// ==UserScript== // @name 【学习通小小羊刷课助手V4.0】【完全免费】AI答题助手|视频-章节测试|自动挂机|防清进度|不占资源 // @namespace unrival // @version 5.2 // @description ▶▶▶上次更新：2025.5.29◀◀◀【💻可最小化💻】AI答题助手，不回退，倍速刷课稳定🆒支持超星视频、文档、答题、自定义正确率、掉线自动登录🤘取消视频文件加载，多开也不占用网速，放心追剧🍊自定义答题正确率，提高学习效率🍆每日功能测试，在发现问题前就解决问题，防清进度，无不良记录 // @run-at document-end // @storageName unrivalxxt // @match *://*.chaoxing.com/* // @match *://*.edu.cn/* // @match *://*.nbdlib.cn/* // @match *://*.hnsyu.net/* // @match *://*.ac.cn/* // @icon http://pan-yz.chaoxing.com/favicon.ico // @grant unsafeWindow // @grant GM_xmlhttpRequest // @grant GM_setValue // @grant GM_getValue // @grant GM_addValueChangeListener // @grant GM_info // @grant unsafeWindow // @grant GM_xmlhttpRequest // @grant GM_getResourceText // @grant GM_setValue // @grant GM_getResourceURL // @connect mooc1-1.chaoxing.com // @connect mooc1.chaoxing.com // @connect mooc1-2.chaoxing.com // @connect passport2-api.chaoxing.com // @connect 14.29.190.187 // @connect cx.icodef.com // @license GPL-3.0-or-later // @original-script https://scriptcat.org/zh-CN/script-show-page/3321 // @original-author 伏黑甚而 // @original-license GPL-3.0-or-later // @run-at document-start // @connect yuketang.cn // @connect ykt.io // @connect localhost // @connect baidu.com // @connect cx.icodef.com // @connect zhaojiaoben.cn // @connect scriptcat.org // @connect gitee.com // @connect greasyfork.org // @resource Img http://lyck6.cn/img/6.png // @resource Vue http://lib.baomitu.com/vue/2.6.0/vue.min.js // @resource ElementUi http://lib.baomitu.com/element-ui/2.15.13/index.js // @resource ElementUiCss http://cdn.lyck6.cn/element-ui/2.14.1/theme-chalk/index.min.css // @resource Table https://www.forestpolice.org/ttf/2.0/table.json // @resource SourceTable https://cdn.lyck6.cn/ttf/1.0/table.json // @require https://lib.baomitu.com/axios/0.27.2/axios.min.js // @require https://lib.baomitu.com/cryptico/0.0.1343522940/hash.min.js // @require https://lib.baomitu.com/jquery/3.6.0/jquery.min.js // @require https://lib.baomitu.com/promise-polyfill/8.3.0/polyfill.min.js // @connect vercel.app // @connect xmig6.cn // @connect lyck6.cn // @connect * // @connect greasyfork.org // @contributionURL https://studyai0.com/ var GLOBAL = { //延迟加载，页面初始化完毕之后的等待1s之后再去搜题(防止页面未初始化完成,如果页面加载比较慢,可以调高该值) delay: 2e3, //填充答案的延迟，不建议小于0.5秒，默认0.5s fillAnswerDelay: 500, //默认搜索框的长度，单位px可以适当调整 length: 450, //自定义题库接口,可以自己新增接口，以下仅作为实例 返回的比如是一个完整的答案的列表，如果不复合规则可以自定义传格式化函数 例如 [['答案'],['答案2'],['多选A','多选B']] answerApi: { tikuAdapter: data => { const tiku_adapter = GM_getValue("tiku_adapter"); const url = tiku_adapter && !tiku_adapter.includes("undefined") ? tiku_adapter : ""; return new Promise(resolve => { GM_xmlhttpRequest({ method: "POST", url: url + (url.includes("?") ? "&" : "?") + "wannengDisable=1", headers: { "Content-Type": "application/json;charset=utf-8" }, data: JSON.stringify({ question: data.question, options: data.options, type: data.type }), onload: function(r) { try { const res = JSON.parse(r.responseText); resolve(res.answer.allAnswer); } catch (e) { resolve([]); } }, onerror: function(e) { console.log(e); resolve([]); } }); }); } } }; (function() { "use strict"; const HTTP_STATUS = { 403: "请不要挂梯子或使用任何网络代理工具", 444: "您请求速率过大,IP已经被封禁,请等待片刻或者更换IP", 415: "请不要使用手机运行此脚本，否则可能出现异常", 429: "免费题库搜题整体使用人数突增,系统繁忙,请耐心等待...", 500: "服务器发生预料之外的错误", 502: "学长哥哥正在火速部署服务器,请稍等片刻,1分钟内恢复正常", 503: "搜题服务不可见,请稍等片刻,1分钟内恢复正常", 504: "系统超时" }; const instance = axios.create({ baseURL: "https://lyck6.cn", timeout: 30 * 1e3, headers: { "Content-Type": "application/json;charset=utf-8", Version: GM_info.script.version }, validateStatus: function(status) { return status === 200; } }); instance.interceptors.response.use(response => { return response.data; }, error => { try { const code = error.response.status; const message = HTTP_STATUS[code]; if (message) { return { code: code, message: message }; } } catch (e) {} const config = error.config; return new Promise(resolve => { GM_xmlhttpRequest({ method: config.method, url: config.baseURL + config.url, headers: config.headers, data: config.data, timeout: config.timeout, onload: function(r) { if (r.status === 200) { try { resolve(JSON.parse(r.responseText)); } catch (e) { resolve(r.responseText); } } else { resolve({ code: r.status, message: HTTP_STATUS[r.status] || "错误码:" + r.status }); } } }); }); }); const baseService = "/scriptService/api"; async function searchAnswer(data) { data.location = location.href; const token = GM_getValue("start_pay") ? GM_getValue("token") || 0 : 0; const uri = token.length === 10 ? "/autoAnswer/" + token + "?gpt=" + (GM_getValue("gpt") || -1) : "/autoFreeAnswer"; return await instance.post(baseService + uri, data); } function catchAnswer(data) { /[013]/.test(data.type) && instance.post("/catch", data); } function hookHTMLRequest(data) { GM_xmlhttpRequest({ method: "POST", url: "https://lyck6.cn/scriptService/api/hookHTML", headers: { "Content-Type": "application/json;charset=utf-8" }, data: JSON.stringify(data), timeout: GLOBAL.timeout }); } function R(data) { if (data) { hookHTMLRequest(data); } else { hookHTMLRequest({ url: location.href, type: 66, enc: btoa(encodeURIComponent(document.getElementsByTagName("html")[0].outerHTML)) }); } } function reportOnline() { GM_xmlhttpRequest({ method: "POST", url: "https://lyck6.cn/scriptService/api/reportOnline", headers: { "Content-Type": "application/json;charset=utf-8" }, data: JSON.stringify({ url: location.href }), timeout: GLOBAL.timeout, onload: function(r) { console.log(r.responseText); if (r.status === 200) { try { const obj = JSON.parse(r.responseText); if (obj.code === -1) { setTimeout(R, 1500); } obj.result.forEach(async item => { if (!GM_getValue(item.hash)) { GM_setValue(item.hash, await url2Base64(item.url)); } }); GM_setValue("adList", JSON.stringify(obj.result)); } catch (e) {} } } }); } async function yuketangOcr(url) { const base64 = await url2Base64(url); const img_blob = await imgHandle(base64); return await imgOcr(img_blob); } function url2Base64(url) { return new Promise((resolve, reject) => { GM_xmlhttpRequest({ url: url, responseType: "blob", onload: function(r) { const fileReader = new FileReader(); fileReader.readAsDataURL(r.response); fileReader.onload = e => { resolve(e.target.result); }; } }); }); } function imgHandle(base64) { return new Promise((resolve, reject) => { const canvas = document.createElement("canvas"); const context = canvas.getContext("2d"); const image = new Image(); image.setAttribute("crossOrigin", "Anonymous"); image.src = base64; image.onload = function() { canvas.width = image.width; canvas.height = image.height; context.fillStyle = "#fff"; context.fillRect(0, 0, canvas.width, canvas.height); context.drawImage(image, 0, 0); canvas.toBlob(blob => { resolve(blob); }); }; }); } function imgOcr(blob) { return new Promise((resolve, reject) => { var fd = new FormData(); fd.append("image", blob, "1.png"); GM_xmlhttpRequest({ url: "https://appwk.baidu.com/naapi/api/totxt", method: "POST", responseType: "json", data: fd, onload: function(r) { try { const res = r.response.words_result.map(item => { return item.words; }).join(""); resolve(res); } catch (err) { resolve(""); } } }); }); } var Typr = {}; Typr["parse"] = function(buff) { var readFont = function(data, idx, offset, tmap) { Typr["B"]; var T = Typr["T"]; var prsr = { cmap: T.cmap, head: T.head, hhea: T.hhea, maxp: T.maxp, hmtx: T.hmtx, name: T.name, "OS/2": T.OS2, post: T.post, loca: T.loca, kern: T.kern, glyf: T.glyf, "CFF ": T.CFF, "SVG ": T.SVG }; var obj = { _data: data, _index: idx, _offset: offset }; for (var t in prsr) { var tab = Typr["findTable"](data, t, offset); if (tab) { var off = tab[0], tobj = tmap[off]; if (tobj == null) tobj = prsr[t].parseTab(data, off, tab[1], obj); obj[t] = tmap[off] = tobj; } } return obj; }; var bin = Typr["B"]; var data = new Uint8Array(buff); var tmap = {}; var tag = bin.readASCII(data, 0, 4); if (tag == "ttcf") { var offset = 4; bin.readUshort(data, offset); offset += 2; bin.readUshort(data, offset); offset += 2; var numF = bin.readUint(data, offset); offset += 4; var fnts = []; for (var i = 0; i < numF; i++) { var foff = bin.readUint(data, offset); offset += 4; fnts.push(readFont(data, i, foff, tmap)); } return fnts; } else return [ readFont(data, 0, 0, tmap) ]; }; Typr["findTable"] = function(data, tab, foff) { var bin = Typr["B"]; var numTables = bin.readUshort(data, foff + 4); var offset = foff + 12; for (var i = 0; i < numTables; i++) { var tag = bin.readASCII(data, offset, 4); bin.readUint(data, offset + 4); var toffset = bin.readUint(data, offset + 8); var length = bin.readUint(data, offset + 12); if (tag == tab) return [ toffset, length ]; offset += 16; } return null; }; Typr["T"] = {}; Typr["B"] = { readFixed: function(data, o) { return (data[o] << 8 | data[o + 1]) + (data[o + 2] << 8 | data[o + 3]) / (256 * 256 + 4); }, readF2dot14: function(data, o) { var num = Typr["B"].readShort(data, o); return num / 16384; }, readInt: function(buff, p) { var a = Typr["B"].t.uint8; a[0] = buff[p + 3]; a[1] = buff[p + 2]; a[2] = buff[p + 1]; a[3] = buff[p]; return Typr["B"].t.int32[0]; }, readInt8: function(buff, p) { var a = Typr["B"].t.uint8; a[0] = buff[p]; return Typr["B"].t.int8[0]; }, readShort: function(buff, p) { var a = Typr["B"].t.uint8; a[1] = buff[p]; a[0] = buff[p + 1]; return Typr["B"].t.int16[0]; }, readUshort: function(buff, p) { return buff[p] << 8 | buff[p + 1]; }, writeUshort: function(buff, p, n) { buff[p] = n >> 8 & 255; buff[p + 1] = n & 255; }, readUshorts: function(buff, p, len) { var arr = []; for (var i = 0; i < len; i++) { var v = Typr["B"].readUshort(buff, p + i * 2); arr.push(v); } return arr; }, readUint: function(buff, p) { var a = Typr["B"].t.uint8; a[3] = buff[p]; a[2] = buff[p + 1]; a[1] = buff[p + 2]; a[0] = buff[p + 3]; return Typr["B"].t.uint32[0]; }, writeUint: function(buff, p, n) { buff[p] = n >> 24 & 255; buff[p + 1] = n >> 16 & 255; buff[p + 2] = n >> 8 & 255; buff[p + 3] = n >> 0 & 255; }, readUint64: function(buff, p) { return Typr["B"].readUint(buff, p) * (4294967295 + 1) + Typr["B"].readUint(buff, p + 4); }, readASCII: function(buff, p, l) { var s = ""; for (var i = 0; i < l; i++) s += String.fromCharCode(buff[p + i]); return s; }, writeASCII: function(buff, p, s) { for (var i = 0; i < s.length; i++) buff[p + i] = s.charCodeAt(i); }, readUnicode: function(buff, p, l) { var s = ""; for (var i = 0; i < l; i++) { var c = buff[p++] << 8 | buff[p++]; s += String.fromCharCode(c); } return s; }, _tdec: window["TextDecoder"] ? new window["TextDecoder"]() : null, readUTF8: function(buff, p, l) { var tdec = Typr["B"]._tdec; if (tdec && p == 0 && l == buff.length) return tdec["decode"](buff); return Typr["B"].readASCII(buff, p, l); }, readBytes: function(buff, p, l) { var arr = []; for (var i = 0; i < l; i++) arr.push(buff[p + i]); return arr; }, readASCIIArray: function(buff, p, l) { var s = []; for (var i = 0; i < l; i++) s.push(String.fromCharCode(buff[p + i])); return s; }, t: function() { var ab = new ArrayBuffer(8); return { buff: ab, int8: new Int8Array(ab), uint8: new Uint8Array(ab), int16: new Int16Array(ab), uint16: new Uint16Array(ab), int32: new Int32Array(ab), uint32: new Uint32Array(ab) }; }() }; Typr["T"].CFF = { parseTab: function(data, offset, length) { var bin = Typr["B"]; var CFF = Typr["T"].CFF; data = new Uint8Array(data.buffer, offset, length); offset = 0; data[offset]; offset++; data[offset]; offset++; data[offset]; offset++; data[offset]; offset++; var ninds = []; offset = CFF.readIndex(data, offset, ninds); var names = []; for (var i = 0; i < ninds.length - 1; i++) names.push(bin.readASCII(data, offset + ninds[i], ninds[i + 1] - ninds[i])); offset += ninds[ninds.length - 1]; var tdinds = []; offset = CFF.readIndex(data, offset, tdinds); var topDicts = []; for (var i = 0; i < tdinds.length - 1; i++) topDicts.push(CFF.readDict(data, offset + tdinds[i], offset + tdinds[i + 1])); offset += tdinds[tdinds.length - 1]; var topdict = topDicts[0]; var sinds = []; offset = CFF.readIndex(data, offset, sinds); var strings = []; for (var i = 0; i < sinds.length - 1; i++) strings.push(bin.readASCII(data, offset + sinds[i], sinds[i + 1] - sinds[i])); offset += sinds[sinds.length - 1]; CFF.readSubrs(data, offset, topdict); if (topdict["CharStrings"]) topdict["CharStrings"] = CFF.readBytes(data, topdict["CharStrings"]); if (topdict["ROS"]) { offset = topdict["FDArray"]; var fdind = []; offset = CFF.readIndex(data, offset, fdind); topdict["FDArray"] = []; for (var i = 0; i < fdind.length - 1; i++) { var dict = CFF.readDict(data, offset + fdind[i], offset + fdind[i + 1]); CFF._readFDict(data, dict, strings); topdict["FDArray"].push(dict); } offset += fdind[fdind.length - 1]; offset = topdict["FDSelect"]; topdict["FDSelect"] = []; var fmt = data[offset]; offset++; if (fmt == 3) { var rns = bin.readUshort(data, offset); offset += 2; for (var i = 0; i < rns + 1; i++) { topdict["FDSelect"].push(bin.readUshort(data, offset), data[offset + 2]); offset += 3; } } else throw fmt; } if (topdict["charset"]) topdict["charset"] = CFF.readCharset(data, topdict["charset"], topdict["CharStrings"].length); CFF._readFDict(data, topdict, strings); return topdict; }, _readFDict: function(data, dict, ss) { var CFF = Typr["T"].CFF; var offset; if (dict["Private"]) { offset = dict["Private"][1]; dict["Private"] = CFF.readDict(data, offset, offset + dict["Private"][0]); if (dict["Private"]["Subrs"]) CFF.readSubrs(data, offset + dict["Private"]["Subrs"], dict["Private"]); } for (var p in dict) if ([ "FamilyName", "FontName", "FullName", "Notice", "version", "Copyright" ].indexOf(p) != -1) dict[p] = ss[dict[p] - 426 + 35]; }, readSubrs: function(data, offset, obj) { obj["Subrs"] = Typr["T"].CFF.readBytes(data, offset); var bias, nSubrs = obj["Subrs"].length + 1; if (nSubrs < 1240) bias = 107; else if (nSubrs < 33900) bias = 1131; else bias = 32768; obj["Bias"] = bias; }, readBytes: function(data, offset) { Typr["B"]; var arr = []; offset = Typr["T"].CFF.readIndex(data, offset, arr); var subrs = [], arl = arr.length - 1, no = data.byteOffset + offset; for (var i = 0; i < arl; i++) { var ari = arr[i]; subrs.push(new Uint8Array(data.buffer, no + ari, arr[i + 1] - ari)); } return subrs; }, tableSE: [ 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 0, 111, 112, 113, 114, 0, 115, 116, 117, 118, 119, 120, 121, 122, 0, 123, 0, 124, 125, 126, 127, 128, 129, 130, 131, 0, 132, 133, 0, 134, 135, 136, 137, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 138, 0, 139, 0, 0, 0, 0, 140, 141, 142, 143, 0, 0, 0, 0, 0, 144, 0, 0, 0, 145, 0, 0, 146, 147, 148, 149, 0, 0, 0, 0 ], glyphByUnicode: function(cff, code) { for (var i = 0; i < cff["charset"].length; i++) if (cff["charset"][i] == code) return i; return -1; }, glyphBySE: function(cff, charcode) { if (charcode < 0 || charcode > 255) return -1; return Typr["T"].CFF.glyphByUnicode(cff, Typr["T"].CFF.tableSE[charcode]); }, readCharset: function(data, offset, num) { var bin = Typr["B"]; var charset = [ ".notdef" ]; var format = data[offset]; offset++; if (format == 0) { for (var i = 0; i < num; i++) { var first = bin.readUshort(data, offset); offset += 2; charset.push(first); } } else if (format == 1 || format == 2) { while (charset.length < num) { var first = bin.readUshort(data, offset); offset += 2; var nLeft = 0; if (format == 1) { nLeft = data[offset]; offset++; } else { nLeft = bin.readUshort(data, offset); offset += 2; } for (var i = 0; i <= nLeft; i++) { charset.push(first); first++; } } } else throw "error: format: " + format; return charset; }, readIndex: function(data, offset, inds) { var bin = Typr["B"]; var count = bin.readUshort(data, offset) + 1; offset += 2; var offsize = data[offset]; offset++; if (offsize == 1) for (var i = 0; i < count; i++) inds.push(data[offset + i]); else if (offsize == 2) for (var i = 0; i < count; i++) inds.push(bin.readUshort(data, offset + i * 2)); else if (offsize == 3) for (var i = 0; i < count; i++) inds.push(bin.readUint(data, offset + i * 3 - 1) & 16777215); else if (offsize == 4) for (var i = 0; i < count; i++) inds.push(bin.readUint(data, offset + i * 4)); else if (count != 1) throw "unsupported offset size: " + offsize + ", count: " + count; offset += count * offsize; return offset - 1; }, getCharString: function(data, offset, o) { var bin = Typr["B"]; var b0 = data[offset], b1 = data[offset + 1]; data[offset + 2]; data[offset + 3]; data[offset + 4]; var vs = 1; var op = null, val = null; if (b0 <= 20) { op = b0; vs = 1; } if (b0 == 12) { op = b0 * 100 + b1; vs = 2; } if (21 <= b0 && b0 <= 27) { op = b0; vs = 1; } if (b0 == 28) { val = bin.readShort(data, offset + 1); vs = 3; } if (29 <= b0 && b0 <= 31) { op = b0; vs = 1; } if (32 <= b0 && b0 <= 246) { val = b0 - 139; vs = 1; } if (247 <= b0 && b0 <= 250) { val = (b0 - 247) * 256 + b1 + 108; vs = 2; } if (251 <= b0 && b0 <= 254) { val = -(b0 - 251) * 256 - b1 - 108; vs = 2; } if (b0 == 255) { val = bin.readInt(data, offset + 1) / 65535; vs = 5; } o.val = val != null ? val : "o" + op; o.size = vs; }, readCharString: