t=Math[e](+(t[0]+\"e\"+(t[1]?+t[1]-r:-r)))).toString().split(\"e\"))[0]+\"e\"+(t[1]?+t[1]+r:r))))};String.prototype.endsWith||(e?e(String.prototype,\"endsWith\",{value:t,configurable:!0,writable:!0}):String.prototype.endsWith=t),String.prototype.trim||(e?e(String.prototype,\"trim\",{value:a,configurable:!0,writable:!0}):String.prototype.trim=a),String.prototype.repeat||(e?e(String.prototype,\"repeat\",{value:n,configurable:!0,writable:!0}):String.prototype.repeat=n),Number.prototype.format||(e?e(Number.prototype,\"format\",{value:o,configurable:!0,writable:!0}):Number.prototype.format=o),Math.round10||(Math.round10=function(e,t){return s(\"round\",e,t)}),Math.floor10||(Math.floor10=function(e,t){return s(\"floor\",e,t)}),Math.ceil10||(Math.ceil10=function(e,t){return s(\"ceil\",e,t)}),$.fn.exists=function(){return 0!==this.length}}(),function(s){\"use strict\";s.fn.scrollToTop=function(e){var o={speed:800,target:null,notebook:null};return s.extend(o,e||{}),this.each(function(){var e=s(this),t=s(window),r=s(\"html, body\"),a=0;if(o.notebook){var n=s(o.notebook);0<n.length&&(a=-n.offset().top)}t.scroll(function(){t.scrollTop()>t.height()?e.fadeIn().delay(10).addClass(\"visible\"):e.removeClass(\"visible\").fadeOut()}),e.click(function(e){var t=0;return o.target&&(t=s(o.target).offset().top),r.on(\"scroll mousedown wheel DOMMouseScroll mousewheel keyup touchmove\",function(){r.stop()}),r.animate({scrollTop:a+t},o.speed,function(){r.off(\"scroll mousedown wheel DOMMouseScroll mousewheel keyup touchmove\")}),e.preventDefault(),!1})})},s.fn.bindFirst=function(r,e){this.on(r,e),this.each(function(){var e=s._data(this,\"events\")[r.split(\".\")[0]],t=e.pop();e.splice(0,0,t)})}}(jQuery),function(e,t){\"use strict\";var r,x='Press the down arrow <kbd class=\"down-arrow\">&darr;</kbd> or the space bar <kbd>SPACE</kbd> to see a list of available keywords.',f=\"Hover over the keywords for a short description.\",m=\"Use the left <kbd>&larr;</kbd> or the right cursor <kbd>&rarr;</kbd> to add missing keywords.\",A=\"The dropdown list always shows you a list of available keywords.\",S='Invalid query expression. 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\")),Array.prototype.push.apply(A,[\"<dt>Chemical Formula: </dt>\",\"<dd>\"+s+\"</dd>\"])}if(t.atom_species){var l=Q(t.atom_species).sort();l=$.map(l,M),Array.prototype.push.apply(A,[\"<dt>Atom Symbols: </dt>\",\"<dd>\"+l.join(\", \")+\"</dd>\"])}var c=[];for(var d in t)d=d.replace(/^(calculation_upload)/g,\"zz_$1\"),c.push(d);c.sort();var u=[\"uri\",\"key\",\"group\",\"program_name\",\"atom_symbols\",\"atom_species\",\"springer_id\",\"springer_classification\",\"archive_gid\",\"calculation_gid\",\"prototype_aflow_id\",\"prototype_aflow_url\"];c=$.grep(c,function(e){return-1===u.indexOf(e)&&!$.isEmptyObject(t[e.replace(/^zz_/g,\"\")])});for(var p=0;p<c.length;p++){var f=(e=c[p].replace(/^zz_/g,\"\")).replace(/^space_group/g,\"spacegroup\").replace(/^(?:calculation_|program_(basis))/g,\"$1\").replace(/_/g,\" \").replace(/(^|\\s+)(\\w{1,2}(?=\\s)|\\w)/g,function(e,t,r){return\"of\"!==r.toLowerCase()&&(r=r.toUpperCase()),t+r});n=t[e].join(\", 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g.find(\".query--submit\").text(\"Search\").attr(\"title\",\"Start searching the database\"),g.find(\"#nomad--search-scope\").removeAttr(\"disabled\"),g.find(\".query--groupby\")[0].selectize.enable(),E)E[d].enable()},save_results:function(e){e||(e={status:\"error\",message:p});var t=g.find(\".nomad--download .nomad--save-as\"),r=t.find(\"button\"),a=t.find(\"input\");switch(e.status){case\"error\":a.prop(\"disabled\",!0),r.removeClass(\"pending\").addClass(\"error\").html(\"Error!\").delay(2e3).queue(function(){a.prop(\"disabled\",!1),r.removeClass(\"error\").html(\"Save\").prop(\"disabled\",!1).dequeue()});break;case\"success\":r.removeClass(\"pending\").addClass(\"success\").html(\"Saved!\")}},download:function(e){switch(e||(e={status:\"error\",message:p}),$(\".nomad-dropdown-menu a, .nomad--results-more a\").prop(\"disabled\",!1),e.status){case\"error\":z(),alert(e.message);break;case\"success\":if(\"txt\"===e.extension)var t=new 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                ],
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                "hidden": true
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        {
            "id": "init_notebook",
            "type": "code",
            "evaluator": "JavaScript",
            "input": {
                "body": [
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                    " * Initialization",
                    " */",
                    ";(function() {",
                    "    // Set module namespace",
                    "    if (typeof window.Nomad == \"undefined\") {",
                    "        window.Nomad = {};",
                    "    }",
                    "    var namespace = window.Nomad;",
                    "",
                    "    /**",
                    "     * Properties",
                    "     */",
                    "    var instances = {},",
                    "        config = {",
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                    "            \"mode\": \"production\",           // Beaker mode",
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                    "            \"namespace\": \"#nomad-query\",    // Namespace for nomad query",
                    "            \"evaluator\": \"connector\",       // Beaker Python evaluator cell name",
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                    "            \"download\": \"download\",         // Beaker Python download cell name",
                    "            \"save_as\": \"save\",              // Beaker Python save-as cell name",
                    "            \"query\": \"query\",               // Beaker Python query cell name",
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                    "            \"metainfo\" : {",
                    "                \"path\": \"/nomad-meta-info/meta_info/nomad_meta_info/public.nomadmetainfo.json\",",
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                    "                \"fallback\": \"/data/shared/tutorialsNew/nomad-query/public.nomadmetainfo.json\",",