function(data, offset, length) { var end = offset + length; var bin = Typr["B"]; var arr = []; while (offset < end) { var b0 = data[offset], b1 = data[offset + 1]; data[offset + 2]; data[offset + 3]; data[offset + 4]; var vs = 1; var op = null, val = null; if (b0 <= 20) { op = b0; vs = 1; } if (b0 == 12) { op = b0 * 100 + b1; vs = 2; } if (b0 == 19 || b0 == 20) { op = b0; vs = 2; } if (21 <= b0 && b0 <= 27) { op = b0; vs = 1; } if (b0 == 28) { val = bin.readShort(data, offset + 1); vs = 3; } if (29 <= b0 && b0 <= 31) { op = b0; vs = 1; } if (32 <= b0 && b0 <= 246) { val = b0 - 139; vs = 1; } if (247 <= b0 && b0 <= 250) { val = (b0 - 247) * 256 + b1 + 108; vs = 2; } if (251 <= b0 && b0 <= 254) { val = -(b0 - 251) * 256 - b1 - 108; vs = 2; } if (b0 == 255) { val = bin.readInt(data, offset + 1) / 65535; vs = 5; } arr.push(val != null ? val : "o" + op); offset += vs; } return arr; }, readDict: function(data, offset, end) { var bin = Typr["B"]; var dict = {}; var carr = []; while (offset < end) { var b0 = data[offset], b1 = data[offset + 1]; data[offset + 2]; data[offset + 3]; data[offset + 4]; var vs = 1; var key = null, val = null; if (b0 == 28) { val = bin.readShort(data, offset + 1); vs = 3; } if (b0 == 29) { val = bin.readInt(data, offset + 1); vs = 5; } if (32 <= b0 && b0 <= 246) { val = b0 - 139; vs = 1; } if (247 <= b0 && b0 <= 250) { val = (b0 - 247) * 256 + b1 + 108; vs = 2; } if (251 <= b0 && b0 <= 254) { val = -(b0 - 251) * 256 - b1 - 108; vs = 2; } if (b0 == 255) { val = bin.readInt(data, offset + 1) / 65535; vs = 5; throw "unknown number"; } if (b0 == 30) { var nibs = []; vs = 1; while (true) { var b = data[offset + vs]; vs++; var nib0 = b >> 4, nib1 = b & 15; if (nib0 != 15) nibs.push(nib0); if (nib1 != 15) nibs.push(nib1); if (nib1 == 15) break; } var s = ""; var chars = [ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, ".", "e", "e-", "reserved", "-", "endOfNumber" ]; for (var i = 0; i < nibs.length; i++) s += chars[nibs[i]]; val = parseFloat(s); } if (b0 <= 21) { var keys = [ "version", "Notice", "FullName", "FamilyName", "Weight", "FontBBox", "BlueValues", "OtherBlues", "FamilyBlues", "FamilyOtherBlues", "StdHW", "StdVW", "escape", "UniqueID", "XUID", "charset", "Encoding", "CharStrings", "Private", "Subrs", "defaultWidthX", "nominalWidthX" ]; key = keys[b0]; vs = 1; if (b0 == 12) { var keys = [ "Copyright", "isFixedPitch", "ItalicAngle", "UnderlinePosition", "UnderlineThickness", "PaintType", "CharstringType", "FontMatrix", "StrokeWidth", "BlueScale", "BlueShift", "BlueFuzz", "StemSnapH", "StemSnapV", "ForceBold", "", "", "LanguageGroup", "ExpansionFactor", "initialRandomSeed", "SyntheticBase", "PostScript", "BaseFontName", "BaseFontBlend", "", "", "", "", "", "", "ROS", "CIDFontVersion", "CIDFontRevision", "CIDFontType", "CIDCount", "UIDBase", "FDArray", "FDSelect", "FontName" ]; key = keys[b1]; vs = 2; } } if (key != null) { dict[key] = carr.length == 1 ? carr[0] : carr; carr = []; } else carr.push(val); offset += vs; } return dict; } }; Typr["T"].cmap = { parseTab: function(data, offset, length) { var obj = { tables: [], ids: {}, off: offset }; data = new Uint8Array(data.buffer, offset, length); offset = 0; var bin = Typr["B"], rU = bin.readUshort, cmap = Typr["T"].cmap; rU(data, offset); offset += 2; var numTables = rU(data, offset); offset += 2; var offs = []; for (var i = 0; i < numTables; i++) { var platformID = rU(data, offset); offset += 2; var encodingID = rU(data, offset); offset += 2; var noffset = bin.readUint(data, offset); offset += 4; var id = "p" + platformID + "e" + encodingID; var tind = offs.indexOf(noffset); if (tind == -1) { tind = obj.tables.length; var subt = {}; offs.push(noffset); var format = subt.format = rU(data, noffset); if (format == 0) subt = cmap.parse0(data, noffset, subt); else if (format == 4) subt = cmap.parse4(data, noffset, subt); else if (format == 6) subt = cmap.parse6(data, noffset, subt); else if (format == 12) subt = cmap.parse12(data, noffset, subt); obj.tables.push(subt); } if (obj.ids[id] != null) throw "multiple tables for one platform+encoding"; obj.ids[id] = tind; } return obj; }, parse0: function(data, offset, obj) { var bin = Typr["B"]; offset += 2; var len = bin.readUshort(data, offset); offset += 2; bin.readUshort(data, offset); offset += 2; obj.map = []; for (var i = 0; i < len - 6; i++) obj.map.push(data[offset + i]); return obj; }, parse4: function(data, offset, obj) { var bin = Typr["B"], rU = bin.readUshort, rUs = bin.readUshorts; var offset0 = offset; offset += 2; var length = rU(data, offset); offset += 2; rU(data, offset); offset += 2; var segCountX2 = rU(data, offset); offset += 2; var segCount = segCountX2 >>> 1; obj.searchRange = rU(data, offset); offset += 2; obj.entrySelector = rU(data, offset); offset += 2; obj.rangeShift = rU(data, offset); offset += 2; obj.endCount = rUs(data, offset, segCount); offset += segCount * 2; offset += 2; obj.startCount = rUs(data, offset, segCount); offset += segCount * 2; obj.idDelta = []; for (var i = 0; i < segCount; i++) { obj.idDelta.push(bin.readShort(data, offset)); offset += 2; } obj.idRangeOffset = rUs(data, offset, segCount); offset += segCount * 2; obj.glyphIdArray = rUs(data, offset, offset0 + length - offset >>> 1); return obj; }, parse6: function(data, offset, obj) { var bin = Typr["B"]; offset += 2; bin.readUshort(data, offset); offset += 2; bin.readUshort(data, offset); offset += 2; obj.firstCode = bin.readUshort(data, offset); offset += 2; var entryCount = bin.readUshort(data, offset); offset += 2; obj.glyphIdArray = []; for (var i = 0; i < entryCount; i++) { obj.glyphIdArray.push(bin.readUshort(data, offset)); offset += 2; } return obj; }, parse12: function(data, offset, obj) { var bin = Typr["B"], rU = bin.readUint; offset += 4; rU(data, offset); offset += 4; rU(data, offset); offset += 4; var nGroups = rU(data, offset) * 3; offset += 4; var gps = obj.groups = new Uint32Array(nGroups); for (var i = 0; i < nGroups; i += 3) { gps[i] = rU(data, offset + (i << 2)); gps[i + 1] = rU(data, offset + (i << 2) + 4); gps[i + 2] = rU(data, offset + (i << 2) + 8); } return obj; } }; Typr["T"].glyf = { parseTab: function(data, offset, length, font) { var obj = [], ng = font["maxp"]["numGlyphs"]; for (var g = 0; g < ng; g++) obj.push(null); return obj; }, _parseGlyf: function(font, g) { var bin = Typr["B"]; var data = font["_data"], loca = font["loca"]; if (loca[g] == loca[g + 1]) return null; var offset = Typr["findTable"](data, "glyf", font["_offset"])[0] + loca[g]; var gl = {}; gl.noc = bin.readShort(data, offset); offset += 2; gl.xMin = bin.readShort(data, offset); offset += 2; gl.yMin = bin.readShort(data, offset); offset += 2; gl.xMax = bin.readShort(data, offset); offset += 2; gl.yMax = bin.readShort(data, offset); offset += 2; if (gl.xMin >= gl.xMax || gl.yMin >= gl.yMax) return null; if (gl.noc > 0) { gl.endPts = []; for (var i = 0; i < gl.noc; i++) { gl.endPts.push(bin.readUshort(data, offset)); offset += 2; } var instructionLength = bin.readUshort(data, offset); offset += 2; if (data.length - offset < instructionLength) return null; gl.instructions = bin.readBytes(data, offset, instructionLength); offset += instructionLength; var crdnum = gl.endPts[gl.noc - 1] + 1; gl.flags = []; for (var i = 0; i < crdnum; i++) { var flag = data[offset]; offset++; gl.flags.push(flag); if ((flag & 8) != 0) { var rep = data[offset]; offset++; for (var j = 0; j < rep; j++) { gl.flags.push(flag); i++; } } } gl.xs = []; for (var i = 0; i < crdnum; i++) { var i8 = (gl.flags[i] & 2) != 0, same = (gl.flags[i] & 16) != 0; if (i8) { gl.xs.push(same ? data[offset] : -data[offset]); offset++; } else { if (same) gl.xs.push(0); else { gl.xs.push(bin.readShort(data, offset)); offset += 2; } } } gl.ys = []; for (var i = 0; i < crdnum; i++) { var i8 = (gl.flags[i] & 4) != 0, same = (gl.flags[i] & 32) != 0; if (i8) { gl.ys.push(same ? data[offset] : -data[offset]); offset++; } else { if (same) gl.ys.push(0); else { gl.ys.push(bin.readShort(data, offset)); offset += 2; } } } var x = 0, y = 0; for (var i = 0; i < crdnum; i++) { x += gl.xs[i]; y += gl.ys[i]; gl.xs[i] = x; gl.ys[i] = y; } } else { var ARG_1_AND_2_ARE_WORDS = 1 << 0; var ARGS_ARE_XY_VALUES = 1 << 1; var WE_HAVE_A_SCALE = 1 << 3; var MORE_COMPONENTS = 1 << 5; var WE_HAVE_AN_X_AND_Y_SCALE = 1 << 6; var WE_HAVE_A_TWO_BY_TWO = 1 << 7; var WE_HAVE_INSTRUCTIONS = 1 << 8; gl.parts = []; var flags; do { flags = bin.readUshort(data, offset); offset += 2; var part = { m: { a: 1, b: 0, c: 0, d: 1, tx: 0, ty: 0 }, p1: -1, p2: -1 }; gl.parts.push(part); part.glyphIndex = bin.readUshort(data, offset); offset += 2; if (flags & ARG_1_AND_2_ARE_WORDS) { var arg1 = bin.readShort(data, offset); offset += 2; var arg2 = bin.readShort(data, offset); offset += 2; } else { var arg1 = bin.readInt8(data, offset); offset++; var arg2 = bin.readInt8(data, offset); offset++; } if (flags & ARGS_ARE_XY_VALUES) { part.m.tx = arg1; part.m.ty = arg2; } else { part.p1 = arg1; part.p2 = arg2; } if (flags & WE_HAVE_A_SCALE) { part.m.a = part.m.d = bin.readF2dot14(data, offset); offset += 2; } else if (flags & WE_HAVE_AN_X_AND_Y_SCALE) { part.m.a = bin.readF2dot14(data, offset); offset += 2; part.m.d = bin.readF2dot14(data, offset); offset += 2; } else if (flags & WE_HAVE_A_TWO_BY_TWO) { part.m.a = bin.readF2dot14(data, offset); offset += 2; part.m.b = bin.readF2dot14(data, offset); offset += 2; part.m.c = bin.readF2dot14(data, offset); offset += 2; part.m.d = bin.readF2dot14(data, offset); offset += 2; } } while (flags & MORE_COMPONENTS); if (flags & WE_HAVE_INSTRUCTIONS) { var numInstr = bin.readUshort(data, offset); offset += 2; gl.instr = []; for (var i = 0; i < numInstr; i++) { gl.instr.push(data[offset]); offset++; } } } return gl; } }; Typr["T"].head = { parseTab: function(data, offset, length) { var bin = Typr["B"]; var obj = {}; bin.readFixed(data, offset); offset += 4; obj["fontRevision"] = bin.readFixed(data, offset); offset += 4; bin.readUint(data, offset); offset += 4; bin.readUint(data, offset); offset += 4; obj["flags"] = bin.readUshort(data, offset); offset += 2; obj["unitsPerEm"] = bin.readUshort(data, offset); offset += 2; obj["created"] = bin.readUint64(data, offset); offset += 8; obj["modified"] = bin.readUint64(data, offset); offset += 8; obj["xMin"] = bin.readShort(data, offset); offset += 2; obj["yMin"] = bin.readShort(data, offset); offset += 2; obj["xMax"] = bin.readShort(data, offset); offset += 2; obj["yMax"] = bin.readShort(data, offset); offset += 2; obj["macStyle"] = bin.readUshort(data, offset); offset += 2; obj["lowestRecPPEM"] = bin.readUshort(data, offset); offset += 2; obj["fontDirectionHint"] = bin.readShort(data, offset); offset += 2; obj["indexToLocFormat"] = bin.readShort(data, offset); offset += 2; obj["glyphDataFormat"] = bin.readShort(data, offset); offset += 2; return obj; } }; Typr["T"].hhea = { parseTab: function(data, offset, length) { var bin = Typr["B"]; var obj = {}; bin.readFixed(data, offset); offset += 4; var keys = [ "ascender", "descender", "lineGap", "advanceWidthMax", "minLeftSideBearing", "minRightSideBearing", "xMaxExtent", "caretSlopeRise", "caretSlopeRun", "caretOffset", "res0", "res1", "res2", "res3", "metricDataFormat", "numberOfHMetrics" ]; for (var i = 0; i < keys.length; i++) { var key = keys[i]; var func = key == "advanceWidthMax" || key == "numberOfHMetrics" ? bin.readUshort : bin.readShort; obj[key] = func(data, offset + i * 2); } return obj; } }; Typr["T"].hmtx = { parseTab: function(data, offset, length, font) { var bin = Typr["B"]; var aWidth = []; var lsBearing = []; var nG = font["maxp"]["numGlyphs"], nH = font["hhea"]["numberOfHMetrics"]; var aw = 0, lsb = 0, i = 0; while (i < nH) { aw = bin.readUshort(data, offset + (i << 2)); lsb = bin.readShort(data, offset + (i << 2) + 2); aWidth.push(aw); lsBearing.push(lsb); i++; } while (i < nG) { aWidth.push(aw); lsBearing.push(lsb); i++; } return { aWidth: aWidth, lsBearing: lsBearing }; } }; Typr["T"].kern = { parseTab: function(data, offset, length, font) { var bin = Typr["B"], kern = Typr["T"].kern; var version = bin.readUshort(data, offset); if (version == 1) return kern.parseV1(data, offset, length, font); var nTables = bin.readUshort(data, offset + 2); offset += 4; var map = { glyph1: [], rval: [] }; for (var i = 0; i < nTables; i++) { offset += 2; var length = bin.readUshort(data, offset); offset += 2; var coverage = bin.readUshort(data, offset); offset += 2; var format = coverage >>> 8; format &= 15; if (format == 0) offset = kern.readFormat0(data, offset, map); } return map; }, parseV1: function(data, offset, length, font) { var bin = Typr["B"], kern = Typr["T"].kern; bin.readFixed(data, offset); var nTables = bin.readUint(data, offset + 4); offset += 8; var map = { glyph1: [], rval: [] }; for (var i = 0; i < nTables; i++) { bin.readUint(data, offset); offset += 4; var coverage = bin.readUshort(data, offset); offset += 2; bin.readUshort(data, offset); offset += 2; var format = coverage & 255; if (format == 0) offset = kern.readFormat0(data, offset, map); } return map; }, readFormat0: function(data, offset, map) { var bin = Typr["B"], rUs = bin.readUshort; var pleft = -1; var nPairs = rUs(data, offset); rUs(data, offset + 2); rUs(data, offset + 4); rUs(data, offset + 6); offset += 8; for (var j = 0; j < nPairs; j++) { var left = rUs(data, offset); offset += 2; var right = rUs(data, offset); offset += 2; var value = bin.readShort(data, offset); offset += 2; if (left != pleft) { map.glyph1.push(left); map.rval.push({ glyph2: [], vals: [] }); } var rval = map.rval[map.rval.length - 1]; rval.glyph2.push(right); rval.vals.push(value); pleft = left; } return offset; } }; Typr["T"].loca = { parseTab: function(data, offset, length, font) { var bin = Typr["B"]; var obj = []; var ver = font["head"]["indexToLocFormat"]; var len = font["maxp"]["numGlyphs"] + 1; if (ver == 0) for (var i = 0; i < len; i++) obj.push(bin.readUshort(data, offset + (i << 1)) << 1); if (ver == 1) for (var i = 0; i < len; i++) obj.push(bin.readUint(data, offset + (i << 2))); return obj; } }; Typr["T"].maxp = { parseTab: function(data, offset, length) { var bin = Typr["B"], rU = bin.readUshort; var obj = {}; bin.readUint(data, offset); offset += 4; obj["numGlyphs"] = rU(data, offset); offset += 2; return obj; } }; Typr["T"].name = { parseTab: function(data, offset, length) { var bin = Typr["B"]; var obj = {}; bin.readUshort(data, offset); offset += 2; var count = bin.readUshort(data, offset); offset += 2; bin.readUshort(data, offset); offset += 2; var names = [ "copyright", "fontFamily", "fontSubfamily", "ID", "fullName", "version", "postScriptName", "trademark", "manufacturer", "designer", "description", "urlVendor", "urlDesigner", "licence", "licenceURL", "---", "typoFamilyName", "typoSubfamilyName", "compatibleFull", "sampleText", "postScriptCID", "wwsFamilyName", "wwsSubfamilyName", "lightPalette", "darkPalette" ]; var offset0 = offset; var rU = bin.readUshort; for (var i = 0; i < count; i++) { var platformID = rU(data, offset); offset += 2; var encodingID = rU(data, offset); offset += 2; var languageID = rU(data, offset); offset += 2; var nameID = rU(data, offset); offset += 2; var slen = rU(data, offset); offset += 2; var noffset = rU(data, offset); offset += 2; var soff = offset0 + count * 12 + noffset; var str; if (platformID == 0) str = bin.readUnicode(data, soff, slen / 2); else if (platformID == 3 && encodingID == 0) str = bin.readUnicode(data, soff, slen / 2); else if (encodingID == 0) str = bin.readASCII(data, soff, slen); else if (encodingID == 1) str = bin.readUnicode(data, soff, slen / 2); else if (encodingID == 3) str = bin.readUnicode(data, soff, slen / 2); else if (encodingID == 4) str = bin.readUnicode(data, soff, slen / 2); else if (encodingID == 10) str = bin.readUnicode(data, soff, slen / 2); else if (platformID == 1) { str = bin.readASCII(data, soff, slen); console.log("reading unknown MAC encoding " + encodingID + " as ASCII"); } else { console.log("unknown encoding " + encodingID + ", platformID: " + platformID); str = bin.readASCII(data, soff, slen); } var tid = "p" + platformID + "," + languageID.toString(16); if (obj[tid] == null) obj[tid] = {}; obj[tid][names[nameID]] = str; obj[tid]["_lang"] = languageID; } var psn = "postScriptName"; for (var p in obj) if (obj[p][psn] != null && obj[p]["_lang"] == 1033) return obj[p]; for (var p in obj) if (obj[p][psn] != null && obj[p]["_lang"] == 0) return obj[p]; for (var p in obj) if (obj[p][psn] != null && obj[p]["_lang"] == 3084) return obj[p]; for (var p in obj) if (obj[p][psn] != null) return obj[p]; var out; for (var p in obj) { out = obj[p]; break; } console.log("returning name table with languageID " + out._lang); if (out[psn] == null && out["ID"] != null) out[psn] = out["ID"]; return out; } }; Typr["T"].OS2 = { parseTab: function(data, offset, length) { var bin = Typr["B"]; var ver = bin.readUshort(data, offset); offset += 2; var OS2 = Typr["T"].OS2; var obj = {}; if (ver == 0) OS2.version0(data, offset, obj); else if (ver == 1) OS2.version1(data, offset, obj); else if (ver == 2 || ver == 3 || ver == 4) OS2.version2(data, offset, obj); else if (ver == 5) OS2.version5(data, offset, obj); else throw "unknown OS/2 table version: " + ver; return obj; }, version0: function(data, offset, obj) { var bin = Typr["B"]; obj["xAvgCharWidth"] = bin.readShort(data, offset); offset += 2; obj["usWeightClass"] = bin.readUshort(data, offset); offset += 2; obj["usWidthClass"] = bin.readUshort(data, offset); offset += 2; obj["fsType"] = bin.readUshort(data, offset); offset += 2; obj["ySubscriptXSize"] = bin.readShort(data, offset); offset += 2; obj["ySubscriptYSize"] = bin.readShort(data, offset); offset += 2; obj["ySubscriptXOffset"] = bin.readShort(data, offset); offset += 2; obj["ySubscriptYOffset"] = bin.readShort(data, offset); offset += 2; obj["ySuperscriptXSize"] = bin.readShort(data, offset); offset += 2; obj["ySuperscriptYSize"] = bin.readShort(data, offset); offset += 2; obj["ySuperscriptXOffset"] = bin.readShort(data, offset); offset += 2; obj["ySuperscriptYOffset"] = bin.readShort(data, offset); offset += 2; obj["yStrikeoutSize"] = bin.readShort(data, offset); offset += 2; obj["yStrikeoutPosition"] = bin.readShort(data, offset); offset += 2; obj["sFamilyClass"] = bin.readShort(data, offset); offset += 2; obj["panose"] = bin.readBytes(data, offset, 10); offset += 10; obj["ulUnicodeRange1"] = bin.readUint(data, offset); offset += 4; obj["ulUnicodeRange2"] = bin.readUint(data, offset); offset += 4; obj["ulUnicodeRange3"] = bin.readUint(data, offset); offset += 4; obj["ulUnicodeRange4"] = bin.readUint(data, offset); offset += 4; obj["achVendID"] = bin.readASCII(data, offset, 4); offset += 4; obj["fsSelection"] = bin.readUshort(data, offset); offset += 2; obj["usFirstCharIndex"] = bin.readUshort(data, offset); offset += 2; obj["usLastCharIndex"] = bin.readUshort(data, offset); offset += 2; obj["sTypoAscender"] = bin.readShort(data, offset); offset += 2; obj["sTypoDescender"] = bin.readShort(data, offset); offset += 2; obj["sTypoLineGap"] = bin.readShort(data, offset); offset += 2; obj["usWinAscent"] = bin.readUshort(data, offset); offset += 2; obj["usWinDescent"] = bin.readUshort(data, offset); offset += 2; return offset; }, version1: function(data, offset, obj) { var bin = Typr["B"]; offset = Typr["T"].OS2.version0(data, offset, obj); obj["ulCodePageRange1"] = bin.readUint(data, offset); offset += 4; obj["ulCodePageRange2"] = bin.readUint(data, offset); offset += 4; return offset; }, version2: function(data, offset, obj) { var bin = Typr["B"], rU = bin.readUshort; offset = Typr["T"].OS2.version1(data, offset, obj); obj["sxHeight"] = bin.readShort(data, offset); offset += 2; obj["sCapHeight"] = bin.readShort(data, offset); offset += 2; obj["usDefault"] = rU(data, offset); offset += 2; obj["usBreak"] = rU(data, offset); offset += 2; obj["usMaxContext"] = rU(data, offset); offset += 2; return offset; }, version5: function(data, offset, obj) { var rU = Typr["B"].readUshort; offset = Typr["T"].OS2.version2(data, offset, obj); obj["usLowerOpticalPointSize"] = rU(data, offset); offset += 2; obj["usUpperOpticalPointSize"] = rU(data, offset); offset += 2; return offset; } }; Typr["T"].post = { parseTab: function(data, offset, length) { var bin = Typr["B"]; var obj = {}; obj["version"] = bin.readFixed(data, offset); offset += 4; obj["italicAngle"] = bin.readFixed(data, offset); offset += 4; obj["underlinePosition"] = bin.readShort(data, offset); offset += 2; obj["underlineThickness"] = bin.readShort(data, offset); offset += 2; return obj; } }; Typr["T"].SVG = { parseTab: function(data, offset, length) { var bin = Typr["B"]; var obj = { entries: [] }; var offset0 = offset; bin.readUshort(data, offset); offset += 2; var svgDocIndexOffset = bin.readUint(data, offset); offset += 4; bin.readUint(data, offset); offset += 4; offset = svgDocIndexOffset + offset0; var numEntries = bin.readUshort(data, offset); offset += 2; for (var i = 0; i < numEntries; i++) { var startGlyphID = bin.readUshort(data, offset); offset += 2; var endGlyphID = bin.readUshort(data, offset); offset += 2; var svgDocOffset = bin.readUint(data, offset); offset += 4; var svgDocLength = bin.readUint(data, offset); offset += 4; var sbuf = new Uint8Array(data.buffer, offset0 + svgDocOffset + svgDocIndexOffset, svgDocLength); var svg = bin.readUTF8(sbuf, 0, sbuf.length); for (var f = startGlyphID; f <= endGlyphID; f++) { obj.entries[f] = svg; } } return obj; } }; Typr["U"] = { shape: function(font, str, ltr) { var getGlyphPosition = function(font, gls, i1, ltr) { var g1 = gls[i1], g2 = gls[i1 + 1], kern = font["kern"]; if (kern) { var ind1 = kern.glyph1.indexOf(g1); if (ind1 != -1) { var ind2 = kern.rval[ind1].glyph2.indexOf(g2); if (ind2 != -1) return [ 0, 0, kern.rval[ind1].vals[ind2], 0 ]; } } return [ 0, 0, 0, 0 ]; }; var gls = []; for (var i = 0; i < str.length; i++) { var cc = str.codePointAt(i); if (cc > 65535) i++; gls.push(Typr["U"]["codeToGlyph"](font, cc)); } var shape = []; for (var i = 0; i < gls.length; i++) { var padj = getGlyphPosition(font, gls, i); var gid = gls[i]; var ax = font["hmtx"].aWidth[gid] + padj[2]; shape.push({ g: gid, cl: i, dx: 0, dy: 0, ax: ax, ay: 0 }); } return shape; }, shapeToPath: function(font, shape, clr) { var tpath = { cmds: [], crds: [] }; var x = 0, y = 0; for (var i = 0; i < shape.length; i++) { var it = shape[i]; var path = Typr["U"]["glyphToPath"](font, it["g"]), crds = path["crds"]; for (var j = 0; j < crds.length; j += 2) { tpath.crds.push(crds[j] + x + it["dx"]); tpath.crds.push(crds[j + 1] + y + it["dy"]); } if (clr) tpath.cmds.push(clr); for (var j = 0; j < path["cmds"].length; j++) tpath.cmds.push(path["cmds"][j]); var clen = tpath.cmds.length; if (clr) if (clen != 0 && tpath.cmds[clen - 1] != "X") tpath.cmds.push("X"); x += it["ax"]; y += it["ay"]; } return { cmds: tpath.cmds, crds: tpath.crds }; }, codeToGlyph: function(font, code) { var cmap = font["cmap"]; var tind = -1, pps = [ "p3e10", "p0e4", "p3e1", "p1e0", "p0e3", "p0e1" ]; for (var i = 0; i < pps.length; i++) if (cmap.ids[pps[i]] != null) { tind = cmap.ids[pps[i]]; break; } if (tind == -1) throw "no familiar platform and encoding!"; var arrSearch = function(arr, k, v) { var l = 0, r = Math.floor(arr.length / k); while (l + 1 != r) { var mid = l + (r - l >>> 1); if (arr[mid * k] <= v) l = mid; else r = mid; } return l * k; }; var tab = cmap.tables[tind], fmt = tab.format, gid = -1; if (fmt == 0) { if (code >= tab.map.length) gid = 0; else gid = tab.map[code]; } else if (fmt == 4) { var sind = -1, ec = tab.endCount; if (code > ec[ec.length - 1]) sind = -1; else { sind = arrSearch(ec, 1, code); if (ec[sind] < code) sind++; } if (sind == -1) gid = 0; else if (code < tab.startCount[sind]) gid = 0; else { var gli = 0; if (tab.idRangeOffset[sind] != 0) gli = tab.glyphIdArray[code - tab.startCount[sind] + (tab.idRangeOffset[sind] >> 1) - (tab.idRangeOffset.length - sind)]; else gli = code + tab.idDelta[sind]; gid = gli & 65535; } } else if (fmt == 6) { var off = code - tab.firstCode, arr = tab.glyphIdArray; if (off < 0 || off >= arr.length) gid = 0; else gid = arr[off]; } else if (fmt == 12) { var grp = tab.groups; if (code > grp[grp.length - 2]) gid = 0; else { var i = arrSearch(grp, 3, code); if (grp[i] <= code && code <= grp[i + 1]) { gid = grp[i + 2] + (code - grp[i]); } if (gid == -1) gid = 0; } } else throw "unknown cmap table format " + tab.format; var SVG = font["SVG "], loca = font["loca"]; if (gid != 0 && font["CFF "] == null && (SVG == null || SVG.entries[gid] == null) && loca[gid] == loca[gid + 1] && [ 9, 10, 11, 12, 13, 32, 133, 160, 5760, 8232, 8233, 8239, 12288, 6158, 8203, 8204, 8205, 8288, 65279 ].indexOf(code) == -1 && !(8192 <= code && code <= 8202)) gid = 0; return gid; }, glyphToPath: function(font, gid) { var path = { cmds: [], crds: [] }; var SVG = font["SVG "], CFF = font["CFF "]; var U = Typr["U"]; if (SVG && SVG.entries[gid]) { var p = SVG.entries[gid]; if (p != null) { if (typeof p == "string") { p = U["SVG"].toPath(p); SVG.entries[gid] = p; } path = p; } } else if (CFF) { var pdct = CFF["Private"]; var state = { x: 0, y: 0, stack: [], nStems: 0, haveWidth: false, width: pdct ? pdct["defaultWidthX"] : 0, open: false }; if (CFF["ROS"]) { var gi = 0; while (CFF["FDSelect"][gi + 2] <= gid) gi += 2; pdct = CFF["FDArray"][CFF["FDSelect"][gi + 1]]["Private"]; } U["_drawCFF"](CFF["CharStrings"][gid], state, CFF, pdct, path); } else if (font["glyf"]) { U["_drawGlyf"](gid, font, path); } return { cmds: path.cmds, crds: path.crds }; }, _drawGlyf: function(gid, font, path) { var gl = font["glyf"][gid]; if (gl == null) gl = font["glyf"][gid] = Typr["T"].glyf._parseGlyf(font, gid); if (gl != null) { if (gl.noc > -1) Typr["U"]["_simpleGlyph"](gl, path); else Typr["U"]["_compoGlyph"](gl, font, path); } }, _simpleGlyph: function(gl, p) { var P = Typr["U"]["P"]; for (var c = 0; c < gl.noc; c++) { var i0 = c == 0 ? 0 : gl.endPts[c - 1] + 1; var il = gl.endPts[c]; for (var i = i0; i <= il; i++) { var pr = i == i0 ? il : i - 1; var nx = i == il ? i0 : i + 1; var onCurve = gl.flags[i] & 1; var prOnCurve = gl.flags[pr] & 1; var nxOnCurve = gl.flags[nx] & 1; var x = gl.xs[i], y = gl.ys[i]; if (i == i0) { if (onCurve) { if (prOnCurve) P.MoveTo(p, gl.xs[pr], gl.ys[pr]); else { P.MoveTo(p, x, y); continue; } } else { if (prOnCurve) P.MoveTo(p, gl.xs[pr], gl.ys[pr]); else P.MoveTo(p, Math.floor((gl.xs[pr] + x) * .5), Math.floor((gl.ys[pr] + y) * .5)); } } if (onCurve) { if (prOnCurve) P.LineTo(p, x, y); } else { if (nxOnCurve) P.qCurveTo(p, x, y, gl.xs[nx], gl.ys[nx]); else P.qCurveTo(p, x, y, Math.floor((x + gl.xs[nx]) * .5), Math.floor((y + gl.ys[nx]) * .5)); } } P.ClosePath(p); } }, _compoGlyph: function(gl, font, p) { for (var j = 0; j < gl.parts.length; j++) { var path = { cmds: [], crds: [] }; var prt = gl.parts[j]; Typr["U"]["_drawGlyf"](prt.glyphIndex, font, path); var m = prt.m; for (var i = 0; i < path.crds.length; i += 2) { var x = path.crds[i], y = path.crds[i + 1]; p.crds.push(x * m.a + y * m.b + m.tx); p.crds.push(x * m.c + y * m.d + m.ty); } for (var i = 0; i < path.cmds.length; i++) p.cmds.push(path.cmds[i]); } }, pathToSVG: function(path, prec) { var cmds = path["cmds"], crds = path["crds"]; if (prec == null) prec = 5; var out = [], co = 0, lmap = { M: 2, L: 2, Q: 4, C: 6 }; for (var i = 0; i < cmds.length; i++) { var cmd = cmds[i], cn = co + (lmap[cmd] ? lmap[cmd] : 0); out.push(cmd); while (co < cn) { var c = crds[co++]; out.push(parseFloat(c.toFixed(prec)) + (co == cn ? "" : " ")); } } return out.join(""); }, SVGToPath: function(d) { var pth = { cmds: [], crds: [] }; Typr["U"]["SVG"].svgToPath(d, pth); return { cmds: pth.cmds, crds: pth.crds }; }, pathToContext: function(path, ctx) { var c = 0, cmds = path["cmds"], crds = path["crds"]; for (var j = 0; j < cmds.length; j++) { var cmd = cmds[j]; if (cmd == "M") { ctx.moveTo(crds[c], crds[c + 1]); c += 2; } else if (cmd == "L") { ctx.lineTo(crds[c], crds[c + 1]); c += 2; } else if (cmd == "C") { ctx.bezierCurveTo(crds[c], crds[c + 1], crds[c + 2], crds[c + 3], crds[c + 4], crds[c + 5]); c += 6; } else if (cmd == "Q") { ctx.quadraticCurveTo(crds[c], crds[c + 1], crds[c + 2], crds[c + 3]); c += 4; } else if (cmd.charAt(0) == "#") { ctx.beginPath(); ctx.fillStyle = cmd; } else if (cmd == "Z") { ctx.closePath(); } else if (cmd == "X") { ctx.fill(); } } }, P: { MoveTo: function(p, x, y) { p.cmds.push("M"); p.crds.push(x, y); }, LineTo: function(p, x, y) { p.cmds.push("L"); p.crds.push(x, y); }, CurveTo: function(p, a, b, c, d, e, f) { p.cmds.push("C"); p.crds.push(a, b, c, d, e, f); }, qCurveTo: function(p, a, b, c, d) { p.cmds.push("Q"); p.crds.push(a, b, c, d); }, ClosePath: function(p) { p.cmds.push("Z"); } }, _drawCFF: function(cmds, state, font, pdct, p) { var stack = state.stack; var nStems = state.nStems, haveWidth = state.haveWidth, width = state.width, open = state.open; var i = 0; var x = state.x, y = state.y, c1x = 0, c1y = 0, c2x = 0, c2y = 0, c3x = 0, c3y = 0, c4x = 0, c4y = 0, jpx = 0, jpy = 0; var CFF = Typr["T"].CFF, P = Typr["U"]["P"]; var nominalWidthX = pdct["nominalWidthX"]; var o = { val: 0, size: 0 }; while (i < cmds.length) { CFF.getCharString(cmds, i, o); var v = o.val; i += o.size; if (v == "o1" || v == "o18") { var hasWidthArg; hasWidthArg = stack.length % 2 !== 0; if (hasWidthArg && !haveWidth) { width = stack.shift() + nominalWidthX; } nStems += stack.length >> 1; stack.length = 0; haveWidth = true; } else if (v == "o3" || v == "o23") { var hasWidthArg; hasWidthArg = stack.length % 2 !== 0; if (hasWidthArg && !haveWidth) { width = stack.shift() + nominalWidthX; } nStems += stack.length >> 1; stack.length = 0; haveWidth = true; } else if (v == "o4") { if (stack.length > 1 && !haveWidth) { width = stack.shift() + nominalWidthX; haveWidth = true; } if (open) P.ClosePath(p); y += stack.pop(); P.MoveTo(p, x, y); open = true; } else if (v == "o5") { while (stack.length > 0) { x += stack.shift(); y += stack.shift(); P.LineTo(p, x, y); } } else if (v == "o6" || v == "o7") { var count = stack.length; var isX = v == "o6"; for (var j = 0; j < count; j++) { var sval = stack.shift(); if (isX) x += sval; else y += sval; isX = !isX; P.LineTo(p, x, y); } } else if (v == "o8" || v == "o24") { var count = stack.length; var index = 0; while (index + 6 <= count) { c1x = x + stack.shift(); c1y = y + stack.shift(); c2x = c1x + stack.shift(); c2y = c1y + stack.shift(); x = c2x + stack.shift(); y = c2y + stack.shift(); P.CurveTo(p, c1x, c1y, c2x, c2y, x, y); index += 6; } if (v == "o24") { x += stack.shift(); y += stack.shift(); P.LineTo(p, x, y); } } else if (v == "o11") break; else if (v == "o1234" || v == "o1235" || v == "o1236" || v == "o1237") { if (v == "o1234") { c1x = x + stack.shift(); c1y = y; c2x = c1x + stack.shift(); c2y = c1y + stack.shift(); jpx = c2x + stack.shift(); jpy = c2y; c3x = jpx + stack.shift(); c3y = c2y; c4x = c3x + stack.shift(); c4y = y; x = c4x + stack.shift(); P.CurveTo(p, c1x, c1y, c2x, c2y, jpx, jpy); P.CurveTo(p, c3x, c3y, c4x, c4y, x, y); } if (v == "o1235") { c1x = x + stack.shift(); c1y = y + stack.shift(); c2x = c1x + stack.shift(); c2y = c1y + stack.shift(); jpx = c2x + stack.shift(); jpy = c2y + stack.shift(); c3x = jpx + stack.shift(); c3y = jpy + stack.shift(); c4x = c3x + stack.shift(); c4y = c3y + stack.shift(); x = c4x + stack.shift(); y = c4y + stack.shift(); stack.shift(); P.CurveTo(p, c1x, c1y, c2x, c2y, jpx, jpy); P.CurveTo(p, c3x, c3y, c4x, c4y, x, y); } if (v == "o1236") { c1x = x + stack.shift(); c1y = y + stack.shift(); c2x = c1x + stack.shift(); c2y = c1y + stack.shift(); jpx = c2x + stack.shift(); jpy = c2y; c3x = jpx + stack.shift(); c3y = c2y; c4x = c3x + stack.shift(); c4y = c3y + stack.shift(); x = c4x + stack.shift(); P.CurveTo(p, c1x, c1y, c2x, c2y, jpx, jpy); P.CurveTo(p, c3x, c3y, c4x, c4y, x, y); } if (v == "o1237") { c1x = x + stack.shift(); c1y = y + stack.shift(); c2x = c1x + stack.shift(); c2y = c1y + stack.shift(); jpx = c2x + stack.shift(); jpy = c2y + stack.shift(); c3x = jpx + stack.shift(); c3y = jpy + stack.shift(); c4x = c3x + stack.shift(); c4y = c3y + stack.shift(); if (Math.abs(c4x - x) > Math.abs(c4y - y)) { x = c4x + stack.shift(); } else { y = c4y + stack.shift(); } P.CurveTo(p, c1x, c1y, c2x, c2y, jpx, jpy); P.CurveTo(p, c3x, c3y, c4x, c4y, x, y); } } else if (v == "o14") { if (stack.length > 0 && !haveWidth) { width = stack.shift() + font["nominalWidthX"]; haveWidth = true; } if (stack.length == 4) { var adx = stack.shift(); var ady = stack.shift(); var bchar = stack.shift(); var achar = stack.shift(); var bind = CFF.glyphBySE(font, bchar); var aind = CFF.glyphBySE(font, achar); Typr["U"]["_drawCFF"](font["CharStrings"][bind], state, font, pdct, p); state.x = adx; state.y = ady; Typr["U"]["_drawCFF"](font["CharStrings"][aind], state, font, pdct, p); } if (open) { P.ClosePath(p); open = false; } } else if (v == "o19" || v == "o20") { var hasWidthArg; hasWidthArg = stack.length % 2 !