                    "                \"syntax\": \"/data/shared/tutorialsNew/nomad-query/data/nomad_query.min.json\",",
527
                    "            },",
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                    "            \"modes\": {",
                    "                \"production\": {",
                    "                    \"endpoint\": \"https://analytics-toolkit.nomad-coe.eu/api/\",",
                    "                    \"query_endpoint\": \"https://analytics-toolkit.nomad-coe.eu/archive/nql-api/\",",
                    "                    \"stats\": \"https://analytics-toolkit.nomad-coe.eu/stats/archiveQueryStats/\",",
                    "                    \"springer\": \"https://analytics-toolkit.nomad-coe.eu/analytics/springer/\",",
                    "                    \"nomad_vr\": \"http://nomad.srv.lrz.de/cgi-bin/NOMAD/materialAnalytics/\",",
                    "                    \"viewer\": \"https://analytics-toolkit.nomad-coe.eu/archive-browser/\"",
                    "                },",
                    "                \"development\": {",
                    "                    \"endpoint\": \"https://labdev-nomad.esc.rzg.mpg.de/api/\",",
                    "                    \"query_endpoint\": \"https://labdev-nomad.esc.rzg.mpg.de/dev/archive/nql-api/\",",
                    "                    \"stats\": \"https://labdev-nomad.esc.rzg.mpg.de/stats/archiveQueryStats/\",",
                    "                    \"springer\": \"https://labdev-nomad.esc.rzg.mpg.de/analytics/springer/\",",
                    "                    \"nomad_vr\": \"http://nomad.srv.lrz.de/cgi-bin/NOMAD/materialAnalytics-labdev/\",",
                    "                    \"viewer\": \"https://labdev-nomad.esc.rzg.mpg.de/archive-browser/\"",
                    "                }",
                    "            },",
                    "            \"nomad_vr_help\": \"https://www.nomad-coe.eu/the-project/graphics/vrtutorial5\"",
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                    "        };",
                    "",
                    "    /**",
                    "     * Main loop",
                    "     */",
                    "    var main = function() {",
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                    "        // Get beaker mode",
                    "        var options = config.modes[config.mode || 'production'];",
                    "        for (var key in options) {",
                    "            if (options.hasOwnProperty(key)) {",
                    "                config[key] = options[key];",
                    "            }",
                    "        }",
                    "",
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                    "        // Initialize Nomad Query front-end",
                    "        instances.query = new namespace.NomadQuery(config);",
563
                    "        window.NomadConfig = $.extend(true, {}, config);",
564
                    "      ",
565
                    "        // Init program",
566 567 568 569 570 571 572 573 574 575 576 577 578 579
                    "        try {",
                    "            beaker.evaluate(config.evaluator);",
                    "",
                    "            // Initialize to top button",
                    "            $(\"#toTop\")",
                    "                .scrollToTop({",
                    "                    'target': '.body',",
                    "                    'notebook': '.notebook-container > .row'",
                    "                })",
                    "                .prependTo('body');",
                    "        } catch (e) {",
                    "            // Initialize to top button",
                    "            $(\"#toTop\").scrollToTop({'target': 'body'});",
                    "        }",
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                    "    };",
                    "",
                    "    /**",
                    "     * NomadQuery",
                    "     */",
                    "    var NomadQuery = function() {",
                    "        /**",
                    "         * Public methods",
                    "         */",
                    "        var instance = function() {",
                    "            return instances.query;",
                    "        };",
                    "",
                    "        /**",
                    "         * Initialization",
                    "         */",
                    "        return {",
                    "            \"instance\": instance,",
                    "        };",
                    "    };",
                    "",
                    "    // Declare classes inside namespace",
                    "    window.NomadQuery = new NomadQuery();",
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                    "    window.NomadConfig = config;",
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                    "",
                    "    // Expose configuration to Beaker instance",
606
                    "    try {",
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                    "        beaker.NomadConfig = window.NomadConfig;",
608
                    "    } catch (e) {}",
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                    "",
                    "    /**",
                    "     * Run the main loop",
                    "     */",
                    "    main();",
                    "})();"
                ],
                "hidden": true
            },
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                "state": {},
                "selectedType": "BeakerDisplay",
                "pluginName": "JavaScript",
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                "height": 81,
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                "elapsedTime": 35,
                "hidden": true
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            },
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            "initialization": true,
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            "isError": false
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