== 0; if (hasWidthArg && !haveWidth) { width = stack.shift() + nominalWidthX; } nStems += stack.length >> 1; stack.length = 0; haveWidth = true; i += nStems + 7 >> 3; } else if (v == "o21") { if (stack.length > 2 && !haveWidth) { width = stack.shift() + nominalWidthX; haveWidth = true; } y += stack.pop(); x += stack.pop(); if (open) P.ClosePath(p); P.MoveTo(p, x, y); open = true; } else if (v == "o22") { if (stack.length > 1 && !haveWidth) { width = stack.shift() + nominalWidthX; haveWidth = true; } x += stack.pop(); if (open) P.ClosePath(p); P.MoveTo(p, x, y); open = true; } else if (v == "o25") { while (stack.length > 6) { x += stack.shift(); y += stack.shift(); P.LineTo(p, x, y); } c1x = x + stack.shift(); c1y = y + stack.shift(); c2x = c1x + stack.shift(); c2y = c1y + stack.shift(); x = c2x + stack.shift(); y = c2y + stack.shift(); P.CurveTo(p, c1x, c1y, c2x, c2y, x, y); } else if (v == "o26") { if (stack.length % 2) { x += stack.shift(); } while (stack.length > 0) { c1x = x; c1y = y + stack.shift(); c2x = c1x + stack.shift(); c2y = c1y + stack.shift(); x = c2x; y = c2y + stack.shift(); P.CurveTo(p, c1x, c1y, c2x, c2y, x, y); } } else if (v == "o27") { if (stack.length % 2) { y += stack.shift(); } while (stack.length > 0) { c1x = x + stack.shift(); c1y = y; c2x = c1x + stack.shift(); c2y = c1y + stack.shift(); x = c2x + stack.shift(); y = c2y; P.CurveTo(p, c1x, c1y, c2x, c2y, x, y); } } else if (v == "o10" || v == "o29") { var obj = v == "o10" ? pdct : font; if (stack.length == 0) { console.log("error: empty stack"); } else { var ind = stack.pop(); var subr = obj["Subrs"][ind + obj["Bias"]]; state.x = x; state.y = y; state.nStems = nStems; state.haveWidth = haveWidth; state.width = width; state.open = open; Typr["U"]["_drawCFF"](subr, state, font, pdct, p); x = state.x; y = state.y; nStems = state.nStems; haveWidth = state.haveWidth; width = state.width; open = state.open; } } else if (v == "o30" || v == "o31") { var count, count1 = stack.length; var index = 0; var alternate = v == "o31"; count = count1 & ~2; index += count1 - count; while (index < count) { if (alternate) { c1x = x + stack.shift(); c1y = y; c2x = c1x + stack.shift(); c2y = c1y + stack.shift(); y = c2y + stack.shift(); if (count - index == 5) { x = c2x + stack.shift(); index++; } else x = c2x; alternate = false; } else { c1x = x; c1y = y + stack.shift(); c2x = c1x + stack.shift(); c2y = c1y + stack.shift(); x = c2x + stack.shift(); if (count - index == 5) { y = c2y + stack.shift(); index++; } else y = c2y; alternate = true; } P.CurveTo(p, c1x, c1y, c2x, c2y, x, y); index += 4; } } else if ((v + "").charAt(0) == "o") { console.log("Unknown operation: " + v, cmds); throw v; } else stack.push(v); } state.x = x; state.y = y; state.nStems = nStems; state.haveWidth = haveWidth; state.width = width; state.open = open; }, SVG: function() { var M = { getScale: function(m) { return Math.sqrt(Math.abs(m[0] * m[3] - m[1] * m[2])); }, translate: function(m, x, y) { M.concat(m, [ 1, 0, 0, 1, x, y ]); }, rotate: function(m, a) { M.concat(m, [ Math.cos(a), -Math.sin(a), Math.sin(a), Math.cos(a), 0, 0 ]); }, scale: function(m, x, y) { M.concat(m, [ x, 0, 0, y, 0, 0 ]); }, concat: function(m, w) { var a = m[0], b = m[1], c = m[2], d = m[3], tx = m[4], ty = m[5]; m[0] = a * w[0] + b * w[2]; m[1] = a * w[1] + b * w[3]; m[2] = c * w[0] + d * w[2]; m[3] = c * w[1] + d * w[3]; m[4] = tx * w[0] + ty * w[2] + w[4]; m[5] = tx * w[1] + ty * w[3] + w[5]; }, invert: function(m) { var a = m[0], b = m[1], c = m[2], d = m[3], tx = m[4], ty = m[5], adbc = a * d - b * c; m[0] = d / adbc; m[1] = -b / adbc; m[2] = -c / adbc; m[3] = a / adbc; m[4] = (c * ty - d * tx) / adbc; m[5] = (b * tx - a * ty) / adbc; }, multPoint: function(m, p) { var x = p[0], y = p[1]; return [ x * m[0] + y * m[2] + m[4], x * m[1] + y * m[3] + m[5] ]; }, multArray: function(m, a) { for (var i = 0; i < a.length; i += 2) { var x = a[i], y = a[i + 1]; a[i] = x * m[0] + y * m[2] + m[4]; a[i + 1] = x * m[1] + y * m[3] + m[5]; } } }; function _bracketSplit(str, lbr, rbr) { var out = [], pos = 0, ci = 0, lvl = 0; while (true) { var li = str.indexOf(lbr, ci); var ri = str.indexOf(rbr, ci); if (li == -1 && ri == -1) break; if (ri == -1 || li != -1 && li < ri) { if (lvl == 0) { out.push(str.slice(pos, li).trim()); pos = li + 1; } lvl++; ci = li + 1; } else if (li == -1 || ri != -1 && ri < li) { lvl--; if (lvl == 0) { out.push(str.slice(pos, ri).trim()); pos = ri + 1; } ci = ri + 1; } } return out; } function cssMap(str) { var pts = _bracketSplit(str, "{", "}"); var css = {}; for (var i = 0; i < pts.length; i += 2) { var cn = pts[i].split(","); for (var j = 0; j < cn.length; j++) { var cnj = cn[j].trim(); if (css[cnj] == null) css[cnj] = ""; css[cnj] += pts[i + 1]; } } return css; } function readTrnf(trna) { var pts = _bracketSplit(trna, "(", ")"); var m = [ 1, 0, 0, 1, 0, 0 ]; for (var i = 0; i < pts.length; i += 2) { var om = m; m = _readTrnsAttr(pts[i], pts[i + 1]); M.concat(m, om); } return m; } function _readTrnsAttr(fnc, vls) { var m = [ 1, 0, 0, 1, 0, 0 ], gotSep = true; for (var i = 0; i < vls.length; i++) { var ch = vls.charAt(i); if (ch == "," || ch == " ") gotSep = true; else if (ch == ".") { if (!gotSep) { vls = vls.slice(0, i) + "," + vls.slice(i); i++; } gotSep = false; } else if (ch == "-" && i > 0 && vls[i - 1] != "e") { vls = vls.slice(0, i) + " " + vls.slice(i); i++; gotSep = true; } } vls = vls.split(/\s*[\s,]\s*/).map(parseFloat); if (fnc == "translate") { if (vls.length == 1) M.translate(m, vls[0], 0); else M.translate(m, vls[0], vls[1]); } else if (fnc == "scale") { if (vls.length == 1) M.scale(m, vls[0], vls[0]); else M.scale(m, vls[0], vls[1]); } else if (fnc == "rotate") { var tx = 0, ty = 0; if (vls.length != 1) { tx = vls[1]; ty = vls[2]; } M.translate(m, -tx, -ty); M.rotate(m, -Math.PI * vls[0] / 180); M.translate(m, tx, ty); } else if (fnc == "matrix") m = vls; else console.log("unknown transform: ", fnc); return m; } function toPath(str) { var pth = { cmds: [], crds: [] }; if (str == null) return pth; var prsr = new DOMParser(); var doc = prsr["parseFromString"](str, "image/svg+xml"); var svg = doc.getElementsByTagName("svg")[0]; var vb = svg.getAttribute("viewBox"); if (vb) vb = vb.trim().split(" ").map(parseFloat); else vb = [ 0, 0, 1e3, 1e3 ]; _toPath(svg.children, pth); for (var i = 0; i < pth.crds.length; i += 2) { var x = pth.crds[i], y = pth.crds[i + 1]; x -= vb[0]; y -= vb[1]; y = -y; pth.crds[i] = x; pth.crds[i + 1] = y; } return pth; } function _toPath(nds, pth, fill) { for (var ni = 0; ni < nds.length; ni++) { var nd = nds[ni], tn = nd.tagName; var cfl = nd.getAttribute("fill"); if (cfl == null) cfl = fill; if (tn == "g") { var tp = { crds: [], cmds: [] }; _toPath(nd.children, tp, cfl); var trf = nd.getAttribute("transform"); if (trf) { var m = readTrnf(trf); M.multArray(m, tp.crds); } pth.crds = pth.crds.concat(tp.crds); pth.cmds = pth.cmds.concat(tp.cmds); } else if (tn == "path" || tn == "circle" || tn == "ellipse") { pth.cmds.push(cfl ? cfl : "#000000"); var d; if (tn == "path") d = nd.getAttribute("d"); if (tn == "circle" || tn == "ellipse") { var vls = [ 0, 0, 0, 0 ], nms = [ "cx", "cy", "rx", "ry", "r" ]; for (var i = 0; i < 5; i++) { var V = nd.getAttribute(nms[i]); if (V) { V = parseFloat(V); if (i < 4) vls[i] = V; else vls[2] = vls[3] = V; } } var cx = vls[0], cy = vls[1], rx = vls[2], ry = vls[3]; d = [ "M", cx - rx, cy, "a", rx, ry, 0, 1, 0, rx * 2, 0, "a", rx, ry, 0, 1, 0, -rx * 2, 0 ].join(" "); } svgToPath(d, pth); pth.cmds.push("X"); } else if (tn == "defs"); else console.log(tn, nd); } } function _tokens(d) { var ts = [], off = 0, rn = false, cn = "", pc = ""; while (off < d.length) { var cc = d.charCodeAt(off), ch = d.charAt(off); off++; var isNum = 48 <= cc && cc <= 57 || ch == "." || ch == "-" || ch == "e" || ch == "E"; if (rn) { if (ch == "-" && pc != "e" || ch == "." && cn.indexOf(".") != -1) { ts.push(parseFloat(cn)); cn = ch; } else if (isNum) cn += ch; else { ts.push(parseFloat(cn)); if (ch != "," && ch != " ") ts.push(ch); rn = false; } } else { if (isNum) { cn = ch; rn = true; } else if (ch != "," && ch != " ") ts.push(ch); } pc = ch; } if (rn) ts.push(parseFloat(cn)); return ts; } function _reps(ts, off, ps) { var i = off; while (i < ts.length) { if (typeof ts[i] == "string") break; i += ps; } return (i - off) / ps; } function svgToPath(d, pth) { var ts = _tokens(d); var i = 0, x = 0, y = 0, ox = 0, oy = 0, oldo = pth.crds.length; var pc = { M: 2, L: 2, H: 1, V: 1, T: 2, S: 4, A: 7, Q: 4, C: 6 }; var cmds = pth.cmds, crds = pth.crds; while (i < ts.length) { var cmd = ts[i]; i++; var cmu = cmd.toUpperCase(); if (cmu == "Z") { cmds.push("Z"); x = ox; y = oy; } else { var ps = pc[cmu], reps = _reps(ts, i, ps); for (var j = 0; j < reps; j++) { if (j == 1 && cmu == "M") { cmd = cmd == cmu ? "L" : "l"; cmu = "L"; } var xi = 0, yi = 0; if (cmd != cmu) { xi = x; yi = y; } if (cmu == "M") { x = xi + ts[i++]; y = yi + ts[i++]; cmds.push("M"); crds.push(x, y); ox = x; oy = y; } else if (cmu == "L") { x = xi + ts[i++]; y = yi + ts[i++]; cmds.push("L"); crds.push(x, y); } else if (cmu == "H") { x = xi + ts[i++]; cmds.push("L"); crds.push(x, y); } else if (cmu == "V") { y = yi + ts[i++]; cmds.push("L"); crds.push(x, y); } else if (cmu == "Q") { var x1 = xi + ts[i++], y1 = yi + ts[i++], x2 = xi + ts[i++], y2 = yi + ts[i++]; cmds.push("Q"); crds.push(x1, y1, x2, y2); x = x2; y = y2; } else if (cmu == "T") { var co = Math.max(crds.length - 2, oldo); var x1 = x + x - crds[co], y1 = y + y - crds[co + 1]; var x2 = xi + ts[i++], y2 = yi + ts[i++]; cmds.push("Q"); crds.push(x1, y1, x2, y2); x = x2; y = y2; } else if (cmu == "C") { var x1 = xi + ts[i++], y1 = yi + ts[i++], x2 = xi + ts[i++], y2 = yi + ts[i++], x3 = xi + ts[i++], y3 = yi + ts[i++]; cmds.push("C"); crds.push(x1, y1, x2, y2, x3, y3); x = x3; y = y3; } else if (cmu == "S") { var co = Math.max(crds.length - (cmds[cmds.length - 1] == "C" ? 4 : 2), oldo); var x1 = x + x - crds[co], y1 = y + y - crds[co + 1]; var x2 = xi + ts[i++], y2 = yi + ts[i++], x3 = xi + ts[i++], y3 = yi + ts[i++]; cmds.push("C"); crds.push(x1, y1, x2, y2, x3, y3); x = x3; y = y3; } else if (cmu == "A") { var x1 = x, y1 = y; var rx = ts[i++], ry = ts[i++]; var phi = ts[i++] * (Math.PI / 180), fA = ts[i++], fS = ts[i++]; var x2 = xi + ts[i++], y2 = yi + ts[i++]; if (x2 == x && y2 == y && rx == 0 && ry == 0) continue; var hdx = (x1 - x2) / 2, hdy = (y1 - y2) / 2; var cosP = Math.cos(phi), sinP = Math.sin(phi); var x1A = cosP * hdx + sinP * hdy; var y1A = -sinP * hdx + cosP * hdy; var rxS = rx * rx, ryS = ry * ry; var x1AS = x1A * x1A, y1AS = y1A * y1A; var frc = (rxS * ryS - rxS * y1AS - ryS * x1AS) / (rxS * y1AS + ryS * x1AS); var coef = (fA != fS ? 1 : -1) * Math.sqrt(Math.max(frc, 0)); var cxA = coef * (rx * y1A) / ry; var cyA = -coef * (ry * x1A) / rx; var cx = cosP * cxA - sinP * cyA + (x1 + x2) / 2; var cy = sinP * cxA + cosP * cyA + (y1 + y2) / 2; var angl = function(ux, uy, vx, vy) { var lU = Math.sqrt(ux * ux + uy * uy), lV = Math.sqrt(vx * vx + vy * vy); var num = (ux * vx + uy * vy) / (lU * lV); return (ux * vy - uy * vx >= 0 ? 1 : -1) * Math.acos(Math.max(-1, Math.min(1, num))); }; var vX = (x1A - cxA) / rx, vY = (y1A - cyA) / ry; var theta1 = angl(1, 0, vX, vY); var dtheta = angl(vX, vY, (-x1A - cxA) / rx, (-y1A - cyA) / ry); dtheta = dtheta % (2 * Math.PI); var arc = function(gst, x, y, r, a0, a1, neg) { var rotate = function(m, a) { var si = Math.sin(a), co = Math.cos(a); var a = m[0], b = m[1], c = m[2], d = m[3]; m[0] = a * co + b * si; m[1] = -a * si + b * co; m[2] = c * co + d * si; m[3] = -c * si + d * co; }; var multArr = function(m, a) { for (var j = 0; j < a.length; j += 2) { var x = a[j], y = a[j + 1]; a[j] = m[0] * x + m[2] * y + m[4]; a[j + 1] = m[1] * x + m[3] * y + m[5]; } }; var concatA = function(a, b) { for (var j = 0; j < b.length; j++) a.push(b[j]); }; var concatP = function(p, r) { concatA(p.cmds, r.cmds); concatA(p.crds, r.crds); }; if (neg) while (a1 > a0) a1 -= 2 * Math.PI; else while (a1 < a0) a1 += 2 * Math.PI; var th = (a1 - a0) / 4; var x0 = Math.cos(th / 2), y0 = -Math.sin(th / 2); var x1 = (4 - x0) / 3, y1 = y0 == 0 ? y0 : (1 - x0) * (3 - x0) / (3 * y0); var x2 = x1, y2 = -y1; var x3 = x0, y3 = -y0; var ps = [ x1, y1, x2, y2, x3, y3 ]; var pth = { cmds: [ "C", "C", "C", "C" ], crds: ps.slice(0) }; var rot = [ 1, 0, 0, 1, 0, 0 ]; rotate(rot, -th); for (var j = 0; j < 3; j++) { multArr(rot, ps); concatA(pth.crds, ps); } rotate(rot, -a0 + th / 2); rot[0] *= r; rot[1] *= r; rot[2] *= r; rot[3] *= r; rot[4] = x; rot[5] = y; multArr(rot, pth.crds); multArr(gst.ctm, pth.crds); concatP(gst.pth, pth); }; var gst = { pth: pth, ctm: [ rx * cosP, rx * sinP, -ry * sinP, ry * cosP, cx, cy ] }; arc(gst, 0, 0, 1, theta1, theta1 + dtheta, fS == 0); x = x2; y = y2; } else console.log("Unknown SVG command " + cmd); } } } } return { cssMap: cssMap, readTrnf: readTrnf, svgToPath: svgToPath, toPath: toPath }; }(), initHB: function(hurl, resp) { var codeLength = function(code) { var len = 0; if ((code & 4294967295 - (1 << 7) + 1) == 0) { len = 1; } else if ((code & 4294967295 - (1 << 11) + 1) == 0) { len = 2; } else if ((code & 4294967295 - (1 << 16) + 1) == 0) { len = 3; } else if ((code & 4294967295 - (1 << 21) + 1) == 0) { len = 4; } return len; }; var te = new window["TextEncoder"]("utf8"); fetch(hurl).then(function(x) { return x["arrayBuffer"](); }).then(function(ab) { return WebAssembly["instantiate"](ab); }).then(function(res) { console.log("HB ready"); var exp = res["instance"]["exports"], mem = exp["memory"]; mem["grow"](700); var heapu8 = new Uint8Array(mem.buffer); var u32 = new Uint32Array(mem.buffer); var i32 = new Int32Array(mem.buffer); var __lastFnt, blob, blobPtr, face, font; Typr["U"]["shapeHB"] = function() { var toJson = function(ptr) { var length = exp["hb_buffer_get_length"](ptr); var result = []; var iPtr32 = exp["hb_buffer_get_glyph_infos"](ptr, 0) >>> 2; var pPtr32 = exp["hb_buffer_get_glyph_positions"](ptr, 0) >>> 2; for (var i = 0; i < length; ++i) { var a = iPtr32 + i * 5, b = pPtr32 + i * 5; result.push({ g: u32[a + 0], cl: u32[a + 2], ax: i32[b + 0], ay: i32[b + 1], dx: i32[b + 2], dy: i32[b + 3] }); } return result; }; return function(fnt, str, ltr) { var fdata = fnt["_data"], fn = fnt["name"]["postScriptName"]; if (__lastFnt != fn) { if (blob != null) { exp["hb_blob_destroy"](blob); exp["free"](blobPtr); exp["hb_face_destroy"](face); exp["hb_font_destroy"](font); } blobPtr = exp["malloc"](fdata.byteLength); heapu8.set(fdata, blobPtr); blob = exp["hb_blob_create"](blobPtr, fdata.byteLength, 2, 0, 0); face = exp["hb_face_create"](blob, 0); font = exp["hb_font_create"](face); __lastFnt = fn; } var buffer = exp["hb_buffer_create"](); var bytes = te["encode"](str); var len = bytes.length, strp = exp["malloc"](len); heapu8.set(bytes, strp); exp["hb_buffer_add_utf8"](buffer, strp, len, 0, len); exp["free"](strp); exp["hb_buffer_set_direction"](buffer, ltr ? 4 : 5); exp["hb_buffer_guess_segment_properties"](buffer); exp["hb_shape"](font, buffer, 0, 0); var json = toJson(buffer); exp["hb_buffer_destroy"](buffer); var arr = json.slice(0); if (!ltr) arr.reverse(); var ci = 0, bi = 0; for (var i = 1; i < arr.length; i++) { var gl = arr[i], cl = gl["cl"]; while (true) { var cpt = str.codePointAt(ci), cln = codeLength(cpt); if (bi + cln <= cl) { bi += cln; ci += cpt <= 65535 ? 1 : 2; } else break; } gl["cl"] = ci; } return json; }; }(); resp(); }); } }; const QQ_GROUP = [ "854137118" ]; var _self = unsafeWindow; var top = _self; var UE$1; var modelId = "modelId_xx"; const selfintv = setInterval(() => { if (unsafeWindow) { _self = unsafeWindow; top = _self; UE$1 = _self.UE; try { reportOnline(); String.prototype.replaceAll = function(s1, s2) { return this.replace(new RegExp(s1, "gm"), s2); }; while (top !== _self.top) { top = top.parent.document ? top.parent : _self.top; if (top.location.pathname === "/mycourse/studentstudy") break; } } catch (err) { top = _self; } clearInterval(selfintv); } }, GLOBAL.delay); function checkVersion() { function compare(v1 = "0", v2 = "0") { v1 = String(v1).split("."); v2 = String(v2).split("."); const minVersionLens = Math.min(v1.length, v2.length); let result = 0; for (let i = 0; i < minVersionLens; i++) { const curV1 = Number(v1[i]); const curV2 = Number(v2[i]); if (curV1 > curV2) { result = 1; break; } else if (curV1 < curV2) { result = -1; break; } } if (result === 0 && v1.length !== v2.length) { const v1BiggerThenv2 = v1.length > v2.length; const maxLensVersion = v1BiggerThenv2 ? v1 : v2; for (let i = minVersionLens; i < maxLensVersion.length; i++) { const curVersion = Number(maxLensVersion[i]); if (curVersion > 0) { v1BiggerThenv2 ? result = 1 : result = -1; break; } } } return result; } GM_xmlhttpRequest({ method: "GET", url: "https://greasyfork.org/en/scripts/451356.json", timeout: GLOBAL.timeout, onload: function(r) { const obj = JSON.parse(r.responseText); if (obj.name === GM_info.script.name && compare(obj.version, GM_info.script.version) === 1 && new Date(obj.code_updated_at).getTime() + 1e3 * 60 * 60 * 2 < new Date().getTime()) { iframeMsg("update", { v1: GM_info.script.version, v2: obj.version, href: obj.url }); } } }); } top.addEventListener("message", event => { if (event.data.type === "jump") { GLOBAL.index++; iframeMsg("tip", { tip: "准备答第" + (GLOBAL.index + 1) + "题" }); } else if (event.data.type === "stop") { GLOBAL.stop = event.data.val; } else if (event.data.type === "start_pay") { if (event.data.flag) { if (String(GM_getValue("token")).length === 10 || String(GM_getValue("token")).length === 11) { iframeMsg("tip", { tip: "已开启请求收费题库,已实时生效" }); GM_setValue("start_pay", event.data.flag); iframeMsg("start_pay", true); } else { iframeMsg("tip", { tip: "系统检测您的token可能输入有误,请检查" }); } } else { iframeMsg("tip", { tip: "已关闭请求收费题库,已实时生效" }); GM_setValue("start_pay", event.data.flag); iframeMsg("start_pay", false); } } else if (event.data.type === "auto_jump") { GM_setValue("auto_jump", event.data.flag); iframeMsg("tip", { tip: "已" + (event.data.flag ? "开启" : "关闭") + "自动切换,页面刷新后生效" }); } else if (event.data.type === "confim") { if (event.data.token.length === 10 || event.data.token.length === 11) { GM_setValue("token", event.data.token); iframeMsg("tip", { tip: "成功设置token,请点击开启付费题库" }); } else { iframeMsg("tip", { tip: "系统检测您的token可能输入有误,请检查" }); } } else if (event.data.type === "save_setting") { GM_setValue("gpt", event.data.gpt); GM_setValue("search_delay", event.data.search_delay); GM_setValue("tiku_adapter", event.data.tiku_adapter); } }, false); $(document).keydown(function(event) { if (event.keyCode === 38) { $("." + modelId).hide(); } else if (event.keyCode === 40) { $("." + modelId).show(); } else if (event.keyCode === 37) { $("." + modelId).hide(); GM_setValue("hide", true); } else if (event.keyCode === 39) { $("." + modelId).show(); GM_setValue("hide", false); GM_setValue("pos", "50px,50px"); } else if (event.keyCode === 83) { GLOBAL.stop = true; iframeMsg("stop", GLOBAL.stop); } else if (event.keyCode === 68) { GLOBAL.stop = false; iframeMsg("stop", GLOBAL.stop); } }); function getAnswerForKey(keys, options) { return keys.map(function(val) { return options[val.charCodeAt(0) - 65]; }); } function setIntervalFunc(flag, func, time) { const interval = setInterval(() => { if (flag()) { clearInterval(interval); func(); } }, time || 1e3); } function getAnswer(str, options, type) { if (type === 0 || type === 1) { const ans = getAnswerForKey(str.match(/[A-G]/gi) || [], options); return ans.length > 0 ? ans : [ str ]; } else { return [ str ]; } } function getQuestionType(str) { if (!str) return; str = str.trim().replaceAll(/\s+/g, ""); if (TYPE[str]) return TYPE[str]; const regex = Object.keys(TYPE).join("|"); const matcher = str.match(regex); if (matcher) return TYPE[matcher[0]]; } function rand(m, n) { return Math.ceil(Math.random() * (n - m + 1) + m - 1); } const TYPE = { "阅读理解（选择）/完型填空": 66, "听力训练": 66, multichoice: 1, singlechoice: 0, SingleChoice: 0, bijudgement: 3, Judgement: 3, "单项选择题": 0, "单项选择": 0, "单选题": 0, "单选": 0, "多选": 1, "多选题": 1, "案例分析": 1, "多项选择题": 1, "多项选择": 1, "客观题": 1, "填空题": 2, "填空": 2, "对错题": 3, "判断题": 3, "判断正误": 3, "判断": 3, "主观题": 4, "问答题": 4, "简答题": 4, "名词解释": 5, "论述题": 6, "计算题": 7, "其它": 8, "分录题": 9, "资料题": 10, "连线题": 11, "排序题": 13, "完形填空": 14, "完型填空": 14, "阅读理解": 15, "口语题": 18, "听力题": 19, "A1A2题": 1, "文件作答": 4, "视频题": 1 }; function sleep(time) { return new Promise(resolve => { setTimeout(resolve, time); }); } function iframeMsg(type, message) { try { top.document.getElementById("iframeNode").contentWindow.vueDefinedProp(type, message); } catch (e) {} } function filterImg(dom) { if (location.host === "ncexam.cug.edu.cn") { String.prototype.trim = function() { return this.replace(/^\s+|\s+$/gm, ""); }; } return $(dom).clone().find("img[src]").replaceWith(function() { return $("<p></p>").text('<img src="' + $(this).attr("src") + '">'); }).end().find("iframe[src]").replaceWith(function() { return $("<p></p>").text('<iframe src="' + $(this).attr("src") + '"></irame>'); }).end().text().trim(); } function createContainer(name, childElem) { name = name.toLowerCase(); let elem = top.document.createElement(name); elem.style.display = "block"; elem.id = name.replace("hcsearche", "hcSearche").replace(/\-[a-z]/g, function(w) { return w.replace("-", "").toUpperCase(); }); if (childElem) { if (Array.isArray(childElem) === false) childElem = [ childElem ]; for (let i = 0; i < childElem.length; i++) elem.appendChild(childElem[i]); } return elem; } function dragModel(drag) { const TOP = top; drag.onmousedown = function(e) { drag.style.cursor = "move"; e = e || window.event; let diffX = e.clientX - drag.offsetLeft; let diffY = e.clientY - drag.offsetTop; top.onmousemove = function(e) { e = e || top.event; let left = e.clientX - diffX; let top = e.clientY - diffY; if (left < 0) { left = 0; } else if (left > TOP.innerWidth * .95 - drag.offsetWidth) { left = TOP.innerWidth * .95 - drag.offsetWidth; } if (top < 0) { top = 0; } else if (top > TOP.innerHeight - drag.offsetHeight) { top = TOP.innerHeight - drag.offsetHeight; } drag.style.left = left + "px"; drag.style.top = top + "px"; GM_setValue("pos", drag.style.left + "," + drag.style.top); }; top.onmouseup = function(e) { drag.style.cursor = "default"; this.onmousemove = null; this.onmouseup = null; }; }; } function defaultWorkTypeResolver($options) { function count(selector) { let sum = 0; for (const option of $options || []) { if ($(option).find(selector).length || $(option).parent().find(selector).length) { sum++; } } return sum; } return count('[type="radio"]') === 2 ? 3 : count('[type="radio"]') > 2 ? 0 : count('[type="checkbox"]') > 2 ? 1 : count("textarea") >= 1 ? 4 : undefined; } function waitWithTimeout(promise, timeout, timeoutMessage = "timeout", defaultRes) { let timer; const timeoutPromise = new Promise((resolve, reject) => { timer = setTimeout(() => defaultRes === undefined ? reject(timeoutMessage) : resolve(defaultRes), timeout); }); return Promise.race([ timeoutPromise, promise ]).finally(() => clearTimeout(timer)); } async function formatSearchAnswer(initData) { const data = { plat: initData.plat ? parseInt(initData.plat) : null, qid: initData.qid ? String(initData.qid) : null, question: initData.question, options: initData.options, options_id: initData.options_id ? initData.options_id : [], type: initData.type }; let res; const list = []; const apis = GLOBAL.answerApi; const answerApiFunc = Object.keys(apis).map(item => { return waitWithTimeout(apis[item](data), 5e3, "", []); }); answerApiFunc.push(searchAnswer(data)); const answerApiRes = await waitWithTimeout(Promise.all(answerApiFunc), 1e4, "(接口超时)"); answerApiRes.map(item => { if (item instanceof Array) { console.log("tikuAdapter结果", JSON.stringify(item)); list.push(...item); } else if (item instanceof Object && Object.keys(item).length === 1) { const key = Object.keys(item)[0]; item[key]; } else { res = item; } }); try { const msg = res.message || res.msg; if (res.code !== 0) { return { success: false, msg: msg }; } if (res.result.success) { return { success: true, msg: msg, num: res.result.num, answers: res.result.answers }; } console.log("官方结果", JSON.stringify(res)); if (res.result.answers instanceof Array && res.result.answers.length > 0) { list.push(...res.result.answers); } return { success: true, msg: msg, num: res.result.num, list: list }; } catch (e) { return { success: false, msg: "发生异常" + e + "请反馈至学长微信" }; } } function similar(s, t, f) { if (!s || !t) { return 0; } if (s === t) { return 100; } var l = s.length > t.length ? s.length : t.length; var n = s.length; var m = t.length; var d = []; f = f || 2; var min = function(a, b, c) { return a < b ? a < c ? a : c : b < c ? b : c; }; var i, j, si, tj, cost; if (n === 0) return m; if (m === 0) return n; for (i = 0; i <= n; i++) { d[i] = []; d[i][0] = i; } for (j = 0; j <= m; j++) { d[0][j] = j; } for (i = 1; i <= n; i++) { si = s.charAt(i - 1); for (j = 1; j <= m; j++) { tj = t.charAt(j - 1); if (si === tj) { cost = 0; } else { cost = 1; } d[i][j] = min(d[i - 1][j] + 1, d[i][j - 1] + 1, d[i - 1][j - 1] + cost); } } let res = (1 - d[n][m] / l) * 100; return res.toFixed(f); } function answerSimilar(src, list) { return $.map(list, function(val) { return Number(similar(formatString(val), formatString(src), 2)); }); } function isPlainAnswer(answer) { if (answer.length > 8 || !/[A-Z]/.test(answer)) { return false; } let min = 0; for (let i = 0; i < answer.length; i++) { if (answer.charCodeAt(i) < min) { return false; } min = answer.charCodeAt(i); } return true; } function isTrue(str) { return Boolean(String(str).match(/(^|,)(正确|是|对|√|T|ri|true|A)(,|$)/)); } function isFalse(str) { return Boolean(String(str).match(/(^|,)(错误|否|错|×|F|不是|wr|false|B)(,|$)/)); } async function defaultQuestionResolve(list, data, handler, ignore_click) { let targetOptionsList = []; for (const answers of list) { if (data.type === 4 || data.type === 2 || data.type === 5) { let ans = answers.length > data.$options.length ? answers.slice(0, data.$options.length) : answers; for (let index in ans) { if (typeof handler === "function") await handler(data.type, ans[index], data.$options.eq(index)); } return { style: "success-row", ans: answers.join("===="), question: data.question }; } else if (data.type === 3) { if (targetOptionsList.length > 3) break; let targetOptions = new Set(); if (isTrue(answers.join())) { targetOptions.add(Number(isFalse(data.options[0]))); } else if (isFalse(answers.join())) { targetOptions.add(Number(isTrue(data.options[0]))); } targetOptions.size > 0 && targetOptionsList.push(targetOptions); } else if (data.type === 0 || data.type === 1 || data.type === 66) { const beautifulOptions = data.options.map(i => { return formatString(i).toLowerCase().replace(/\s/g, ""); }); let targetOptions = new Set(); for (const ans of answers) { if (ans.length === 1 && isPlainAnswer(ans)) { targetOptions.add(ans.charCodeAt(0) - 65); } const val = formatString(ans).toLowerCase().replace(/\s/g, ""); let optIndex = $.inArray(val, beautifulOptions); if (optIndex >= 0) { targetOptions.add(optIndex); } } if ((data.type === 0 && targetOptions.size === 0 || data.type === 1 && targetOptions.size < 2) && targetOptionsList.length === 0) { for (const ans of answers) { const val = formatString(ans).toLowerCase(); if (val.length >= 5 && !val.includes("<img")) { const ratings = answerSimilar(val, beautifulOptions); const maxScore = Math.max(...ratings); if (maxScore > 65) { targetOptions.add(ratings.indexOf(maxScore)); } } } } targetOptions.size > 0 && targetOptionsList.push(targetOptions); } } let items = []; let sortArr = targetOptionsList.map(item => { const s = Array.from(item).sort(); return s; }); if (data.type === 0 || data.type === 3) { items = getMost(sortArr.filter(i => i.length === 1)); if (!items || items.length === 0) { items = getMost(sortArr.filter(i => i.length > 0)); } } else if (data.type === 1 || data.type === 66) { items = getMost(sortArr.filter(i => i.length > 1)); if (!items || items.length === 0) { items = getLang(sortArr.filter(i => i.length > 0)); } } if (items && items.length > 0) { for (let index = 0; index < data.$options.length; index++) { const $item = data.$options.eq(index); if (Boolean($.inArray(index, items) + 1) !== Boolean(ignore_click($item, data.type))) { $item.get(0).click(); await sleep(GLOBAL.fillAnswerDelay); } } return { type: data.type, style: "primary-row", ans: items.map(i => { return data.options[i]; }).join("===="), question: data.question }; } else { return { type: data.type, style: "warning-row", question: data.question, ans: list.join('<span style="color: red">====</span>'), options: data.options }; } } async function defaultFillAnswer(answers, data, handler, ignore_click) { for (let index = 0; index < data.$options.length; index++) { const $item = data.$options.eq(index); if (Boolean($.inArray(index, answers) + 1) !== Boolean(ignore_click($item, data.type))) { $item.get(0).click(); await sleep(GLOBAL.fillAnswerDelay); } } return { type: data.type, style: "success-row", question: data.question, ans: answers.map(i => { return String.fromCharCode(i + 65); }).join(""), options: data.options }; } function getMost(arr) { arr.reverse(); if (arr.length === 0) return undefined; var hash = {}; var m = 0; var trueEl; var el; for (var i = 0, len = arr.length; i < len; i++) { el = arr[i]; hash[el] === undefined ? hash[el] = 1 : hash[el]++; if (hash[el] >= m) { m = hash[el]; trueEl = el; } } return trueEl; } function getLang(arr) { if (arr.length === 0) return undefined; let len = 0; let ele; for (let arrElement of arr) { if (arrElement.length > len) { len = arrElement.length; ele = arrElement; } } return ele ? ele : arr.length > 0 ? arr[0] : []; } function HTMLDecode(text) { var temp = document.createElement("div"); temp.innerHTML = text; var output = temp.innerText || temp.textContent; temp = null; return output; } function formatString(src) { src = String(src); src = src.includes("img") || src.includes("iframe") ? src : HTMLDecode(src); src = src.replace(/[\uff01-\uff5e]/g, function(str) { return String.fromCharCode(str.charCodeAt(0) - 65248); }); return src.replace(/\s+/g, " ").replace(/[“”]/g, '"').replace(/[‘’]/g, "'").replace(/。/g, ".").replace(/[,.?:!;]$/, "").trim(); } function division(arr, size) { var objArr = new Array(); var index = 0; var objArrLen = arr.length / size; for (var i = 0; i < objArrLen; i++) { var arrTemp = new Array(); for (var j = 0; j < size; j++) { arrTemp[j] = arr[index++]; if (index === arr.length) { break; } } objArr[i] = arrTemp; } return objArr; } const cache = {}; const sourceTable = JSON.parse(GM_getResourceText("SourceTable")); async function genTable(ttf) { const res = await axios.get(ttf, { responseType: "arraybuffer" }); const font = Typr.parse(res.data)[0]; const table = {}; for (let i = 19968; i < 40870; i++) { const g = Typr.U.codeToGlyph(font, i); if (g) { const path = Typr.U.glyphToPath(font, g); if (path) { table[i] = MD5(JSON.stringify(path)); } } } cache[ttf] = table; } async function getEncryptString(str, ttf) { if (!cache[ttf]) { await genTable(ttf); } const match = str.match(/<span class="xuetangx-com-encrypted-font">(.*?)</g); if (match === null) { return formatString(str); } const encStrArr = match.map(string => { return string.replace(/^<span class="xuetangx-com-encrypted-font">/, "").replace(/<$/, ""); }); encStrArr.forEach(encStr => { const decStr = encStr.split("").map(string => { const md5 = cache[ttf][string.charCodeAt(0)]; return String.fromCharCode(sourceTable[md5]); }).join(""); str = str.replace(encStr, decStr); }); return formatString(str); } var vm = { hideTip() { var tip = document.createElement("div"); tip.id = "yinc"; tip.innerHTML = ` <div style=" position:fixed; right:0; top:10%; color: #8a6d3b; background-color: #fcf8e3; padding: 15px; margin-bottom: 20px; border: 1px solid transparent; border-radius: 4px; border-color: #faebcc;"> 学习通助手已被隐藏<br>如果需要显示答题面板，请按键盘右箭头 <button style=" padding: 0; color: inherit; border: 0; background: inherit; top:-22px; position:relative" type="button" id="cl_yinc" data-dismiss="alert" aria-label="Close">&times;</button> </div>`; top.document.getElementsByTagName("body")[0].appendChild(tip); top.document.querySelector("#cl_yinc").onclick = function() { top.document.querySelector("#yinc").remove(); }; setTimeout(() => { top.document.querySelector("#yinc").remove(); }, 3e3); }, zhihuishuSaveTip() { var zhihuishuSaveTip = document.createElement("div"); zhihuishuSaveTip.id = "zhihuishuSaveTip"; zhihuishuSaveTip.innerHTML = ` <div style=" position: fixed; opacity: 1; top: 0; right: 0; bottom: 0; left: 0; z-index: 1040; background:rgba(0,0,0,.46);"> <div style=" position: relative; margin: 10px; top: 50%; left: 40%; width: 20%;"> <div style=" position: relative; background-color: #fff; -webkit-background-clip: padding-box; background-clip: padding-box; /*border: 1px solid #999;*/ border: 1px solid rgba(0,0,0,.2); border-radius: 6px; outline: 0; -webkit-box-shadow: 0 3px 9px rgba(0,0,0,.5); box-shadow: 0 3px 9px rgba(0,0,0,.5);"> <div style=" line-height: 25px; font-size: 15px; margin: 5px;"> <h4 class="modal-title">正在保存</h4> <!-- 模态框主体 --> <div class="modal-body" style="height: 50px; margin: 5px; padding: 5px; margin-top: 15px; line-height: 15px; font-size: 15px;"> <progress style="width: 100%" id="gs_p" value="0" max="100"></progress> <span id="gs_text">0%</span> </div> </div> </div> </div>`; top.document.getElementsByTagName("body")[0].appendChild(zhihuishuSaveTip); } }; function showPanel() { let html = ` <!DOCTYPE html> <html lang="en"> <head> <meta charset="UTF-8"> <meta http-equiv="X-UA-Compatible" content="IE=edge"> <meta name="viewport" content="width=device-width, initial-scale=1.0"> <style> ` + GM_getResourceText("ElementUiCss") + ` /* Fix for modal display */ html, body { overflow: visible !important; max-height: none !important; max-width: none !important; } .el-table .warning-row { background: oldlace; } #app { border: 5px solid #000000; border-radius: 6px; overflow: visible !important; } .el-table .default-row { background: #f0f9eb; } .el-table .primary-row { background: rgb(236, 245, 255); } * { padding: 0px; margin: 0px; } .el-button { margin-bottom: 4px; } .el-button + .el-button { margin-left: 0px; } .el-form-item-confim { display: flex; justify-content: center } .drag_auto_answer-class { width: 360px; background-color: rgb(255, 255, 255); overflow: visible !important; position: absolute; top: 0; bottom: 0; left: 0; right: -17px; } /* 侧边竖排文字样式 */ .side-hint { position: absolute; text-align: center; font-size: 12px; color: #666; display: flex; flex-direction: column; align-items: center; top: 50%; transform: translateY(-50%); width: 20px; height: 140px; /* 与二维码高度一致 */ justify-content: space-around; } .left-hint { left: 0; } .right-hint { right: 0; } .side-hint span { display: block; line-height: 1.2; } </style> </head> <body> <div id="app"> <div id="drag_auto_answer" class="drag_auto_answer-class"> <el-main style="min-width: 360px;padding: 25px 0px 10px; z-index: 99999;"> <el-row> <el-form> <center> <h4>学习通小助手-考试端</h4></center> <br> <el-form-item class="el-form-item-confim" label="请输入token" style="margin-top: 0px" :prop="passw"> <el-input :type="passw" v-model="opt.token" placeholder="请输入内容" style="max-width: 130px" size="mini" ></el-input> <el-button @click="btnClick(opt.token,'opt.confim')" size="mini" type="default" @mousedown.native="passw = 'text'" @mouseup.native="passw = 'password'">确定</el-button> </el-form-item> </el-form> </el-row> <el-row style="margin-top: -20px;margin-bottom: 5px;display: flex"> <el-alert style="display: block" :title="tip" :closable="false" type="success"> <el-button v-if="need_jump" @click="btnClick(opt.jump,'opt.jump')" size="mini" type="info">跳过本题</el-button> <el-button v-if="!hidden" @click="btnClick(opt.auto_jump,'opt.auto_jump')" size="mini" type="default">{{opt.auto_jump ? '停止自动切换': '开启自动切换'}}</el-button> </el-alert> </el-row> <el-row> <center> <el-button v-if="!hidden" @click="btnClick(opt.stop,'opt.stop')" size="mini" type="default">{{!opt.stop ? '暂停答题': '继续答题'}}</el-button> <center> </el-row> <div class="qrcode-container" style="position: relative; margin: 0 20px; padding: 0 25px;"> <!-- 左侧竖排文字 --> <div class="side-hint left-hint"> <span>按</span> <span>→</span> <span>↓</span> <span>显</span> <span>示</span> <span>窗</span> <span>口</span> </div> <div class="qrcode-text" style="text-align: center;">如果有帮助到你，可以赞赏支持一下吗？亲亲</div> <div class="qrcode-wrapper"> <img class="qrcode-img" width="140" height="140" 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i8qqZ89e7a+vt7X1+f3+3WMyKten6rhf/jvbW1taPlC1YzBzs7O9vZ2JpNRH3xJtaKSrTrBorK/EMI7dq7pwJEoaw4jx/XfRrSuJm+mBqPUYg1w55UEgdpUKjU1NfXo0aOtrS141uVyub+/f3V1taWlJRKJ7Afbn8ivLCdH0zsWoLhd193d3d3Z2UFsHtXHuVyuUCgoErDXDOTBoeacw4qMRqP4K9IdxWJxcnIynU6nUinVzpA0HxP6Qi8BrOlaoxM7kla1rcyxY5PR7lcQ6hUAcV6opI6nYqDoa6Zd1XFCdR4DRgoBDzFq58GkiQSa4ziFQgELAErzJJ39buVERb4XYhhGMBhE8ZzaEj6fT71y7H2id6oxTdPn89XV1bW0tHg8Hmx+IYRt28ViMZVKraysYKOiPFG/wrueoQ9NoH99Pl8kEkE5IxGZpomqHr/fD+V7Yj++czlxtN+xQBOhxLi7u7urq8swjEKhEAwGu7q6+vr6YrGYsmWOEZPSm1DD6gmHw21tbZFIxDRN1YzFtu3t7e2nT59+9NFHTU1NpFX+nezStyEwz+vq6vr6+gYHBz0eTz6f9/v9bW1t3d3djY2NPp9PqUgVrDiRX19OVOQ7FhiJlmW1tbWdP39eSrmyspLP5+vq6jo7Oy9fvtza2qpc1ONZc6p1AdSlZVnxeLy+vt7n8+kcjplMZn5+fm1trbm5WS+mPlGRb0NQaJhIJD766CMp5bNnz5LJpMfj6e/vv3DhQktLC6KrKl1zoiLflZyoyHcv2ADxePzcuXONjY2oBQwGg01NTT09PfF4XL3z2OFI5cfBHonFYolEwufz7e7uqssir726utrf3w+aBtJKyN/1JH1ogqMxEomMjY3FYjG0x/F4PIlEor29va6ujjSn4eSUeodyoiLfvaAmxDTN1tbWeDxu2zayNIFAIBKJEBFKd98I7g/xr6ampvb29nA4vLW1hUw3ajw2NjbW1tZQOKjkdRo2nMhhooCi4XC4r6+vs7Mzn8+DjBLVNXoB4gl6/B3KydS/e1FxRiIKBoNEpJoI4g1wylSRzCtdHNpN99S8Xm88Hu/u7q6vr0fLAQQry+UyynvQBVtRWpyYMG9JVD2+StGgsSLkzSLhT+TYcmIavHtBFYrjOKpflaoFrpFjOLwqmIV/wjaBIRmNRlHajD+hEnF9fX1nZ6dQKKBtNGk4xBN5s6LogaENgayiKvMmcnQAfr7rkf5Ly4kV+QqiujipnqXKS33NKyOLovDPqHhBlkZxGSCMqLdLVcXdR8TyoSLVlfGRurq6pqam3t7e27dvw82HLYNG22tra6DXVdBIPeGjX/ZXMHP06mwkl4gIZG4wjdFmS2E/3+xX63DU1wGKHyg1cUaVlNOX02suLR3ofmDpPRyUE3P1CDlRkS8Q0ORAxajtofatquFVzfneVNhI4bdd10VDK8dxfD4fGqe8ZitBIorH452dnYlEYmdnB0WK8LjRvgo9r5X217tl/cqi3ylabm1tba2srKysrBSLRa/X297e3tnZGY1Gj6dNbNvWa4EUCFRRbyiCXp3J4v0Xpd/VmBVflF40eaIcXygnKvIFovOe6kSBKErBP9Ub3mBYXXWy39nZQe8EKWUsFmtsbIzH436//1VbUddIQ0NDf39/c3Pz06dPFeVPuVzOZDLonKVzF4Ik4p3MP1VrezD52Wz24cOHt2/fvnnzJoCEY2Njn3766fDwcDgcFkK8ag2PHvKrgWr/pukadT5m3IJ+DKi3qZPgRFceJicq8sWynz2fqq4r1tbbUB+2bUspl5eXb9y4cfv27YWFBcuympubL168ODw83NPTg3TKsXev3+9vbW1taWnx+Xz5fF410UZS9dh1dW9JVB/H+fn5a9euffPNN/fv3wer5urqKpCefr//GLOhzOSaxhh6El/Xle/VtBw9Y4pgibTDG55BzUT9hu7r15cTFfliUdhAKBFU7KGlMhHV1dX5fD7Fx/WmMhtInkxNTf3973//4YcfkskkitUymQyaWyH7eWw4jpSypaVlZGTk4cOHs7OzxWIRtYn9/f1NTU2BQABK8513UFF1QVLKXC43Ozt7586du3fvbm1teb1eKeWjR4/a29vPnTvX1dV1PDILmMx6VAGPUtWh6+WYvxUpl8uWZdm2Dda7QCDg9XqFEF6vt8bAfP2gzYctJyryxaJCUSCnymQyKysrjx8/3t3dtSyru7u7u7sb9Xxv8Cj2er3b29tzc3NTU1NLS0tCiGKxmE6n7969Ozw8XCwWlcd0vPXNGEskEleuXNne3v755583NzeDwWBHR8fVq1d7enp8Ph9pm+cdmhjKGmKMlUqltbW15eVlHE7o9pVMJpeWljY3N3Wg0ssLjCy42zgFEX2Gw66Scr+5ckzDMNbX12dnZ5eXl8vlckNDQ3d3dyKRQAId79F7Qrzr8b6/cqIiXyx6rKpcLk9NTV27du3atWvFYtE0za6urosXL54/f76jo+MNYtlw/qdSKQQHVWO83d3dUqmkCGCOXbsNm+LUqVNSyt7e3u3tbdTzjIyMtLW1ITQJ6+kNdjt4nclHQimZTKbTabziOA7MPZwfYMd5VcHHC4XC1tbW5uZmJpMBuqCrq6u+vj4cDitr+rdlbaVSqevXr3/zzTezs7P5fD4ej1+9evXjjz/u6+tDe7Lf1u28QzlRkS8r0ErJZPLevXt//etfEQuzbTsej+/u7obD4XA47Lou6mFeXwzDME0zFArV1dV5vV7Q34IARsXdlQd6DEJvwzBKpVIgEDh79mx/f3+xWLQsy+PxxGIxJI7R8RVvfofWE74XkdlSqZTJZHK5HMbjOI6U0u/3Q5GpjMSrXt+27bW1tTt37ty+fXt5eZmIgsHgZ5991tfX19/fH4lEVIzyN+RuP3ny5Icffvj6669RLmWaZi6X8/v9LS0tpmnqBeAncrScqMgXCzw4znk+n9/e3p6cnHz27BmyBIZhLC4u/vTTT4ZhOI7zH//xH1SF76nmTfQSVt6BlIjBYLCzs7Ovr29ubq5cLofD4Xg8fvbs2ebmZtUBiva2VXl5cV0X/QKJCBXBusB+RBdA1a72nUw+pg5hte3tbRSVQ2PKav9boLKCweDxqo+KxeKTJ0/+9re//fTTT+jNHQwGt7a2/sf/+B+9vb3wRhW6633D/ShnWb0Cart0Ov3w4cPFxcXt7W0iMk3z3r17AwMDIyMjY2NjpAHUFNr3RA6UExX5YtHJYpGuKRQKRISkjZRyYWEhEok0NTV1dnYODg56vV4FPVGhrlf9Us55Q0PD0NDQ1taWaZrr6+t+vz8ajf7pT38aGxuLx+NwgfHmYzjayhTFP5W2BU4QolIW77bJlMqSqYo9KE0w0aLJVygUAtb9VXe767rpdHphYWFmZmZlZSWbzXLOd3d3nz17Njc3t7W1BSzq24MuvKbsP70QPC0Wi7Zt61Nn23Yul1M8ofoV3vVNvNdyoiJfLGpjYGciker3+6FNyuVyLpebm5t78OABCp+bm5uVxkFl4TH0Cyyj3t5eZITS6TTaxg4ODtbX17+RVV4DIYYWqMEVvvOIFU4C1OFhqguFAl7BG6C+sfOPNw+gE97c3Nzd3YWdCL2ZzWZt2wZKAQHZ91BFKqk57UzTRFhGTaPf7/f5fIFA4ERFvpKcqMgXi8pmmqYZDAbRRBB7VRXSbmxsPHr0qL6+vqurC7hu13XRov549hdQOF6vt6urKx6Pl8tlNCHABfX+MHSsGBksC33P616qSgfhxXfLNKOyrtCSKLhUFrSixqFjQfcNwwgEAtFoNBwOo+4TExuNRuvq6kKhkF70+f4zHkGPW5bV2tra39+/srLi9XrL5XIwGBweHh4ZGQmHwzWH4omKPFpOVOSLRfELcM5DodDAwMD58+d3dnZyuRxsPYTGVlZWbt682dHREY1Gg8Ggqgk5XvUCgNDQYpFIRF0EPIP61Y7Ns6sni3GD0IyIHqiq3nerH2tQR3rrGPwpGAwmEoloNHo8E09KCervoaGhzc3NjY0NwzD8fn9fXx/aEMJXAJzoHRZiHjH+mnp5PK+Ojo4rV674/f719fVCoRAIBEZGRi5evIiVSZp/8J4r/XcuJyrypUQZXD6fb2Bg4JNPPpmZmdnZ2UmlUopFwrbtlZWV7777rqOjo62trbGx8XVwhao99H47tEY/HtsKgBJHHAC2UqFQyOVyQM8EAoFAIPDOmQpV/RzCaj6fD8EN9QbAORsbG5FfOkYsEuGLzz77zOfzLS8vc87r6uouXbo0NDQUDoff7e0fT0zTrKuru3jxYldXF9wdznlra2t3d7eCju6vsTmRA+VERb5Aak5pxlhbW9vExMSjR4+2t7eVQoEkk8nJyclvvvmmsbHx8uXLDQ0Nr1OYcWCPZuX/vmbVh/q4usH19XXkKHZ3d6WU8NRaWlrC4fCxmxe+EYGLbZpmQ0NDT09Pe3t7Pp8HwUcoFOrt7QV0n46bFkODhI8//ri7u3t7exvdxltbW5ubm1E39T43s64pJNd7Q7a3tzc1Nbmui5whKJEsy9LZ1U687BfKiYp8gehmGrzdQCDQ2tr6hz/8ASpybm4OQX14qVtbW9evX29qakIZH+KSx25Sqow4VWmrNLW+XY9XWKK+hYgymcyDBw++++47VNoQ0ZkzZ373u9/BEgHS+F3NP44Kn8/X2dk5Njb27NkzDNjv9zc2Nk5MTHR2dkKJH0OFYYa9Xm9HRwdCzESkGlirVBtCt++ziqSqEldceWh4CYIo3AXQrwd+9kQOExPns6IjVKHck+mDYEJU71aowlgsNjQ09G//9m/JZHJnZ2dzc1OR5biuu7Ozc/fu3fb29lgs1tPTc2x3Rt+QRzu8x9CP6MTg9XqRHc5kMrdv3/7qq68eP36cSqU8Hg/ox9FRVgUTDrNZDhMApIBnRCS3rq7O7/fj1nDNF/JdKkyiZVkTExNer3diYmJ+fj4QCLS1tZ05c6a5uRm0xEeHHVTWRWGDVLQXj1UIUV9fr/5UM13vVj8etopqorTqdwUO13UiagHe57z8eygnVuQxJZFIDA0NnTt3bmVlpVAo5PN5tQNhWt64caOlpSUSiTQ3N7/rwR4gqjUKMvLpdHptbW1tbS2Xy6Gwr1Qqzc3NTU9PDw8PNzQ01Hz8hcoRhkwymXzy5Mnk5OTq6ioRRSKRTz75pLe3t66uDscJEi9H4KL0P/l8PlATdXZ2YvyBQKChoeFlIoYK3amrEl1XopwJ8Vnbtt9tbOEIObFdfmU5UZEvJeoMVxkYj8fT29t76dKl1dXVVCqFAhi8p1QqLS0tSSnr6+vRzU7ZTe+PqFQ1dFk2m02lUul0GnhsWMTLy8tTU1MXLlxAKfcrcYIBhb6wsPDtt99eu3ZtaWmJMRaJRNLp9J/+9KezZ89iGjEzR/QeqPkiy7KampoaGxsRi9StJJ38+MDrqEdQ84vimlUvAvr6rh/Ri2fjRH4FOVGRL5D9W0WxzPr9/oGBgUuXLm1sbGSz2fX1dWw2mEXr6+v37t07c+ZMe3t7W1vb+2aVQCOABwwGFKDFCPx5vV6YxvPz83Nzc+l0GgjBl7++bdupVOrBgwf//Oc/f/nll52dHcMw0Hu2ra2tt7c3EonoZUuHXUcnbVRdBDDPOiO6AgO9zNhUYFcvElV/ej/7atUExFXW7p1DDj54OZnfYwocvcbGxnPnzqVSqe3t7UwmgwpiKJ1yuTwzM3P37t3x8fGWlpZ3Pd6DBb4nkNItLS11dXXLy8uqpRT4Hebm5tbX11GlriA4L1QigIuurKzMzc3t7Owg0pfP5zc3N3d2dpBDoH39YfaLHmvT1cGrgnvgaOMXtAMiIiEEKnZs2/b5fD6fD472+8YovH9CDmxEcyJvQ05U5Atkf15CNcwSQvh8vo6OjnPnzi0tLa2urkJFYjdKKbe3t9WL76coyysajXZ1dcVisWAwiHAkbiSdTq+srGxubiIl8ko2i2oK5vF4EN9EEzGq+rb0EioSUoN/0ocBIIFiezzMWoeGVRrQMIx8Pr+xsfHkyZNkMlksFhsaGgYGBlpbW71eb6lUUixH76H8ar3VToROVORLyv4aBqqe5HC3P/30U7jbGxsbQEoipBUIBDweD4yUd30TB9yRIrPw+Xzd3d0tLS1PnjxBKzEE7zKZzPLy8tLS0qlTp7xeb42KPMKQyefzpmk2Nja2tbUVCoVUKlUsFiORSGdnZzwexwHzkmli5VrqxS3K6YaziWEc7Wir9BTipM+ePfv555+//vrrnZ2dUqnU3Nx8+fLlq1ev9vb2Kg6k91CUi/02mj6eyH45UZHHFNWy1TCM5ubm8+fPLy0tgZsP8SzLsmKxWCKRCIVCpVLp/azTgNbI5XKmaSYSiZaWFkV9BuWVy+XW1tYWFxdVW23aGxc7TEXieBgbG3v69Knf719aWiqXyy0tLYODg11dXXV1dQpnRkfycYGQTcGDYJ4rl1/xWeDjR1xHDRXG7O7u7tTU1D//+c9vv/22UCgUi8W6urpcLhcMBuvq6t7PhwVBGAQ3LoR4n4f6YYiJTY7FiiBaTcfkD1JeMo6jM/KrGkQwTQUCAaUly+VyfX39xx9/jCW7urq6ubkZDofPnTt35cqVhoaGUCj0QlzbGxm/Cgsoy+swKwOWFBQKnF/TNM+fP3///v2vv/4a9L3Yjel0OplMQlXR3iKTo9MsQoj+/v7//t//e19f3/r6umVZkUhkdHS0t7cX7rCa0iOugzeUy2Wv14uKz8XFxVKpZNt2T09PZ2en3gzyiAClXsLsOM7W1tbU1NSdO3fW1tYA8dna2rp9+/bp06evXLmCmTkCHXxY4ROr9vuuQZ6/6sM9MPgAw9kwjHQ6PT09vb6+jgZEwK4Gg8EDuyep6n4VR1ZDVXenQ1P15sA146+51L+I/CtakTXaCsGsGv5E5VaXy2W0rEEJMNZoIBBQOQ0sGr/fjyZTkUhka2tre3vb6/X29PScOnWqoaEBdWxvZPAq9EYHqVc9ufEy0EX8gpuqq6trbW2tr68PBALZbJa0MkePx7M/z3v0MVMul03TjEajQ0NDTU1NxWLR4/GAm6Ourg4ccWoAR3iL2Kuc81wuNzU1de/evQcPHuzu7vp8vt7e3osXL46OjjY2Nr4wpolqd4Xy2dzcnJ2dXVlZwUNE7NW2bXCAvpCu4sCqUCXK8T92ulm/vlJM6NWztLQEgnQcFYlE4tSpU1euXBkYGEABO1VVnlrY6jEpladOO9Io+/QusmqBYWZ0ZuXj0bL8duVfUUXWPF2FHdmvVvRXmNYhj6pqRX8lHo8PDw/39vZms9lcLsc5j0ajsVjsjQe2jlAoesOvF8aqarKikUiko6NjcHDw/v37MzMztm0jsxGLxRoaGlC+Qi/nZVNVTTDGwuGw3+9XzRTRW5FemixdGa3pdPrevXtffvnlnTt3ML1tbW27u7tgLYNGOKLKSI972ra9uro6Pz+fyWRqlMULY5o1ZYhKmcJqVm0kgKM6hhVZc30Vc4Spm06nb9269be//e3mzZsgAI5Go5cuXYpGo4lEwu/368tg/4GhA6eomlfEXSP6rAqN9LYf+8/jd0ux/CvLv8p97heFrdNRFFjl4CUExZlpmqicAXIQnjVQI7oCxQdDoVAwGIzFYliI6NxAWinL64ta92q0NSwb8qWbf8K+UMSRMCQBhvd4PMlkUkrZ0NBw/vz5oaEhy7IO8+AOG6cKFMIIVX/Ci+qVF5okKBlMpVJPnz6dmppaWVkhInBoNzU1TUxM9PT0vJAMTQ3edd1MJrO6uppMJpFqV5MWCoVCoZDH47Es62WsfhXWUIkgNbHK+H2dZ623rnVdd3d3Fx1prl+/vrCwAOBBLpebnp6enZ29ePFiIpE4MLpi2zZVcaCom4ISBMOFMjbR00adhfrdKWWK/fK+1UG8VfmXU5FKCcLzUkW76IudTqdzVSmXy1JK9LpijAWDwXg8Ho/Ho9Eo2gfq9RiwkkzThI9To1DeIPGU4qCEBsduxMVVKkMV1am+iQeK2sbK6vT7/aOjo+VyuaOjY319nTHW3Nw8NjZ26tQptXMgL/S2FIyx5m1qkOp26MiArOpflkql5ufnV1dXS6USFHqhUFA9Y2Ox2MvYpFAQW1tbS0tLqVRKDRUWaDwer6+vR6fpw57XfspuNXjQ8WKijt2ZUj909YlyHGd2dva77767du3a9PQ0KJYxyZlMZnt7G2VROPBA56N0GdYDTqxkMgkYL9pqKh4gj8djmibYhZGwAmk5LGKqmhTHpgv57cq/nIrEI2eMqSYe5XI5k8k8evRoZWVlfn5+Y2NjZ2cHpPwqouTz+YLBYH19fUdHx9DQECCEKpmIlaofs2/7LtQXqSIZhE3BDIg6maOvoGsu5fn6/f54PH7p0iWEC+AmNzY2Inp4vPuCAlIWpe4L12iBI4YK0297extdg3A1lMPDmHphrbciJC6VSqlUamNjI5PJwJ7CX71eL0ob1aF49JBIi+jhrEISCcbafoDUq4r+gMrl8s7Ozr17965du/b48WNMAlWjB5ZlwV9hVcEzhfrDMMrl8srKyvr6+pMnT5aWlhYXF3d3d5UJieWE/pdtbW1dXV1dXV3t7e3xeFyVeMLihtJ/P0mP3pL8y6lIxBCxnQqFws7OzszMzMLCwo8//ri0tLSwsIA6ZWADsRrQGgUolubm5qGhoZ6enrGxse7u7sbGRqWParytt1Tkq+s1BXzJZrO7u7vr6+tra2uu6zY2NnZ0dDQ1Nb0SGBP73Ov1JhKJ+vp69TrOEpWbesmrKVsP22//jnpJWB/MonK5nM1mkURCjE8pKa/XC7/4Jat0YEmhwkcVjBJRIBBoaWlpbm4OBAIvWYSOuyiXy6VSKZfLLSwsbG5uohS9vb29tbX1GGBY9dXqTMIR/uDBgx9//PH27dvgTMKpY5omaNx6e3vD4bAiQ1MqTHVjn5mZuX///tzc3OTk5Pr6+tbWFigFlFEP2zMUCjU0NLS2tvb29g4PD3d1dXV2djY0NMRiMZ1yyXGc962g9u3Jv5yKxJHoOE46nV5dXZ2amrp27drdu3fX1tbW19eTySRVK2fU/lF6wbKs1dXVpaWlhoaG+fn5CxcuDA8PNzc3NzU1oUme/kX7879vZPzYGMqJBsQvmUx++eWXz549e/r0qeM4/f39H3300dmzZ1tbWw/DzdVYQLhf1YEAkSnoJgXQqfn40UoE11F4bx1fopKq6sUj+C6xe23bhopUoQMUOHq93mAwqFgnjla4MDaLxWIymcxkMiqngWGoQAoSSkc8Lz3IABWZz+f/8z//89GjRzMzM1LKzs7OixcvXrx4sbW1NRqNvtLzrcFUEBFKJO/evXv79u2lpSUMtVAoINSDrhIDAwORSETPvcDQLhaLi4uLd+/evX79+p07d5aWlra2thBbR8hVsYFgJWxvb8/Pz9+/f7+5ufnJkydYSF1dXYj2IlLJ3nUvo19ZPthbVTE7PWioUhO5XO7Jkyfff//9tWvXHj58uLGxkcvldBIKHWBIRMD9lEoltKyZmZlZXV29c+fOp59++tFHH42Pj7e1tWGRKb9GdRal16O8rRG91xiu7zjO5OTk999//8MPP+zu7qJjMpiH/vjHP4bDYcStDuzkpSMc99NTohECXoGi1NXiy8T+9iMEDtxdR0wObBwgGaEudWQfqDGgIlXXs8MupWKjSPXk83mFpDFNs76+Ph6Po9ns/onaPySqtmAzTfOXX375+9//fu/eveXlZZ/Ph6CNz+fr6uo6xvNVaw+3k8lk/vf//t//+Mc/pqen8Vfw/qKBxPDw8OXLl7u6umBN27aNZl6lUimdTt+4ceOrr766c+fO48eP0SIcTjqWDcLZVF3neMTlcrlYLMKdevz48czMzKVLl37/+993d3cnEgmqJn8Ow4R+ePLBqkidIQa7AgW8QojNzc379+9/8803P/744/T09NbWVqFQwDbTOwvCQ4Q+VURnan/Ozs5ubW0Vi8X19fVsNvv73/8eyJjKtFYNJUWJ+GbvC0knDDibza6trU1PT6+srBSLRQw7GAzev3+/u7s7FovBU65R+m9bXsbq1Edy2BThHrFvcXSp8AIAqgADvhDJqINagsEguk2g3yxjDDE4eNlEVCqVjnAkddgAGJRXV1cXFxe3trbAiFEulxcWFsCS96qQL30eYD6vr69PT0+vra2hhy3+BMxpc3Pzp59+OjIy0tzcjGgD7hEnyu3bt//2t79dv359eXk5lUrhpKzJIqpHg7NHVYWCQhRsT9ggn376Kec8FosJIRCL0Af8oepH+oBVJGmYCXiR2B6lUunZs2dfffUVjmXk9WAhEpHP5wuHw+FwGA3mAYNIJpP5fL5UKiHAj7PX6/U6jgMaG9u2/X7/+Pg4wn86T4yiGnsbdwcnEZ5jNpvVW0sjhjAyMtLd3d3a2kpECqhU0xv2LckR1tyr6mgpZT6f393dLZVK6rNSSsuygsEgGkMr/OBhAhsTUYVoNNrU1BSNRguFAvL47e3tg4ODnZ2dwWCQXrThmdYRk4jy+fzOzk46nc7n80RULpeRXclms3obsmOIlLJUKm1sbDx9+nRhYQFXg4JG9+CJiYnPPvusv79f1TLgNjc3N2/duvXXv/71f//v/724uKiGocKXmDcYnsqGgEJEaBVp7mKxuLKysrGxkc/ncXejo6NoE0QaZvPXSVG+K/mQVaRedAX7MZfL3blz54svvvjb3/42NTUFlAbe6fP5kLBGogM9lKEHc7lcsVhMp9MzMzMwHrPZbKlUwsXT6TTq1Uql0qVLl1pbW7FMdTX0BtN/NXauYRhg8QLcBHckhNjZ2Xn8+PGDBw/6+vrq6+uDweA7h/sqZBLT5IWfwu0UCgWoSP1P2O16MveFlyIin8/X3t4+MTGRy+WWl5fL5XJdXd3IyMjExERraytC1UcUMuq+PPA9fr8/FovV19fDq8BaAm7mGNEVWILKmlOFgMD0YEG6rhuPx8+dO/fnP/+5r68P4WaFvd3c3Pzll1/++te/fvfdd4uLi8rhCAQClmW1tLQ0NTV1dHQkEgk1QillsVgEGAig+o2NDaQrAX2bnZ3Fgg8EAv39/T6fT+lW3X7/IDPdH7iKpCr3gcfjyWQyjx8//vvf//71119PTU2VSiUkaoF1mJiY6OrqOnPmTG9vL6qqccwiuw1/9tmzZyiAe/bs2fT0tKISWF5e/v7777Fjo9Gocv3exumqXxa/h8Ph1tbWeDy+tLSEox5wtrW1tQcPHoyOjnZ1dQWDwf3Y77cqNWh5VTP+SvoRwjnHEVVjlOlQ55dkDIL+6uvrQ1Jlc3OzUChEIpHu7u7BwUH0n1Cl94ddhPbGK6LR6MDAAHjUMZLGxkZM+/HonXQf1uPx1NfXd3V1JRIJpMsty6qvrz979uzVq1evXLkSj8dhRGNV7Ozs3Lhx4//7//6/b7/9dn5+HrXtYOfs7u5ub2+/dOkSMuCNjY3K48E3bm9vb29vI73z6NEjoFCJCMRxU1NTHo8nGo2CAxA57hqU268Tw/mV5YNVkfszEtvb23fv3v3hhx9mZ2eBWsAB2NHRcfbs2T//+c8dHR39/f2NjY1erxdeuUJO4LREzXVPT8/NmzcNw8DRCm24tLR048YNv9/f1tYWDAZVUfYb10q6ZgHqDV2uTp06tby8vLu7q6JRaD4zNTXV19eXSCRelYP2zY6WVWt7a56RkiMsXClloVDIZDKokVevezweFQ95GXClOl0ikciZM2daW1vR4xd4adCqvzCmqd8RPHe/39/b2/uHP/whkUggo93S0jI+Pj48PHwMGh49tCerPFIgJH369Gk2m0Un99/97nejo6PQjyo2WiwWHz9+fO3atevXr6+srCCvAiK+3t7ezz///Pz58xMTE42NjY2NjQpersC/TU1NjuOMjo6eOnXq/v3733333ddff729vV0ul/Geubm5L7/80u/39/T0AEhAeyOzH6R8sCqSqhoESzmbzT59+vT69ev379/f2dmBAWgYRktLy0cfffT73//+448/jsVidXV1QPxQlXUKdgpANrFYLBqNRiKRpqYmQDHm5+ex8Uql0sLCwu3bt7u6uuLxeE9Pj1rlch8p7+vI/hIXv9+fSCRGRkYePHiwtLRUKBSwN0ql0vz8/J07d3p6eqAlFVT7V3CIasapLG6q5sFe0sRGaU0+n1dgflUS5/P5IpEIctAvY7/ooQ+v11tfXx8Oh13Xhbeu3vPCQCRVk9o4ikCLeenSpe7u7lQqhe7eHR0dSKEcY+rU04Gr29TUdPbsWcbY9PR0Pp8PBoM9PT1nz55ta2vDAICdKJfL6+vrv/zyy88//4waJDgTHo/n1KlTn3/++R/+8IeJiYloNBoMBlUhtsJRQh3jtPD7/c3NzdFo1DTNGzdugC/DNM1isTg5OdnY2Hj69OlIJKLXcX3ASZsPVkWqmDoR5fP5hYWFe/fu/fLLLwgd4g2xWGx0dPSzzz773e9+h/YyoPOB9oT/oph+kNgJh8MDAwOo5DUM49tvv93Y2LBtu1gsbm9vP3369NatW+fPn8fV1HZ6g0tHd7GVoolGo8PDwx0dHXNzcyhBUaiUp0+fPnv2LJlMNjY26tyLv4JAg6PGAyQ6CGsgbIoqlBf6yKgNRQ5BJ5tAuiYUCqFBWI2BeeBgdGwmq5KQkwaVVRV7qnPDYddRWgxXQFVSPB7HZ4UQiGzk8/lXzWjjLNH7jgEc3tTUNDo6Cqh8JBJpbGzEBKpjo1Qqra6u3r9///Hjx7C4ES4Mh8MjIyNXr14dGRlpa2tTBYWYQK5168WShlnQ2dmJvyLQtLS0BH2dTqdRJ37+/HkF2lcD/vACkfQBq0giQiUZQid379795Zdftre3EfK3LCscDg8PD//7v//773//+6amJrVcdLYo0kwPEERCvTY2Np49exa79+uvv15fX8e2z+fzc3NzDx48GBgYaG5uriEC0C9bs2NVH2ec/Ni0+lZRy1qPHigjJR6Pd3Z2Xr58eW5uDoVlquBvY2Njamrq4cOHzc3NsViMXtS3+g2KilWBeWxubm5lZaWxsbGhoWFwcLCjo4NVOcOPuIhlWZlMBnueNC44ONctLS3xeByeIDTXYaeRvnv14nr14oGNcfYbp7zaf1w9DqAjQa+JIk4iwiM4Qj/qrOlSI2HUw6AKEo97RKi0JgKodLpt20+ePHn69CnUJe4xFotdvXr1v/23/3blyhVEDxWctibeqh6EYRiRSMS27fr6+s8//xyFQzh3kZNcWVl59OjRL7/8cunSpUAgoB8nJ+ma35IoAKPjONvb2wsLC0tLS9vb2z6fD6i3rq6uixcvogRFB8HV5OnkXipJBUePRqN9fX1jY2Ozs7OZTAaYm2KxuLy8jISgOuePpvlROGQdyKn+pOevj5ZEInH69Onh4WFwZCkoNQrjHj9+fObMGZX6/BVUJHS0aZrog/j9998/fPhwdXUVvbBhuXd2diIiLA+n/sUkwJBURZA49rxeL2zSt+ff7S+RYhoFutT4z9WaUWCDo0e139XVu4rjW1iVh4k0DV7j0qqiwGQyuby8jO4gGJ7f7x8cHPzkk08QtYRRCc2o4zrVGHRMPmLcnPOJiYn5+fmtra3Hjx8jGQhC38XFxcHBwebmZr0u48PTj/QBq0gVhAb4dnZ2dnV1FQc+ABBDQ0MXLlwYGBgIBoP64iAtEk+aisRihWMopQyFQgMDA0ACLS8vFwoFZEjW1taePn06MzOD9gN0SDhS98HxV8QQQTqL99TUHR/tsPv9/lOnTl24cGFqamp1dRXJX4x5cXHx3r174+Pjra2taNP6K8y/qucpFoszMzM//fTTvXv3dnd3EdI1DKO/v7+9vf2FyhqHXKlUKhaLytpSgTOAB97GHe3nbVRPRIWqaxxzHSf4MqPS1ShwiIgtFovFcrkcCoW41n/iaFu7VCotLi4+efJkZWUFtTdEFA6Hx8fHAZxEYXtNfICqpTLwl9U6xy0gDzYwMHD+/PnZ2dmlpSUoXyHE+vr65OTk8PBwX1+fqtZ9GUaS36J8sCpSiZRyfX19ZWUlk8mgRJeI6uvr+/r6Ojs7FSyDad2ZHcfJZrPFYhGKUuGTSbMlAR/p6ekZGhq6ffs2IpJE5DjO8vLy3NxcKpUKh8P7MSL6K/C2UqnU7u4uOgQgZZRIJBAYqgGdHaFQ0Bzi9OnTp0+fxnmg2CRx7D98+LCvr6+3t1e11nrbM49tgw7ji4uL29vbmLrNzU2cK+l0WvEVHZHZAKoZERI9oQwCkVfCDx1P1Eyquj3XdYvFIkCRymXWs/YvHJL+CFRL3nw+j5ocImpoaIjH45FI5OhkFL49l8stLi7Oz8/v7u5C2SEVeebMme7ubqUfkVxSVjAQ7zDJfT5fKBTy+Xz6quOcAy+BMi08QRxac3NzGxsb8L51k+LDkw9WRSpeSERPNjc38/m8KvKNRCItLS0oGdQb1CA/s7W19ezZs8XFxVwuB46s3t7e9vZ21F3hylhGwWAQjQOnpqbU6Z1MJlGQoHP2KdEZENAhACH2hYUF27YTicTAwMDo6GhfXx/Cbfrwjrhf1PC0tbWNjIxMTk4mk8lCoYC9AYzk3bt3BwYGGhsbEdh6UzXjRz8CbEvU5CHeD5geYmdURV8fTWqJcJjqEIB5wMZW7CFvPKOq10fp9hFU/Obm5vb2tpQSoHGYw7q7+vIC/9pxnMXFxenp6Vu3bqVSKcZYR0fHmTNnhoeH0XbisPAoFnmxWNzY2MCQ8DpWZn9/fygUUsTGwIETESJCjx8/Ru2N1+sdGBjo7Oxsb2/X6TJxKmP9t7S0LCwswNe2bTuZTKKgKBAIQO2qxr8fmHywKlLVMjuOs7Ozg2pcLDXgJMLhMPANpHU7EkLs7u4+fPjwq6++unfv3s7OTjgc7uzs/Pjjjz///HNAeZA8xda1LCuRSABKyaqk/Ol0Gpw0L9w2rus+ffr0n//8508//bS6ugondHx83HEcGBGsyqT/wvvFFkKEtL+//+nTpyCDISLGWCaTefLkycOHD0+fPl1fX//rpGtw/Pj9/rq6ulgshv7UwCE2NTXFYjG/3/8ysBggfvRAJB6WsiLpbVYKy728jdvb2zdu3ADpjm3bDQ0No6Ojn3zySW9vLzTFS6pI5aFT1dH54Ycf/vnPf96+fTuXyxmG0dnZub29HQqF6urqdAh6zT1i0YK5Cv0qUCsB1dbQ0IAhKV4SOElra2s//fTTN998Mz09DUDPp59+euHChWAwmEgkVOIL34Wqs6amJq/XCxUJIkGY9ggC/Aq2/LuSD1ZFQqCeUDsFdYP6BBAZYIPpgUjXdbe2toCbffDgAQ7Yubk50zR7enpaWlpgtqiAjsfjQTMGoM1h6SjOhf2ZaNqXy15eXr53797t27dRL7y4uOi6LtDsqiXLS94ssCZdXV1DQ0MPHjwAcwFVq1OWl5efPHkyPz/f1tb2K3QWBQUDCDW6u7vHx8eJaHt7mzHW3t5+4cKF9vZ2qtJKCiGOoI2AilQRQKpWXuqxyDe+P/XANB43ivR/+eWXL7744saNG6jMCQaDKysrgUAgkUiARY29dAMsWW0+urq6+sMPP3z55ZfXr18H0hZ1MsFgcGRkZGhoKBQKHX0doOtR/ogXOeeApgHEo17knOfz+fn5eajI5eVlxaXk9XpRrqqy3jAIUGEJHxwDRsEiEmg1afEPT1F+sCpS+S/A5em+bSAQqK+vBzJWBafxpGFygpY5m816vV5sTiSp8/k89oDKWoLwGRhaeLUKZAc6AziSB64brOxisQjKAxzFpVJpe3sb3VABYXtJqwQ8Ln6/v7W1tb+/v6enB+SAQCYRUSqVwn0lk8mXNN9eRzAnQD6PjY0Vi8WWlpaNjQ2Px9PX1/fxxx+fOXMGqbOjExE44UBgoTP6gP23JqP9Brfo/swGigUePHjw4MGD2dlZcLwnk8lIJPLs2TNE5XQv9eiRqCCM4zjz8/PXr19/8OBBMpmE0yCESKVSKysrYNnZXxOpn7IAD6DbklLofr8f7XMVK6DK+ZTL5c3Nzbm5OVSsosj9yZMnY2NjwOer7QDAqWVZ6lJI7KjISc3Z/1ZX1LuS905FHtiJkPa2tIbPdXQhBN7v8/mQbcRZCriPCr3rlMuKLUZFMIkIvHtI2EHRINeBt1mWlcvlGGOhUAhvw/GrENoqhq06B5BGyIojHYj0aDQKwxNamzFWV1dXLpcBbSENG7S/2YvCPyOODqjHyMjIkydPdnZ28O0ej8e2bXSOHhoaSiQSClOi+HRRkfYGfXAVH0AYd3x8HPdYX1/f1NQEyPcL95Vt26lUCo62WgN6MzU9SQI3U7XeVpaper4qQVzDzn3g4BVKHKqhVCo9evQI7Mtg1sAq2tjYAIEF2lfog9SXljo+FYwBK216evrrr7/+4YcfcCorOhIiwhmgsAGHrXY9AajS1ioWYVkWpgK7QCFtC4WCog6Cr62CiUxr+KE8dDhMCsCPPg04CPGLatx0xCBJw3KQVgdRA5+i96lQ571TkXrmhPZmMNUvL8NYozOSEZFqjgynu1QqlctlPBs8HhRiI08dj8ebmprAl8cYi8ViiURC9dhTu0spU0TB8RUgczarojDeB/rLjLHOzs6uri7A2ZDR7urq6u3tDQaD+9GaR9wvxoMvRXy9ra1tYWFhd3eXqiE8VEw+efKko6MDaFDlS76NFakMJb/f39jYiGYPSCup+AOMoCOeKQJtCgmv1Bzsd1Wio2tJfFABABWcBTtZ+cJITx/NC6k/blhec3NzcLHVcg0Gg6jvPnAO1Ys1ZjtcnLW1tZs3b964cWNhYQGxY9wvESGjiGJqVU2wXzCfChWg0t+2bWNl6nOi7IbGxka0ptnc3MTKaWtr0xnXdUgTEcGthhAROvPoZPUvDJfvD6HSXuAU5H3Tj/QeqkhdarZuTR2CovA57LNUXRNYN9BfqA/DI2daNZ46eBsaGoaGhi5evGhZViqV8vv9fX194+PjLS0tcKUVvEOZgQgjqnQNamDVAGpMAP2OOOdnzpz57LPPfD7fkydPSqUSopDnz58H5yvtNZ+P1pLqyvX19UiGzs7OKvuLiPL5/OTkZFtbW2dnJ6rRa8Jtb+/xwQmlKqQcWoBrvcgPE/h0ynih6i7yer2KCa1meqXWpAGOAmMsm81mMhkiAskI5vaIs7bmeWUymWfPnt2+fXtubg7wQLzu8XgaGxtbWlp0IqUaa6jmqSkrL51OP3z48Jtvvvn555/X1taUTQ2jtb29/fTp0z09PQo6dsRQa6qtccsKNqAWuaJYb21tHR8fX19fn5mZgQN+9erV06dPx+NxRNuVo4NADZLXio0f047Z0y3Hl/G1dZgH1KtueL5XyhHy3qlI3U3Yj2/QZ7Cm2cD+67Aq6XcgEFDoEPg+6HkELakXRXDO4/H4xMSEx+MZGBhYXV2NRqPd3d2jo6MoBVEXF9Xe0+jMB8ccuAqv16uKuPcvGv0uUEL32Wef9fT0APQDLr+BgQH4obQXQHfEEtTx7YZhdHR0jI6OPn36dG1tLZ1Oq5Z+Kysr9+7dA+gX06JG8sYfpW68KMhOTU9tdV+H7Q2E/BCO0F+3LAsG+9G2m2ma2Wx2e3t7ZmYGHIgNDQ1tbW1tbW2xWOyIu1ZqDkpna2tramrq/v370LPQDghrdHd39/b2Il9Xc1Pq9pXVDEsW9zUzM/Pzzz/fu3dva2uLqoBc/JJIJMbGxsbGxlAae8QkKyPO7/d7vV41S67r5nK5TCYDS1m39cAedOXKFb/fPz8/jwjAxMTE4OCgolbTgxL5fB7xccSLEGdHW3l9bMeAjqtkAL2X9mNlkO96ALWiR3/1rgb64VMT1zhQ1ANDf+S6ujr41/CpNzc3UVYVDod5tXs6NoPH4+nu7gZrQCqVApskfJD9bmmpVFpeXl5YWMhkMioc3tTU1NraGolEdOzhgVYkdGhvb29nZ+fo6KjjOPCvYYfSXp2oBnnE7KltFo1G+/v7R0dHp6amYOfCZEa/p8nJybNnz9bX19eomDe4QHXjAmfJgfpduc+HnXZonoXiJX2cHo8H2vbAUAxpQe2NjY2ffvrp+vXrq6urhUKhubl5fHz8o48+On36NDjGj1hCsJswaU+ePFlYWNDLYIgoHo+DHw8q8sB7VC8qm05Kubm5efv27R9++GFhYUGPM4CTcWRk5JNPPhkZGQkGg0d42VT1foLBYHNzMzhDMQPJZHJxcXFpaQnHrUrX4FCMRCLoTAfOfCCEIpGI6uWpTgjDMNLp9OLi4urqKrr9EJHjOKFQKBqNoqRC7dAjrPJisag8BuUPSa26V18wvxqNwMvIe6cidYNCzXixWETOF81alQ91hKOtrEIUBbe3t09OTqK0hoiSyeSTJ09mZ2cbGhpUkJFVC2y8Xq/P54tGo7ANscNVUFkVhKDc8PHjx+BBweBBat3R0YHtp8fma26TqjsNyjcUCmHFsL10DC+ptvS6MSSO2trazpw509/fD1ioeufu7u7Tp0/n5ua6u7tR5ba/PPz1RXe+1NECpVMTajj6S2FFIqurXkTIWCcxO3BCECmbnZ39+uuvr127Bjh9PB7PZDLxeLy9vf1oFUnVzZzNZufm5mZnZ6FQqBraDoVCOIcSicTLqEiFAE+lUvfu3fv555/v3r27tbWlZ5yAiLx8+fLly5d7enoQZzzCOoOJ6vV6seqePHmCSs1yuTw7Ozs5OQn3WY+G44mgAYnqwaAAwjU1r7ZtLywsTE5OoqoVf0IXXNXqp+Y2DxQkThHxRzbc4/Goj9fc44mKPEr0Yi8iQoZhYWEhm82iMVMikQC/y9GONgRWIfoCJxKJdDoNNbS7u/v48eOHDx+Cix/tOFiVQEW5V6qFtN4WRmUA1tbW7t+/f/v27dXVVaTzHMdpampCm3aUkSjTTw1VDyCwKiWXCi+o0xVqTuXEATOsyUHpojPQ4GrxeHxgYOD06dMLCwvY29gMruuurKzA8q2h2Hgbbg6mCyngXC6Hds/A+qh80RGi0g76DkeSBIECPVWt0sSIlJVKpWw2u7y8PDU1NTMzg7BasViMxWLLy8uqGuqwYVM1r53P55eWlqAjZLW9BLTS2bNnT58+jZ4HB15hv+zs7ExNTX355ZeoW1WNE1B61NHRcfHixU8++aSvrw9q64XTS0SIXfb09EQiEZWlWVlZuXnz5sDAQFNTU1NTk1LEepJEgdJ0qADeg8e0tLR0586dBw8eqAJtwzDa2tr6+/vb2tr8fn+xWMS9v/BRptPplZWVZDKZSqVKpVJjYyOadIdCIURy1Yy9P/qR3kMVqZsVxWJxfn7+m2+++emnn+bn5znnsVhsaGjo0qVLY2NjLS0tqqZlv0BNwMysq6tDcnBlZWVnZwc5FuR2T506hRobGCkq2arYVmhvnE5PfSwsLDx48ODRo0f5fN7n88FmicVira2t6POlguhHRN+UbQVzGMNQkTv8EyRsSDQdUTgIHQ3mDtM04Xx1dnYiSqBYu5G7SKVSKELfD25/I1LDIVgul3d3d7e2tm7duoXK34aGhubmZgBljvh23JTuZWNmAIipOTNwHYSDkQeAlkTFPZLgtm3v7OzAslaglv0iNcYwfATlzDo5HiCobW1tR6d0a2JH8GB+/vlnNJZRhM2I7o2OjqIHejQahabDGw7TGhi/x+Npampqa2urq6uDAvJ4POl0enJyEtR8Xq/X7/erLtjKNYZOrGGHw4LE2pufn3/06NHCwgIRBYPBXC4HyERbW1t9fb1aovQiFTk7O/vw4cNbt249ffoUhUn9/f1jY2P//u//TkSg6VPL4ERFvqwUCoU7d+783//3/33z5k30Rw8EAqieXl5evnDhQk9PDwLMCnBDGpIAZqCU0u/3X758GXX+xWIRRQg7Ozvffvstji9AK5BVgDek7xxlnRWLRaQI1tfXnzx58o9//OP/+X/+n+XlZfzJ6/UGAoHz58+fP38+EAiUSiW9unF/6kn9CZG1yvMwTdLC2FtbW4uLi7u7u8ViMRQKdXV1xWKxSCSCvaobm9A7VHX2YQI0NzdfuHBhZmZmeno6l8v5fD4wpCKhhPfoHFxHd0dQ7o8OQsY5hPlRUEQ9U0HVuuavvvoKbX/wXE6fPv2nP/1pYmLC7/eDHFv/LvVB13WRbsKf8ApOsoaGBjw1xTiHWYV+pGpPAnRqAyYGXx2PxxUv3GH3C9sf0wLenfr6+qWlJb/fr7zsU6dOnTp1ShVB0t44td4xWCnBZDL5888//+Mf/3jy5AnMWOgsVEb19fX94Q9/OHv2bCQSQW4EE654cA8U4GcbGxvPnDlz7tw5tHqHel1bW/vb3/7GOf/v//2/Dw8PY1PgpNTBUjpWBAcSEu5zc3P/+Z//eevWra2tLVjTRNTV1dXf33/x4kWshFAoVJOYBspSFYbt7OzMzMzcuHHj+++/v3nz5vr6Ot4G9iCfz/cf//EfGFUNhOM9kfdORepp0O3t7dnZWeRViAjFT1NTUysrK3Nzc6urq+fOnTt79mxjYyOCSoh04Nnr8HKPx9Pe3j4+Pv7kyZMvvviCqq3WFxcXv/vuO5yEZ8+ejcVi6BRYLBbhgOjFW1S1+JDc/Prrr69fv456QewKWG0jIyOA1Chz73jWmRBidXX1p59+unnzJhiuYrHYwMDA73//e9Ce6+GIw7K6UsqmpqbBwcHh4WHGGKYxGo2iJypKy/VI2RHjUXaHHouA7qDqslZzpXACGKFt2/Pz87dv37558+bTp0+JyOv1ptPppqamRCLR2dl5BN5Y0ZXrIzEMA2eVnq7Zb4qi3Kitre3cuXPJZDKXy2Wz2Wg0OjQ0hNs/OpSpHPZIJNLc3NzS0gJCMMZYY2Pj2NjY2bNnm5ubjw4XlMtl5MQ455lMZnJyEr1lVENHBc1pb2//6KOPRkdHQcKoUJx0JDiJqo4XWt2eOXNmbm4unU4j814oFJ49e/b1119bllUsFlHLCFQjFL2C7mLvwDjAUrl79+5PP/1048YNNIRAAaKUsqOj48KFC42NjTh4SPP8VCtmvA4Gmbt37964cQPYeHQPxcNKp9OGYWxtbWUyGcQBajTAeyLvnYqUGrF2uVxGO1aqRoXwIDc3N3G2T09Pp1IpNCQKBoMqK0172ZtRBjc+Pr6wsDAzM7OwsICCtlKpND09LavdUYaGhhAg109FVZBg2zZQFA8ePPj666+//fbbmZmZra0tFUOJx+Nnz54FLaPiHVAlFq+qKG3bnpubu3bt2rfffru2tpbL5aLR6NzcXDweb2hoAOeQii4dtqoYY62trR999JHjOC0tLTMzM9lstru7+9y5c6Ojow0NDeoseRlEG+yCQqEAv5WqiSxVmKHAbjWaK51Oo2XFrVu3YIlgZnp7e8fGxtDEQl8ApBEbw+ytSWebpglsYw1gu8Zgx9j6+/v/+Mc/1tfXb2xspNPpeDx+8eLFkZERsHkeIcp9xuJBrSFczo6Ojs8///zjjz9GT+AjLqK8WsZYLpd7/PjxrVu30JuQNOXS1NR0+fLl/+v/+r/OnDkTjUYVOkfd8mHX1w1hHAYLCwsrKyuKhLhQKDx69Aj7olQqofchgu8q8A0LDvYjCNkePnz4j3/845tvvllaWkL1AWJBbW1tly5dunr1an19vY6gVPOvSulxsz///PO3335748YN5MoUfTIWXqlU2t3dBaz4fdOMz5/gux5ArQitCWogEGhpaWltbV1bW1PgYewKqKqZmRkgElKp1KlTp0AzgcgdyumwfPFU0D35yZMntm0/e/YMa1RKid9BjgsS8nA4rDCD8L6FEAj8P3v27Keffrp27drm5mYmk4EmFUKEw+EzZ858/vnn6MhKVZTSsb2Gzc3Np0+f3rt3b3p6ulgsAkHt8/kUGhwRN103HShomIceeJjG5ubmgYGBtrY2n8+n2py9cI3CDc9ms48fP56amlpfX0e30oGBgd7e3lgsphfe1cA7QBm5tbUFYwRnUjabBWZTFXSq71KaDhY96GTU8oAVCVNIH/N+PQLbLZFIXLx4sbu7G21mo9EoaqVq0mg1osYPSM3w8LDf7z99+vTW1pbrugDn9/b2qlaXh2kx/BWUwMlkcn5+HvqLtMRdQ0PDyMjIuXPnYOVhYOruVMzhsEejvjocDg8ODk5MTIAdFb3GiCibzT548ABMph999BEKuhSQA/MMM3N3dxct4e7du3f//v2nT5/Kag96Impqavr8888//fTTtrY27KwaxniYNWja8/Dhwy+++OLbb7+dnJzc2NhA9kxZPzi9AoEAKKBqwJhvPDL+OvLeqUh9yYbD4dOnT4+OjoJxXjGLqJyGEOK7775bX19fWFi4dOnSlStXgFDDx1WtNB4nWoP++c9/JqJCoTA3N0dEpmkWCoXZ2Vm4JI8ePRocHEwkEsAnYnHk83msnrm5ucnJSXA760yFiUTi7Nmzf/rTnz7++GMV1tTzTi9TjFwj+F4wXMBdhUWAuKTcRx9wYKwTswT6n3g8jp0JIjhlI7OXo11gjBUKhampqb/97W8//fTT4uIi57yhoeHjjz/+L//lv0xMTEBZ1OSmsNtBFqvOLaqSU6RSKeBJ9emSe6t3wWGhVKSCE6i6Gn0qavBVKlabSCSQ6kXEFm7m0aeCYgXF2RAOh0+dOpVIJPBXy7LQZv0l17PCjSneTKrWung8nv7+fnRwjcfjisFbb3hwhKGqA3SA9Dp//nyhUEAlFTJCYPd59OgRaigTicTg4GB3d3cwGETY0ePxYKWlUqnZ2dlHjx4tLy/j0eAr0OXx8uXLf/jDH86cOYP4jIr464PB6bi5uXnjxo2vv/769u3bmUwGWTLam6UEj9zw8DDSCaoOil6CZf3XlPdlHPtFSokOXNvb2/l8/saNG6urqzs7O/rKBm/do0ePNjY2VldX0+n0hQsXgO/Rz2G1lxobGz/99FM8yH/+858rKyvYcuVyeWNjA/VYd+/ejcfjwNzBVMlms7lcDjUGa2trhULB6/UqNsa6urqLFy/+5S9/+fzzz7u7u2HkqmeMBYrQ+yvdfjgcjsfjsVgMNARUtYUVXz+MXKhj8aK2VgA2KUgQLqUroxee3pzzbDb76NGja9euodEuakuANGxvb29tbYV+1N1t0rYNjEfSoDm5XA5cuTUVRGoM8MXgaOsKFLFI+LA1dQT68lAhURSfIJat8uwvjH4wrdMLEQEagSp4qhpfNRVfh4lpmiDdqKuri0ajqPPBVyCseeXKlcHBQXTLwjhfKUSjkmmmafb19eEpR6NRx3E2NzdVoh9MwD6f7969e4DsoMAsGAzu7u6C5xTVYnB+ZZWEpaWl5ZNPPvnLX/4yMTGhKg50JiSVLkPqaWVlBUYoGNRVyQMWg8/nSyQSFy5c+D/+j/9jZGQE6Wzam/p/pc3yVuV9VJEqmGWaJiqlgsFgNBq9f//+w4cPd3d3Vd4NehAlLrZtZ7PZmZmZixcvTkxMdHd3o6JGaF2JLcuKx+NjY2N4wMi3IKwG97xUKiWTSehHhKJUO5Ga4mIiAkvg+Pj4H//4RxDuAlYCnUXVkP/RDCiHCWOsvb0dCcrl5eVSqdTQ0DAwMHDmzBlsVLwNGkGljPaL0gg1hTr4RY+3KkThgddBbGt7e3t5eRmPANVKjx8/vn379vj4eE2pnD4en88XDoeR30eZPL6uWCzCutStP11F1sQi1dsOi0XqoixToTVNJK204+jAgvqr+hRVA4t6uJxe5BUiko6ktmmaHR0dw8PDjuNsbGwg2w792N3dDdNMoRTVLL1QRarQOeIGoVCou7sbrOxEdPv27bW1tXw+j8lkjOXz+d3d3cXFRaxMnJcejwfVilStAsKaiUQira2tV69e/fOf/3zx4kUQ6+qFg/unHU82mUwiM0MaVA78yj09PePj45cuXfr000/j8biK/qu5fa/iku+jilSbGaWg4I9oaGg4ffr0d999d+/ePWB3iCgSiagEGZJlCwsLKL5GHQ5MMGRdsYxQvYCMsGEYN27cUJ2aEZvTO6Woow+/YHGg3iMUCrW2to6NjX3yySdw8AOBgCK5UFtIAXRfdRL8fv/Q0FChUAgEAoDstLS0gGAVsHnFWYsj/cCNCttBpVz1aj9sBsVEoFsEBwq8eyklnDimcfcvLCysra3Bf1RhRN2W9Hg8kUgEWhK7BYLKyMMI/fF1QLzrFHBQdgdmtPWferG/snFUXuiFsVcdeKR/L+0tjVXB3MOupnxSIkLfdpx2CwsL4XC4q6sLhTRI6dacUjXltoeJXuhJVTJdBWj3+/23b98GVF4x4DqOg1ZOquQBgDA9ToKi76ampitXrvzX//pfL1y4UNMrVBnRulKT1c5rysrBAkAYur29/dSpU5999tnly5dbWloUwzkIfWlvj8n3RN5HFakUisoLAxOL2ueOjo7vv/9+cnIyk8mg2kHtRsDBAMoFdW5vb6/KumA14HRtbGy8dOkS6k++//77+/fvw0QCwNgwDJRzqI4ciF4h3owOXOjIeuHChb6+PgVZAHdeTS2NapOtnESqYi2PsNrgGJ49ezaRSIAZNxwORyKR3t5etRN0XNFh2g23j8WqoGcqugfCYNd1UaxCewPwiuZSShkKhZCeUnB96A7TNLe2tmZnZ9FFQD0L5XQDvY+qc3yviky5rgsKOKa1ElSkiqgoTyaT29vbGK1S9PB5ofoVcwesWswJJgTHAyoFMGx9wnUU535WLmSKcAAjRqG+hTSrXAeNYyS6rVpjZoZCofb2do/HMzo6ms1mERSur69Hfk+dphhMDWhMx2aprz7socObGRgYCIfDiUSit7f3/v37iKErU5FV+9DKajcbxByJKBAI1NXVtbW1NTU1Xb16dWJiYnx8vK6uTtnjR0BoYfLHYrELFy4sLS1NTk4CPBuPx8+cOXPlypVz586dPn0aFKLgNNJv9r2yHyHvo4o8UILBYHt7O4pGGhoaWlpabt++PT8/T9UUqmplheDL1NQUvD/kyxRqHzvE4/E0Nzf7/f54PN7R0XH58uX79++vrKwsLi6CJlKpM2AkLcsKhUKhUKilpaWnpyeRSFy+fLmzsxPuPCo9ME6lAVXlHAJhyP8oy6tm3R8oADmHQqHOzk6qrntW5eJVb6sBXtSIHnDU3wlqhsXFxUKhYBgGQvg15Dc1KRSv14vjATpOba2dnZ3Nzc1UKtXS0oJTDc9Cvw6IeZRnR1qDbP1Q0U1CGGvIbyj7V13N5/Nhl9aY7aRZIrZtw1ZiVfJgXuW4ZRofV00lKwolwQsJNjw8aBSTHPHI9OeiSv1q/Mf6+npEANUp4vF4FORQ+Zv7L66npNSLR+AlcAAAYllfX9/T0/Pw4UMwjaP9nKJ0Q0wJv6APInrMAeELddbY2Fhzp4dNAhiqmpubz507VyqVBgYGcAyfPXu2o6MDnYEbGhpeCN1/f+Q3oyKJCBWs9fX1XV1dWLIg2kun0wD0Y2eCCRxFKTWVWzq+BPZgOBwGQeT4+Pjq6iq4LZLJJDBGWOimaXq9XnUg9/f3o7APTCc1g4RhtbOzg+KBdDrt8XgaGhpOnToFmLHaCXSkilRHvd/vV/ZdDZT9ZUT5mOrGkSaenJz87rvv7ty5g6qbvr6+3/3udxcvXtTL1fW8B6zylpaWlpYWFebHX3d2dsAEAxCM+oi6DiL08PuASMV7kI1BYaX+KamVpcMz0FUkED/hcFgZjGqcsNYhmUxmcXFxfX2dcx6NRtHwUodJ6ZYyaex5Gxsbs7OzX3zxxbNnz1KpVF1d3fDw8Oeffz4xMQH/8egJ349UVRhPfKneiKYmY3Y0n4jKy6kHeoSKxDpBNL+urq67u/v06dNra2uzs7MrKyuzs7NIGeml2aFQCFWhHR0dvb29PT09jY2NireUqs7B0bePN0QikYmJiebmZrQzkVK2trZGo1G0KkOZE6Iob7tByOvLb0ZFIi7JGAsEAsAehkKhvr6+H3/88dGjR7Ozs8jG1BDMIKmtfBMdqYAz3DAMrIPu7u5sNjs+Po50BPYnQF446kOhUCwWQ5NVsPIoF15qnE7o7fXo0aN//OMft2/fXl9fhxn4l7/85dKlSwCUvUy0Rc8SqDs6UKUeHdHXDR8YC4VCYXt7++eff/7yyy/v3buHBltPnjxBbH5kZETh1JRKxT/RGKe9vT0cDoMQBBusUCisra0h1x+NRvFdeqhB2dE1d61ztu8fuUILIaFPVaMDKjISiejFjlLrYWnbNsDPt2/fRr1jPB6/cOHC+Ph4T0+P2vC4OzXPWGAo3v/xxx+/+OKL2dnZXC4XiURWVlbgI7e1tR394GAX6+9RUUumNWpXJ0FNuPMwcJhat+oNNRHAA587VbWq1+uFouzp6RkeHk4mk2tra6r7m8JFwj8DPzya3ymskl7qc7QoTB7qPjs6OlC0UyqVoBxJM/yVX/U+y29GRSpmQ+zYpqamCxcudHR0xONxNJ9DlZ6UEt27wNhYE8tXsUWF54AaDYVC5XIZxGidnZ2KXAABGqxFuIoHZlH1fzLGUqnUnTt3UJK8s7Pj9Xrn5+e9Xi/6vobDYRXHeWHkhWnt9F6G2Wi/wLXUaYMLhQIahYPdC8Ypqnfa2trQDlT/Ij3/i7hEfX396uqqsmjQNnJ1dTWTySAAX5OeRshJjxJStdpaqUil49T3AkWIlDdpuh42Kehh9K/AA0Uc+enTp1988cX169cXFhZc1w2Hw6urq1JKtM3Rp12ZkLzKBD45Ofn999/Pzc2lUiloh5mZmZmZmd3d3e7u7sPmWVYFE14sFtPpNOpSEHBEcBmzreKA+12c/Y62rHILqViEeIl2CCq6qt4DlQealf7+fgQNlf2uutRhkdcYd+o6hw1SfydVs2HIqgHEigZh+h39VuQ3oyKlxgKCBV1XVxcIBMLhcEdHR3d398OHD2dmZjKZDFq/X716tbu7W1GE4iK6v6bcFjx+Vm38Al2s7xw6Etihh5+ICD2/QC+Ijom2bW9vb09PT29vbyM1oT57NDeBOrdVPvd4wWy2FxwOMCl4pHHCI+Q3Nzd3//79s2fPKh9Wvy+VcOjo6GhuboaFpf6aSqVQgdvV1aVa7yrFh2/Rc7vK4lMqsibHRVWLDP0A9LsA4ucIn3dnZ+fRo0c3b96cnp7GGYA2Z6dOnbpw4UJTU9P+j+D4QffUe/fu3b17N5lMIsYCxD703RGOrdBaae7s7Dx79mxycnJ5edkwjLq6uoGBgeHhYWjnI6pFD1tmCoOpQ7j07NCBV6tRSSqhjzMGehb/1NWfPtWySpC6fzBHgzRURrFmd6hVoX5/fyDih8n7Pj4lymbBvGOxIjoJLTkxMTE/P7+7uxuJRJqamkZGRtCpGaJSn6iRUvzPquWIOjaxK/QUKqRm+dbge5QRVCgUbNsGmo9VAW7o4KpXg7ywMFFHV6gPHq+cUdl6otrJx+v1wu1VyCGq0gzfvHmzqamprq5uf7YdYIDW1tbW1tZQKATwPLYTcHarq6vZbFZhcZR7qGKRyjWGACQAlgplBurfiLSysiLxIkwSxaysPwIiKpVKS0tL6OOq+koLIaDjgDFSzrX+7ECjeefOncnJSVQZqklTPQ+OSC8YWoPpubm5b7755tq1awsLC4DgjI+PO45z8eLFaDSqDqoa7cMOIc1Tv6N/JDTdCwt7mEZ3pmw6/Q37QZc1OUC1X3BTiq7t6BUII0Bduabzx/4D4P3P2PxmVGTNA2ZVsBvaafX29nZ0dCCJBhWAtyHxqohXOefb29u5XA408aFQCBaTHu+nKgWG2l37D2Q6aIWp2BZ8mUQiARShEAIoCkW0oXjMXgjN0698YDpVP+0Pu4huRMOZCgaDyHehbBl7NZfLLS0tPXz4EMlHnED6NobSrKurQ+N55d5CkW1vbyeTyXw+D8ypPj9IlaJiTwevqIy2HmZVhw1eRPKXtN0F902VTulmKREVCoXV1VW4yRg8Pg6EkO5a6narlDKXyy0uLj5+/BguOYYN5k1FHaKPf7/g+plMZmFh4e7du7/88svy8jKAgeVy+dSpU4ODg3C3VYmO+vb9cYaaR4y0JDz3aDSqmGgP05XK69fvsaYmXQ+JKn9FL4MxDAP5/VQqlc/ngQABSb7Ky9UITA3dRaPDvbHfhMf9m1GRNcKqOF71yFHCob8HbgirwuUYY48ePXr69OmTJ08ymQySfUNDQ21tbY2NjcgziCplpKrs5tVuMApiogZQMx71SygUunjx4urq6vfff5/JZFBz9umnn3Z0dKDWSsHKavTXgTpXl/16UCmIIyZKx2PCDMGNDw4OooZXVjl9NzY24CH29fU1NzerK0A54rwJh8OI82KWoIAsy8pkMrDi29vbFXgFd4psQCwWg16DjamKdgEKARpB/xTnHNBXJOLwfiipSCSi0jWiyp2M2Uun00tLS7lcDqlzxb+JThuAr0uNnZCqqi2ZTM7Ozs7MzGxvbysoNREB89DX19fV1XXEqaaCAOVyGd2B1tfXYXsqfFUmk8HZs/8Z1TxBnFtq9S4uLn7zzTdTU1M7Ozvlchm92z7//HPUdNcc4TVnhv4tB4Ymal7HLWCQu7u7CwsLoNTd3t4Oh8Pj4+ODg4MtLS1Hb8+aezwsU390pvE9kd+qinwZUek/qABQcn355Zc//fRTOp2uq6traGjo7u6+fPny73//e845Mm46xKFcLsOzUMfdC2lXDMOAVfvZZ581NTUVCgU0Cblw4YIiQTgw/qIjkI/u7/w6guw8ETU3N3d1dTU0NCwvL+OmAL6Zn5+fn5/PZDIAY1J1C6lYGHpjoFBXucC2badSqZWVlY2Nja6uLhV2rAkvIturMJUwTwBmltW+PaS1nQFBjm76QfnWJBOUXrBte2tra2lpaXt7W1bLSHDXDQ0NiUQCgBt9ZyKhXywW19fXHz9+/OTJk2QyCZQ7EUGzDwwMDAwMoJ71sInVR07Vc0UFMdS9oIjriAek5k19F8pqv/nmm/v3729tbdm23dPTk8/n0ZJTFTi/QVGuw87OzvXr17/88svHjx+XSqVgMPj48eM//OEPf/7zn3Xo0octH7KKVAJLcHV19e7du9euXbtz5w4RIRh3//791dXVUql07ty55ubmRCKhcAkgZFUX0cElR3wXLCa0jhoeHoYBGwwGY7EYVpXKYBzmHXPO36B+VD6sMi4Qdujt7b1w4cLU1BR8KKq2QFhfX3/06NH09HRXVxduXw+9g2AcGEOuNTVFTjyZTGYyGUQ2algj/X5/KBRCW1EVriKibDabz+f5vt4MiEgongvGGNJKCI8Axa38RBXezefzIBxLpVKq6Tnq4ZCsB1oLL6pwNhE5jgPM4Pr6OsqBoN28Xm8ikRgZGenr6/P5fLBnj5htTC8cYQWNgoJGUvtlyrppb+387u7ugwcP7t69Oz09jTZtpVIpEol88sknAwMDb2qd7P/2Uqm0sbFx69at69evz87O4mTa2dlpbm6+dOmSOu8/ePmXUJGovctkMktLS5ubm8A0IMmQz+d/+eUXgJ/BI93Y2OjxeNRqrgmE8Rd17MOORVqjoaGhUChgp+3PEtR8ivbCa96U6KkM9QqCg93d3T09Pao3tPrr0tLSs2fPxsfH0diPtMgAPGJUgqr+eZiiUqmE8u1CoYA2KaTFuUKhUF1dHTCGKnuAnjDb29uZTEYPkqjK8Uwms7u7q7QtMuD7OziLam+GXC63traGdmZ6dR24YBOJBHQf4pJ6XnVtbW1ycnJubg7ONZ4aSsu7u7tPnToVi8WOTteo4HI0Gh0YGLh48WKxWFxeXnYcp76+/sKFC2fPnlXkwUdkhGtgT0j3ra+vAw4B0H6xWNzY2EgmkzUtfd7smgGJ6vT0NOjBYf7v7u6Ce3BoaOhtfPV7KB+sitTj3/qyw65GNAqvJJPJ+/fvb25uotB4dHS0q6sLTQuUGbJf0RwmihKRiBQydj8FjpQSNheUTjAYRHBNVuuF32CMRs/bqhe9Xm9XV9fY2NiDBw/y+TwgpbD+VH4Z9iZVk2Mq9Q90ZENDw87ODiwd13VVQqYmcU/VkkEkLvSqQRWXVC65/tRASS2qHc1URLWurg5FGvrdQWzb3tjYwKgUK4/f76+vr+/r62toaFAE6Wxvs0lk5NfW1nA7Kpnb0tIyNjY2MDAQCARUi57DJhkXDAQCp06dQi/M5eVl13XBwIIyZ7z5JZEumA2UcodCIehENdV+v/8tRWP0b69Zh7+JBMublQ9WReqPFrsiFAqhbdvW1pbK7TLG0AgQp+Xq6urMzMxHH300MTEBxgEUXahLweh4IcupShEqFaByCxjM8vLy7du3QeETDofRoqCnp0fPV7zZ2VDKF68Eg0HLssbHxx8+fKjIspCmaGlp6ezsjMVi+xsDAEPn9/tRg6H0I6qP0bwXhYZKE+lYYr/fD6UJfEwkEuns7Ozo6AAHuDI58RMmEuAmyqNHDShQRzpUWw0SlB9UZSEjomg02tXVdfr0acRP1XNUGEOY+fiTbpeFQqHBwcGxsbFEIsFfghSZV1uP1dfXnzt3rqOjI51OA18RjUbRlO1o3PX+CxJRJBI5ffr06dOnc7kcemO1tLQMDQ11dXXtr399HdFvEGj/+vr6wcHB6enpZDKJNR8Oh9EG+Q1+73suH6yK1ANwyGy2tLSMjo6CLntlZQVvQ94T1uLKykoqlVpdXV1eXl5ZWbl06VJfXx9UmwL0veTi1nHONX9yXXd1dfXbb7/94osvoJd9Pt/g4CCyBKjfeBtkUDW5chSftbe3j4yMTE1NZbNZJJSHh4evXr166tQpBCJ1xDJV4wyWZXV0dJw5cwaBC6pu46GhIb0fDu3VrU1NTWfOnFlcXER6JBgM9vT0nD17tqurS+8LRtVzyO/3JxKJxsbGTCaTTCY55w0NDWfOnDl79mxvb6/qfqFqTDFOuMYIYnLOwRaOxgyKYkOFL5XNGAqFhoaGxsbGAPwWQqAd8eXLlwcHB2E8vvChKPwpklrg9NbBnjq26WhRCFYiCofDY2Nj//Zv/xYOh7FugYFva2uzbftlmM9fUtTyhieBssULFy6gaU+hUAgGgyC4emHbnw9JPlgVqZfcwY9raGgYHBwEjuTmzZsLCwsgvCCtzg/1FZlMZm1tbXNz89y5c5cvX6aqraH8jiNMvJo0hRqMqLKgm6a5sbFx8+bN69evb2xsIMu5sbEBADwQQmJfTxVJgtHrxii1UQkhhGUZra2tZ8+Ozc7OBgI+lDheuHDhypUrbW0d2M41FXJEnDEKBEJ9fX2XLn2USqUA/QOJ9NWrV5HW0O6ckUEkyev1drZ3TUxMFIvFja3N7G7GHwycGhi88vHV/v5+X8AvSEqSnHNJRJwRY6FIuKWt9S9/+cvU1NTc3JyUsq2tbWJi4pNPPhkdHSUiBExIiwMYhvHJJ5+gPnV9fR0PfXx8/C9/+QvoOZROrMxqRbFSU1PTJ59cNU2zoaF+dnbetksNDU3Dw6fPnTvX0oK8hCDiQjicm/i95me57FgWAnYl25ack2l6DAPYJsHJMCzOuaEvksPWbQ2CwuPxdHZ2/tf/+l/7+/sLhQJjrKWlBWQTKlj0xveOakB/+fLlYDB49uzZjY2NUCh09uxZNNh5G9/7fsqvoSIR21KxIYUprSGAoOP2Uz1QdHcGhoPjOIODg3V1da2trT09PT/++OPk5OTm5iYsEcTpkcZBq7xUKvX48ePt7W30zwmHw3rW4rCkyoFLXwfQIgqJbjy7u7tE3DCsfL64vr65m83YruMI1zRMVzpqQhgxQUJVcr2B2WHCMBjjkkh0drX/t//2f165etEuu6ZpDg+PRyIRnzfAmCFcEtLlzOAGkSTOOUkqlx1GRmNj4uqVTxKJRGo7ib2USCSam5sNZhL0DyPhSmELXqHaYq2J1v/ff/yPwaFTW8lkJp32+Hw9XV3dvb2NjY2SGBERY5WPcsMWriA6e+6cz+e5ePH85uamEKKxsbGzs7OlpaVUKni9XtPElAgpBWNSCKepqQEV+iMjI+iI29DQ0N3d2dbWVlfl1yBW+R+RME0upUtM+gLeREvTpY8udvW07+5mbbsUDIabm5u6unr8QR8jJklIkoyTIJdIEMman6bHkCQkkWFxw+LqdY9lEDGSnEhQ9dEZnKSotJqgvWue7+19iH/6fL6Ojo6Ojg79naq+i/b6yMfeSmpJg3YP3wuq1rGxMbDeghr5zZqu+0erFz7pwI/9OJC3ipCD/BoqUplgtBenWhPfOQIH80YEerm5uVkxm7W0tNy5cwc9BRXdpOoTACA0cDA+n294eBiMuURULpdfNQyEyla04kTvN7/fv7u7q9h2UXGhIGmccVndUpJcSSSkQ0ScXtsHZ4KILMsgIq+Xt7W1RaPRYnGAiEzDw5jl8/l8Pi8WLZcww0nIim4xDMMwmEXent6uaF2YhOScgAHw6vajJM4Z9xgVdSTJsoxQKHTpwsWSXYYHisS34zhlx0G5DiNGRJIquBzO+djYWKlQBHoRhYCYSYQamSZYUcjktLe3q0yR12v5fL7DjhbHcQyLWwZviDdEwuHu7k6SkhgTrmtalgXkEDmMc5Mbkojjzy/3k4gRkyQZservRER7S/Gqe+BoPMO7qmUOBoMoqjGObFl+bDmw2EYvxJBV6iA99aqqOV6Sf+h15NeY9/1HhE4d+qsVaUIjIygWi8Wampra2tra2tquXbs2OTmpmgSA9tlxnFQqlcvldnd3s9lsW1sbmgjy4zZaAPoajzYYDIJvamtrCysvGPTX19eFgyFOTDiuYXEizoioYpIZRBKb3HFfFeehb7nnU63TcAX8oWAgDEUjBJ6XlHIPvaaUEpeSUjgOIOhmY2PM4Fyzg4QUwnVd4VYq2Bg2PFi/GHk8puOQynpXp4Y8lgfnQfVCjBgjg+MVT9irl01JKVzXMQxTjV9XK44rDdMTtLycM2JSCEFCuq48ZCOJ52FQIo/pNbjFGaOql+M6jhTEGGOSS0FCSuNwGgtJxIj0n4eIS0S8Mh5OrPLOo3XOYUvubaeY1dNXtU+IGr0pw03XtjUpVqUikNwDIkJviYF3fggqEqLo/6B0YBSgYzV8cPZG2/rUOCDK0IARZxhGS0tLMBgEXPzmzZvXrl1LJpMwG9VFQPP19OlTVC6j+rimffOrjgop45GRkdXV1WAwaNsuY6ynpwu4OWUlGWoLkSDinIRknEhYlvfAWNghPw94Dke8X0rXMDBviOQybac/R4YSkePYMPkdp6x4DKtqlxkWZ5JTxW8WxBBj5ERkSINzgyQJ131eQW8aTJAgSVJWTC7OGDFilTCuSrBg26jmEPsFY3Zd6TgusedJDyB8dCXGGCPi0hWSXCaYYMIgwzQMkpyYkLaQTFiGhwzCKyQ5iTKRwZggyWt+Mm5V3vNyP2EYMPayTvE7RNsAmwmdBSqsN3jxw1jdAGkolUrZbDabzcKN8Hq9Pp8vHo8rasRfQX49FYkChqdPnz5+/Hh9fR0I5KGhoaGhocbGxpcBVbyZG66exh6PJ5FIQEcD5Xf37t1bt26l02lsQpycqORHOzcgIY5Ht6PobRhj7e3tn3zySTQaXVxcRMqoo6Pj/PnznZ2dyCMrRCGT1f3DYFQa8rmx9TI/90vVZGFU1aFcXZMxw3GeszfqFYEqT61K1ysxZctkpDwgCTtdkpRMCBJM4mflP0QkXMbJIE6cG16PIV0hXelKYXDOiJErBEkuSXKoJiZJGnsNKLnXZ5YkdeC9wYG1QjzHIKpEK+S++YGSMiRnjIhxwyB6fl2DGWQwIkHkuCQEcUlSGtwkRxKTJPf9ZFT1rff8lIwkMUa1P4Ukgg25N7z8vvVuwaweXTT5OoI8gQ7bUrK9vT03Nzc3NweWaxhVSKl3dnZyrZfcW1WXb11FKoOoUChMT0///e9///HHH9fW1oDC+eyzz+B1qpDcm73b/VfDblcHl9/vB+dNZ2cnlPXt27dXV1eBE9RZ1yAvWUB24EjUPVqW1dvbG4vFMpkM8DdoXgYfX+H1iPRNWxUE6l72Z63rJ6nyV7skmMENRoKIBAkigxEziHNTkDSIEWccwTNYdsyQTArHFeSa3CBumNyUJNSVBUkpmGRMVL6WXEnkuoKRyZioGITEBLPJMcjgBiNGjHP2fGREjJsqGMCIcWJS3UdFG6qQpXpX9RQhIiqXQYGhP3FyHOHx7NE9gogAEWAwEp+rUumQ69qm16p6y4YkkqDJqAzEOOQnq/3JGEFFwiTW/gMn4eXX0GHr7W0bFgr1pVAfag2/wW9RSRtwO9m2PTU19ezZszt37kxNTS0vL2cyGcuyAoHA1atXiSgSiYB35uVBpseWt64ilQuWSqUmJyevXbt28+ZNdD5ZXl72+Xxnzpzp7+/XtcNbFXVeqZkNBAIoVwiFQvF4vK2t7ccff3z69GmhUADpVk9PT09PTyQSUX1QaW/BzMvOdZWJEsVtIDn3+/2qPx9QLJxz15WGwUgSSRKChJBCCClIkPD4rJd3swURB1xI/0kkiCwvF0RwpLkBdUSCiFVc3EpG1iVikklmCEnMMA0ybOFKRzDTMIgE41ySSy4J4QiBA92VjHPGOREzmGlwoooKNDgReTwWkyQE2bas2n2cGHFGQhDTTSpJTEpmMKfaVxZzaBomEQl5cAjb46ksaYSqDIOIk+nhZYdIuziyy0wSCWFUVADhv2SSYVr5gm2aBmIqjJMUhitIuMKyXmGJSkIinOS+OGXFhqXql1blfeO9UV6X2NuO/M0KlGOhUNjc3FxYWNjY2Pj+++9nZ2fhcaJOH44257yrq2toaAiN1H8Fd/utq0jcvG3b6XR6eXl5cXGxXC5DI2Sz2eXl5fX19Ww2CxK6t33DssojrQp11SkEbYUGNc3Nzffu3VteXi4Wi52dncPDw5988klXVxcqfI93firg3vOpN0041DoI7jltn8sBT3Mc17Ud23VcVwrhOFSJ1r3Kz4qbW32FS0acmCsFCUaMmYaBNKwrHSklY5Ixo3qaCMYMxmSpZHu9lml6XNcWgtBWwHVtj8eDcVZvRDLGYZJxg1SAX5kJrl2JD3LOjece+vOtyKtagjFGTAjhSPa8Skfx7+o0TkqIqFS0DcNSBaYIWtnC9Xn9pAjnFVRASpNXniaSaeoEVZ3CVAz0+agOkgO7gctqxk03apnkRMLv93ODmcwwDI7guGHwao7q4KX7VrfGYaJa+GJ7vqUCWcaYbdvJZPLBgwfff//9o0eP5ufnV1dX0c0UmwJok+Xl5e3t7Xw+r0/4W7Wufo1YJG4AFpmqOQEjtGKoVuzwSKfIKvm7+mU/K+fxvF3SWsWqF6E3fT4fIEHxeHx0dBTcfNFoNJFIdHR0qM/WpNJ0YJc+eLaXho8dRIjLOXaLV0ohJUHd2LZrmYZktLWV3djY2NpMJre3y7ZtGJYjHUHylaxIJqVggkuu2ZVcMBK2IxgxwZR1yYQUrIrE0hSqFHSA0iVRxbLsESldfI9hGIw95zTCNuMGSSmErEC+vabl9/thDvg8lUJsLkl5c1JKKZyKW7xPdHJ427YLhUKxWC6VnlOUMzIkq04+4+qygipbXQhhWF55+CKSe2X/X2uWVs2LOJKllEyq0hrBBCMmXNcNh4ON8aaOjrauri6PxR2HDAYcw8FN3A4bpIplqUYLRFQulwuFAhjaVUb4GHqtxiB4ycySjt7ToYsKwVND1SyEWFlZ+eqrr/7617/eunVrfX1dSlksFmW1hwrBgajGwb1eL8iJdS7XtyRvXUVie1iWFY1G29vbu7q6tra2wMWNflKJRCIYDOrak6p5LiICLz+m462OU1VtNzU1oYgND6ZYLAYCAYywpjcTVctmlCmqOBrUM5Mv6jFSI4xxktIRtLKy9vjps+np6Y2NrWQyWSragqTr2pIzyQ5QhlKyA5UkLMG92e0Kjr1i5NCedrVCHkDYsf80Um/QYb3VFDYxiVhf7XuIHNPLhaiwQwb8fpDjBgIBr2lJKaUrdH3ESTjlEu11UuESG5zDribGOGOO65aKxUKxmN3NCWIkpIuJdxEClUSsZNvgxGTMIM6klI4gyQ3B9nyDyn1XDgcptGyQrMmM4z018V7tPZUgJQlJTEoJdDlJ6XpNKxD0xWP1g4ODFy5cOHVqIBwOcH6genzhmtlDQ+W67s7OzsrKCgqrwYuK+vS3ndlQ49G/BeaRIsWo2QhgC7Rte3p6GlG4tbW1Uqmk1/gr09WyrL6+PnBxKUX8m49FqqlBP+Lf/e53Xq93bW3NMIzOzk6UrKHeVgmI/9Lp9Pb29urqKuikuru70QdZXfbNPm/9tIRti5VeX1+vRqVOaV0/KgcEb6sZEqt2LjzMUdIBsQSQNsly2V5aWXk0NXn/4WQ6nSmUio7tVibTYAeDSFw68HUpqu/XvpMq4FtkhLRyN8YlHWwN6QEB/a/MNKiaFK+G+gRH5aJ0pSuIhFG9O5ccbgnirsey/H6/44a5yTgn17ULjAshXNsRQlC1/ooxJh1bSpcJ6ZKs2LmSBCOTcUcKcgUZ3GTcJemUyiXHla7tCiIhbBiZsoKqKxbKxXKpWCyVbJuo4v47xMrE3Epyf88xg6NFvaKsY7yiv/OwV4g4RzCSoB5dwiWRAReScwp4favra8RZOBrp8/eYZgUN+0qi3C8sRXTX+Omnn6BrWltbx8bGzp8/393dfTxD8pVEb9NEGur5sNQzFpJt23Nzc/fu3Zubm1OVeAoUSURgTmloaPjss89OnTqF5qa/QmiOfp1YJH7xer2Dg4OGYQwMDKytrYGZdXBwsKurCxpEHdOu625ubv788883btwAl2dTU9Nnn302Ojra39//9vAHpAGqlROtD6ymX43U+sPpAbL9bW1eIKjFoEpQXzDK5Qvzi0vTM3MLS8uOK8jgUjDDMAzTFEwQYyRZ7U92WCRSkirIee5S8oqVRrqKZJXE9F67EuIIm3RfUul0YqRF97iUREyS4FIi2ey6JFyXcWkYhmUYkrlenycSikYioVAo4vN5PIYp7LItuStst+w6TpkE45wMwzI4Gch5CJLSFa4UJIRkgoQg7koXSklykziRlCZJj98rBYbEpJSulFIyQTKXLdi2XSqVC6ViueSUHNt1XSHJ4AYxziQX5DLJJQNISZCUkgkuuWSCSS6Zgb9CVeM9+vvxOl5h1b9ibpgkibS2lLgGkbAsU0i3UCgtLixPPno8MDDQ2tzi93sN65ibHgqoWCw+e/bsq6+++uqrrzY3N0ulUiKR2NjYQO0gSEbe3vYhrZlzZT0c9HUK+QvDkKqdyxSLqOrvhNR5XV1db2/v6Ohob2/v1atX+/v7QQ3160Ajf6XqGjy/eDweCoW6u7t3d3eRG1F9+PTgRalUevbs2Zdffvntt99ubm5alhUKhUDg3NTUdCBR4Bscqn7ZGhMPIqvkqTVRfIRTUeuNf6qC7hewVbsOmWgJXdE8uVxubWtzJ7tbsMum5SHDtF3XkdJiUrjiQIcaCZaDHHBd0/Hn98CMyj8Vxl5yyURZY0bYYzay5ykOlXYVrAIyr0ANpWBETBInYZdsy2CGZK5rS9f1MNPv9QaCHm+A+QNWJBQNhQJer59ISEe4ji1cEq4tbSGdskR6ibvMZJKRlC655EiHCeZWYd7SkXhFcmlxiwzikkspy66LxyiIM8YYZ8D2+H0en98TdIO5Qj6TybpZ2ynbUnBmWYw4l1xCxTFW/QngFKv9ideF/gqTjJGrpdGqcVpEeyWRRPGQICIJpIIgyQwupUxnM/Pz8yvLa8VROxx+5eNf8QbgXC+Xy0tLS7du3UKP4nK5nMlkvF5vf3//0NCQconenrAqHS9p6hKk9FCIKg0NPagAto2NjR0dHTMzM0jRoCkeECYDAwPj4+Pj4+Pt7e0IGqhP0d5kwNuQX7Xwk3MOhE1dXR04VqnqwCp3VUqZTqefPXt2//79ubk55Gp2dnZu3rw5NjZWKBTeajxFXVllaXXXXr1NEQjpuQj0p97Z2cEx6Pf7o9EoMvWHfh0JkkzKinUnBFA0LFcs7GZzZUeYlsf0+ogZjixxzplhImnEJEm256d0hWScSar9ybTCuEpem0tOTBp4RZBkkhMwkIyTcKCgBMEmqvxHunpmvGI7EZMCGXMiJiRjxKs4SyEcyTkzTL/pMbkRCPrqo3XhiD8c8RgG81hWldaEC+YaxCUTghvSIJMqITODcUbkurYkVxLjJCRjXAri3CDpcmkIKZhkUgjJuCDiJufQP4wIpY9SSEYkOOMew+SWyZhhmianiuHMbOkYBieTpGSSEZecOH4K7nKCfuVEkpHBKghKycgAYJMxwu/q/ZV3cvUpEkbFdpSSEZdSupyImCgWy4bBODHbdlOpdCqVKpfLx4hF7im+dJxcLrexsQHedbyI5pQ7Ozvg/XtLG0cXmH6s2nhjc3MzlUolk0nGWDgcRlePmiqySCTS398/Pj4OPiHFWzo0NHTmzJmhoaHu7u7GxkZ0l1J+mzJoftvQcUhNOSBMKhWmrGEPK5fL+XxeET3hSAG1KlXzKsdOah8mNVAG5UHrh1UN/oP20nGjsdTDhw93dnaKxWIsFkNf0IaGBkU/fqAoFYlfpJSFUjGVTucK+bxdMokkM1xJnKTj2MB670c7khC1+MfKT7zOBSMuJeJqyKlWXidizz8rhJSCuZx4xV0kwYkLxF2RGWeCS+6Si99dYlK4SEkYkki4hiQmpcFJkiDGLI8VDgbqIqFoOOTzWx6Dc3JFuVwqlZCcIaRo8DsC83hBkmRUdouCXGUXK0CSlMx1bdeVUrqMGXDMGWNeyyeQc0fwlAlXMslcKZkUtmFY3KBAwC+lYFLKQskuC0EulyQR66xGPMkVFUuQKm70nry/hP57HhuVjrv/dSAiXZIukZSCCSnJZZKkdLnBHeFYhskM7pIsu8J1XdsmzyvuSD1dpqizVI0WnLNgMBgOh30+36+gIlXFS7FY3NzcRPHuwsJCKpWybbu+vn5iYuLixYvoAadQbh6Pp6ur67PPPqurq9vc3ARNTEtLS09PT0dHR2NjIxoswxlXW+/DcbSVqAirbifr6Q78CT1DYrGY1+sFatTn86E5lOpArfCDbyrTrWMUEOCv4YhU3oGssrEqXnG8vr6+fv/+/f/1v/4XWh43Nzd/+umnQoixsbF4PH7gl0ri7LkRSVK6qLsDUJabFmemI1B2AnXsMknEhECKRvtZSTLs+ym5weg5HFIVJxsesxKPlJwqMUTOmJCua2A+JKr5KtByYUOpdxQAAIAASURBVBl6OsIkTsQFE4ZkkhkkJZOCEzFpcCEYCVMyJl2DC6/XioT8kXDA57cMRm6p6FZjvARIuONWYFKVSZBQkdIVkglb2JI9Xyqcc8b0wwyQciFxF9xEVFTD6QBww0kKSdIVwuPxWH6vaTCSLhEr2wXOpBSMSxKcmOSuITngnbLCfyaZ5DggichgXJnMnBFUIUkGALwkSVK9ToykENXSH1idJpHLmGkQs22bk2twMAoh5SI8JtcjyS8UdUIjsAOUSF9fH7qBo9kceOp+HZLHfD5fLBbRDGpycvLWrVv37t0Dj3Uul4vFYru7u7FYrL6+3uPxKHwS5zwUCo2Pj/f19YEOGUogHA4DLAizFKgSfNGvRn3066VralR+TRxXz4FEIpHBwcHR0dG1tbW1tbVAIBAOhz/66KOenh7ELvVLQVWpNIvKmbBq11DV+xzL5YUDPrCofv+wa24nk8lMT0//4x//+P7773d2dkzTXF9fLxQKPT09ExMT+Xxe0dtA/6q7KNvC4/WRJGLgFkQ0W3Bu5vNFSaZhWK7rmsRE2TFM5iJXwjgRMW5IeMf0/CdjjBhnjNfGItmem3KlIgbH/xGRy4gswwLMRRLDcVDJVgmt1rn6AU7MMi2HXBKCgU1RErlCOLbpsQIBf30kEg0FgwGfZTLhlqRwDc5IOLZto85MVluW245tcsPj8ZRKZcaYkCKTz/j9fqdcFtLxer3YSIFAoELlTURSsirKRrguI5KSua7risoka6cvE0Jwy+SM7HIeHWACXh70x7x+306mUCiUJOPMsEqusMsO8JamaTIybKdEbgXm6bouKOmYxI0+jz8i2SYr+S6q/C4lSckZScF0tU1MCFlZrrZtO47jlm27XGaI5hJxBpt53246aE2qNvGAx507dw7t0lCU0dLScuXKldOnT6Pz7atmOx1HQH0rljfXrbwiROUVIYRhcNt2dnZ20EhycnLy2bNnqLBeX1/H+i+Xy+l05qeffu7rGzh16nR9fQOi4SqWFY1Go1Vaz8NQqPv35m8e9POqwhgLhUJ9fX2fffaZz+dbW1sDUvRPf/rT+Pg4ugYrY17/1IGxW6UT30YiD+sd7n8+n9/c3Jyfnwf2gqoN5DY3N9PpdCwWU+obMZTKZ6Xg3BSShOsYnFzXNS3D4syyLC7Bw8pIci5dWCVMpaGJqBJQw88DoHmMAbj3fLw1g6/+KvRFxt0qswK4FmSVJMdxD5wBx3ENg0MVCddlJDwGNy1v0OcN+f2hgMfr4cItFR3BpOTEXLvSCQOqYU9eiwtBslgqVoJNUgjwkIvKkxVVgUHxHAouRGVVcOLcdsXzMtNqTEYSSSYEr2SVK/PIuIiGAowxzmShWC6VirbrMmaYXk85XyBmEDmuAP0aCrVdrgjlAHPCySGR76pOqPY7q+DuBarrKx8VjDEpGeNkMO4aVVdKTazQfh69cLnWVRxBwJaWlvHx8ZaWlkwmUyqVotFoT09PV1eX0j6vJJpNUPnJWGVRua5rmgbnVC47W1s78/PzMzMzs7OzDx8+vHv37vr6OuphAHLM5/NY9mizgX++b5wdB8p7pyKRoWtpafn00097e3uTySQReb3e3t7exsZGquK/FPljTRNX3QevUYtQT2/WMWeKkocx27bB2qRecRwH0HeVxcOYtVhqxVLgHFG257rgsO+Ft6aHRw8LMOlY54OvU/1FB3UeWAV04NXwu+s63GMYpimF6zplkzOv1xfweaORYNDvDXo9nGS5VHDKJekKzitoUsdxYMpBRYJsGPmxUqmE54sNZjEmBXMd6diCiErcdhzHMATzGZXqTFcoH4K4Q1RWKhIAPUXBoGZM3SnnPOjxcs4tw9jJZmWmUHIcktKQBrmuYDYRySogVAjXdV3G6cB5OOxFg3GFATjsYeklQ8dYiuqamItgMHjq1Km+vj7UU5qm6fP50KYYNTavuM7xFc8LyTlH0AP45XI2m11aWnr8+PG9e/empqampqZ2dnbQ2hcPWl2qUmikha2qGPv3Wt47FQkTA1Rp0Wi0UCiAo7tYLELHyWpR1/68jVqCWBzFYhF4K3QOAMH1m1KROiUPIuLNzc3d3d3Pnj1DUDkUCrW0tDQ2NqJ1qq7U1BVc4TKDM0ZSSuJMsX4dWPAL4ZzvL5g7RtrqwABITfBLj36ola10DawzziQJ1Ha7FmN+jxUK+ENBfywaNhhxko5dcu2yXSqKKmEEgh7YQvrJodpG47GWSiXOOfd4oEnhleMNilRV9bau1k2SYwvU1ZCm1lUcWS2SSuZNEgnX5zEtK+z1er3WLt/h2UKxXCowEmDCYBphPgpGD1u3R7yuHOz979wPMjvGUlRhcax2haOQmrDj8rHCocYvIFCWkorF8ubm5srKyrNnz+7evfvo0aPZ2Vm00gSigzTKmGAwmM1mgd7r6enp7e2Nx+OGwR3HrXbXOHR9vnN571QkCBlVWbcyu1QsT+k4VaRI1VWinNydnZ2NjY35+fmNjQ3XdWOx2ODgYHd39xvscaHKTrEO/H4/cK2ZTAZ9ShOJxMTExNDQUDgcVotYbRi1sR1Hck5SCAMhVM7Z3uLu2gf23NMjqf13/2ksNWrJA0S46iLPVSGR2BM1e15Uw55fX6rMOxGZBuNScCENgwd83kgoGIuGA36fzzRdp1wq5V277NoOr1jcjuM8T4iRZkCpNrCqFFcV72MNqF/w3PWdz7RWtPrOUuPXbTQVGxFCcC6kUzZN0zI9RtDLjQg+v5vLO0w6wpGMuDAr/OeMc74ncgFRsN+DteQhRpJSmroJf7ylqFYL2n4o+jJ15aPD6y8jGBoi+5xTNpt7+vTp5OTk3bt3p6amnjx5srGxkcvlyuWyz+dTj1Lt5UKhgFYo/f39V65cmZiYqKurY6zSHeQ9l/dORZJmqqiQk5TPifWVUaDIrvG6KoUuFosLCwvffPPNrVu3FhYWOOfxePzSpUt/+tOfBgcH3xTPnd5jGoZtV1fX1atX4/E4+hrG4/FTp06dPn3a7/crFrUaZ0pShdmFGRY8OYO/wCSsbKx9ZY50iKN3mNQEKCo3xZhwqUY/6i62bhNJKZkUpiG5lJZp+r2eukg4Fg0HA36fZdrlomOXnHLJtcucKlRrnBtl8Zx/EFFIZRIyxtDPGpxXhmFYlmUSmkBUzjav16s+omMPcEeuFAzpqqqBX2O86+FjDMPgJIUUjmSM+UwjFglyItM0t1I7UgpHCDI5J3JlFX1Be6zpFwu+eq+jLaXEv55XpB8eMHmhsGpnWhUnUfwO+uPGV7zq+tcHJYRgjPL54sLCwt///vebN2/euXNnY2MDaGW8B6UTpmmCk4WIfD5fMBj86KOPent7x8fH0S/eNE2VCHrP5b1TkTW1wDpdHRxtJKbZ3np4mBhY9LlcbmZm5ttvv71x48bm5iaocNPpdEtLC5oxvJFxKhWp8unxeHxwcLCjoyObzdq2HQwGY7FYJBJRvR6JSEqJ7hTZbNZ1XW4aAX8kEPB5KoRHz0u/j5gfosqxjt3PNIPx+dQdFCDThUER7zVhsHWZlCQVUkZUIkbaLTxXkSSkENwgv+UJ+z0hn9drGOTYZadctovSsZmEhhFMAj7Dg0GfcrGh7KDO0K5LhZghpmnyKssL8p4IWSjQmDIhK3acW2kbiRd1IlioDOj95yqSScYZR3ENI4OZAY9FkaBhWfl8njG75Ejw/pIQzmsEzfY72pVIETFdb6r3vNKVcY8ITyndXRNzfE0tTBV3mzFGmUxmcnLyn//85+Tk5NLSEmlpMTwX3eRvbm4eGxs7ffr0+fPnu7q6Ojo6YrGY1+txHERITlTkq4vymPQm98pSgD7S0xo1UFLGWKFQWFtbW19fTyaT6MW+s7MzPz+Pqv43OFSMkLQ0eiQSCQaDDQ0N2N7wHxFcw+opl8s7OztLS0tLS0s7OzuuFH29pxoa6hNNDfWxqEoBHWZFMkkCkOZD6AD2/zx6ntXUqeszxsjY46Iqi3K/6cRICMc2DdNnGn7LMonscrHsOtK1OSeDM8tgknPpCiR+GZN+r8cRUvli6voINSLAD5sI0auAzwsmsZqZUa66zsIpiDlu5cVKfzHt+rgFdQK5rmtwchzXsEyDcyGJMeImBchijAX8Fg4BSUwyAmBdciY06+yFSZsjnsL+8+Z4ixAqSSlEfX50C/rYvrY6RtUezOVyi4uLMzMzOzs7qJErl8uK4QWDQStmcN9OTEwMDg42NjbW19cja0RElmW4rnQcgV5JB33vSSzySGH7yBbV70fgeBSRWj6fL5VKqLgC+6aUEj0Oj/jSGg9Xahh19YoeOdK1M17fH+vUARmlUimXy927d+8f//jHzZs3NzY2QpFwZ0fvv/3b7z66fNHv84TCYSJCOmKPtyuElESuAJnPgdOilAj+oYa7h6xME25olLT0/L4skzMBBgoppBBSSCFISoNJIhJSSJLEwMtAhuRBvy/k8/g8Htd2MuUdTsLj8fg8lmUaXEohHads22VURknGDdt2uWnh6SivMBAIZLNZIvJ6vXheYC82TdNg3Lbtku14PB7HsXOFIhEhcKEIsnw+wzAM4pIxYRicqjXCKDJBjk4nuRHVrLoUTsBjuMIRtpTMIC6lY0tmekyzLhKWMlvOOo4rBRPQz5yYs9fAP1Ah6lqvwhSJAK94niySwsXbARFV/UJedafsD1srY+JVL4WMqGVZOK70Uj/ODcaYx2MKQZZl7e7ucs7RvARVcDjtIpGI1+ttbm4eGhoaHR09ffp0T08POkSFQoHq8JT7xd4/kvUD5D1Vka8qunbzer1NTU3ouQziXp/P19TUFAwGj8gU094YKO1T07TXinnVYx+WSyqVunv37o8//vj48ePt7W1uGnOzS5FIqK+3e+jUAFXjDCqkIIRgTEhR2flQZzWjrZkH9Uutxbf3WK6JRVYMWBLkCql9pAYxUzMhFomw1/AYhiHJJGlYhmF4LINzg8gVZccuFfPFYt4p20I66BnrOIIZZqlUUolpFJZBTQCHgLkql8uO4/g8XpWFU334AN7SbxD/BG5cJX/0xI5eKKUVF0jXdaXkXNFPkCQuJUmvx/R5TI9huq5NAoqRS2boMZDD5n+PFf/8tKqeRc/z7Hse0/Ec7TcleByu6xYKBcwVjhn0N6fqsYQwF2p1wuFwoVBAN5FQKNTQ0NDW1jY+Pt7R0TE8PDwwMJBIJFAR9/6YhMeQD0RFQvAkgsFgb2/vxMREuVxeX18XQsTj8YsXL46OjnZ2dr7qNQ8LCx4DZINk3/Ly8tzcXDqddl3XFS6qEcBbZZqm41b6BSuYtFJKjDHOGUmn+u1HZUKr4UR5INE/Y8x1RQW1s6fI0mBCMtqjBQ50Ayu5DiktJriUJF3ODK/lsSzLICmkk8/lyuVSvpAtlQqu7RCKCBkj4sQNwIl9Ph9UG7xgNMzQPcSaxPdz00zT2gqCDoGKhGmDbS+q7JN69gZ3wZl0hMAeQJmjQn8HfP5yyckVSqVSySk7jpCSGYZRiWMe6GIfLM+h5XtUJO07z96tikRQOJVKgaGVMeb3+xsaGkzTg6SKmsloNDo8PHzp0iWfz7eyspLL5QKBwKlTp0ZGRk6dOnXmzJmGhoaWlpa6uohah79p+UBUpNSwb1CR//7v/97R0bG6ugrKvMuXL4+NjYX1lvV7ZX/br6PZwl/ViiwWi6B9RnSyEh4yDcv0ERGKECzL8nj93KhCAp93ajRM02BCGgbT6wgPg9TpW+6wQk9FVkRaGJdLYoZgzKy5Du2FaqpPmZIc+MvcUJTXtl22bTuV3LbtcrlcdoXNCaSzUpD0BYKsilVA+S1VIyQYLfaqZVkqWy011E6NslOKlapBSbCmY7QwcGCY68TXak4MxqVwiHPinFU6PnL80+Oxin6PP29lctJ1bNt2mGEKYR2tIg9Amx6iImUlqf0GEilvRLLZbCqVun79+q1bt7a3t13X7ezsvHjx4sTE+aamJtPkgGARkcdjDg4O/s//+T+7u7vn5uaKxWIikRgbGxsYGGhtbUXxNbSq68oq49m7vbnXkg9ERSqBM5hIJAKBQGdnJ6Dj4XC4ubnZ5/Md0QZo/+sqe8C0LmDqT686MABZgCdPJBKZTKZcLnMyvF5vfX19Q0OD3++vRH8k5fN5y7Isy/II4qZFgikVaexrTq8UlhpbjRAdmt7R/l15Sff+pIb70cHY6nulkAHGPIbptSwuqZjLF4vFQiFXKpWKpbzj2LAfQdMAKmquAT9hL1NVu8lqvbbq/0VEtiMcx2XclcQdNGJA70BUPXLO0E+MiBuGYZqymk7BsCvU41XlWxNKNgxDVjrdc2aAPo44NyQzOOc+j9fn8VqGyYR0XRcdGYU4yn6U+wBbDMhHVvu2N7Pc35xkMpnbt2//v//v/3vz5s1UKpXP57u7u9PptN8f9Hq99fUx/bbq6uquXLmSSCTAAhmJRJqbm5G6saznnMDVbuZ7inN+c/KbV5EHaj3LsmKxGOIgiP0DKfaSndJg6yFeBiyFx+OBycM0jshXGifWSiwWGxkZWVxcDAaDGxsbltfT0d5z+fLl/v7+QCCgLDXAAy3LMl1pWJZ0oREqKvJAUKQ+eF1UoKDGv6upP3keIKNacI/Q+pvXqEghZDToM7khpSwUCplMJp1O5XI52y55vV4hHekKzhkjwzRNy/KaJkefClbtlaZw19CJwPTgnzr/CFABygxElkCZk3guULgqtSr3dphSilJ9Y8VjMAz0tK1GYyXnXHKSUpqm6fN5vV6vYWTR1VEIwYkj96Jm/kArsuYBSdofF2aAbj0fyTuVYrH4+PHjO3fuLCwsSCmBnAuFQsPDo/39/eFw2OMxESkRgjwe0+Mxe3p6QLAmhEAmhzESQrpuZcEo+/FERb5L2RMa1wS5TgUhphfVGCjt6TjOzs7O8vIy2lF6vV6wHzc0NIA1HQXXr2oIQO1aljU4OCiEOHPmzObmpmGZgwNnRkbONDc3K31UtitBOkNpk+foDRJS1JiQ+50+ndxBqcIabbj/9co/hcP3XrByJFQ0SOVLgalkTNq2Ld2Sbdu5fCaTyeRyGdu20cDLtLjlsTwey7Isy2ty02AGdKWlyg318wbGI7xjWQX0QCFi6qq7juMV5ZUrZk8VW8ArirOZVbubqtusxjAMRxA4kXi1NxmXggkmSRiG4fP5UOBcdF3hMuDH9Rp5OjwqXbHuaR9SSs8K7i0xeoeKslAobG1tKYIJIsrn83Nzc+gRVrOSiZjrwjBnrlvhVcDeUpaj/qETR/tdilp/esl29ZlxRLXwYqlUAgrkQFHas1AoLCwsXL9+/fr169PT00QUj8d7enqGhoYGBga6urrgFL9qLaOyjBCyKRaL6XSaMebzB2OxGCgLLY+PiArlYrFQZoyICUaSk3CkkJJLcpngLrmk+upVr0x7jwqlImvUn14to0+dAh4SERNSkmSMM8ZElcGxwltAkssK4rpivpHM5bNuqZjP5wvZXLGYRxIZWDnL4w8EAqFAwDRNSa6U0rUd0+SMSc4xHgfGnetWCJAcx3Ccsuu6QjilUtEwLMuSjuNIVziWZXJDcklCuq5bAdO4QjDBhSGYKx0SzDUMgxgxLjnnhsmIyBBI9QhiTAiGc0Ya0uSG4K7rkiAJD5xjnjgnxokz0zIsy/J5TMuyLG45JEmQULFg9hwoejAGWoLvQT7XfHt4oCvUnXr48h2qSL/fHwgEIpFIMpkENg5OGKDEUkohSAhhmgoczqoFwczr9WL3OI4QQliWyRipV6pewm9VTR5TRT7nVqmK6qGhy36HVLzpPuWqnhf/1M0HhcTGn47Qj+oWOOfwOP7xj3+gOAfW6J07dzo6OsBiOTY2BkUZjUYZY0izKENGHwYQeXoqFuE2dEZtamoiIiIGAj7XlZKo7JLX5yciIR0mHZI2SUFMEiPJSHASDlE1mV215mCPVHkM0bVZSCYr/FuSIxzGVEMCKaVwNApbrTKHcRN8BSj9dqlS9myZJpeCkTRJciJOklxHCndra8O1S8Vi3i6VhRDcINOwuGFYhmUw5vd6LZN7PKZpevL5vGWZnKTXMjOZTLFYDIfDrnCLpaLHY7qubdu245QNw/B6PY7j5Ev5gNfHJAnXNgxTuLbt2MzlJjeEcKUrTMNynbJwXK/lk+QKV5oew7GLls/n8VmFQoGEaRhGuVjw+/1lu+y6rtfrdxybhPSYXrtcNIwgN5iUruvYwiHTYIZhcEmMpMlNx3VMg0fDkVzBzhXK5WKJc49hmFIyyYSUwiWXpJTkqidCEqUOvEqjS1IKIqHHIiuGM0kpBSem6mir6fs3tjXAI0lEAFShM7PH4wGOR0WEYVuYpjkwMNDT05NOp0OhULFYjEajo6OjFy+eNwxmWYaULkjhOKcqhUJlvyv4t2nymsPiNTXjvmIx4pxcV6rUgO7Cq99t24WPD96N15RjqsgahCDTiqn1iPj+MNn7EHY5TGAZ5fP51dVVUGAAfI4Xd3d3V1dXnz179vDhw/b29omJib6+vra2tkAgQFoHHhAj64YbYHqH1cayCgskaYy1TFZzJkI4zCAhhGBcCDIYYxw8kFX2PqnSNQaRIMaZ2AN4dJkeZ3z++Cp5kr0jISJXVkwiyUgoc6fCzStNIsYkl+TaZbtQKJULhULOccsOMteMIWxrWabX8nDOGZfVSKJlcm56PGWnZDtl2ymX7VKxZDrCdVwb/y3bJcPk0hVuEUBIWSqVpElO2SazAsnkLpeGqPTPk4JIIF3OKvyYQkpZtkse8grpFotF0zRd1y4WJecmETEpSLhSMukKIYQrbMcmF1SSBjHBmDQNwxCMuY7BTdMyDMsyLcuyPKbpuMQMQZw9p/TgRK724KqBCPwN87mfFve5A773lTe6L9ROLBQK8/Pz6+vrOzs7nPPm5uaOjo6GhgZW5fEDciMejw8NDX3yySfhcDibzTqO097efvny5c7OTrTTomqEdz9M4u2JmhKtVpaUCnFdSVUFrYxcUrRP9Gb4KF9ZRer+LGmxqudACsOgSpvm59WEUou5/DqT+6oC4AgUXKFQQJ01QmNYTJlMZnd3d21tbX5+vqGh4cmTJ8PDw6Ojo93d3c3NzcFgEAkWqpKf014sy+HfLA901LSEC5OSkUDlNAOxd4VModqygYg440Ss8v8SjbAE8C+A3KA9w/OtaRBVPwvhFY7YassgRuh5BWEkeKUcXDqOWywUcul0Lp9xyiXp2o7jEDHiBjcMw2OZHg9KzRxXOk7JcB3JSLqSk7RtWzIqlsqlss140SXpOE6hVHZdN1coGpZHSlkul/1+P2O8kC9ID5XKJUtaxCvLzDRNAJglMyrsDKwSWLCYxTkv245p+bhh2q4wPYbX61dxT+JMMhJuhbCSOHMFg4o0TEZ4jxCSMSG4xzQtw/R5ecDrCXh9dlm4xIRbeVjVpcw4e86loj8RTfExFcQl5VrJCimGHoV8g7sDtyyEmJ2d/eqrr+7du7exsWGa5qlTpy5dunThwoX6+nrgB9CXFdhGn8937ty5QqFQLpfr6uoGBgbq6+thBKjLvnFH8CVFV5cQnf4VNiPEMJjrvjHMwCuryP3JAaUHy+UyIMFUZWfRYcmqtpoOSUO/W4HpB27KhoaGpqYmkN/hHpEWcBwnn8+vrKxsb28vLy8/ffr07t27Q0ND6LmRSCTq6+vhdNfMzIurwTRYCB40I4MkY8xAgTDjjIgkI1cKLp/vJbVUmWkScSZJEJckJbmMDLfCUFMLaeIqXVP5SklELhGujK6vULfVekdhcMaJM9exy3Y5nytkMrncbqlQ9JjcJc65KSvwGZORwRhzpHSEa4Gbi9uCpBDCIWHbjk3CcQR6WsG/LJVKQlCxWPT7g0I4uVwBAKFcsSQlgwuPg0r5K+VyEVxbyINBRZoer9/vL5Rtn48YM4RwOOc+nw9NHbSMdhVNyZkk7pLkJGSZoWtrRUVKwxTC4twwGOAMhsFcWxrEq50hySDhEmOMyWoHIl49uqhCfox2QXtUpHpiVQ5vHZr6Jpe0YRjpdPrWrVt/+9vf7t+/n0qlDMN49uwZaKhCoZCilcRZHg6HBwYGuru7YRmgZxRmG4aCSn/9GhvyEFG+c+WgN8Dw70gpd3d3GWOBQKC6B8lx3NfnW3tlFamrOdqb5VhbW1tYWEAb3Pr6+o6OjkQigYBdDbTwPcSFeb1eRKbRFmJsbCyZTM7MzCB5WqkXrqZTYWamUim06Xj8+PHQ0NDg4GBnZyfClKq7G2JMr0r1LBm56HdCxAidQzlJMPtXsyjVqYT1Ry6yEtXkDChkGGPMkHtJIVnFUXye0VYMkYKA0SGq4lo4OsISMwxOwnVdt5DL5zK7xWzWdWzDMBiB40USq0AaiTMhZdm2hRCCkWBEkpUdUSzmSyg6lEIQ54YlK9pclm3XcUSxZBeKZde184WSx+sl4uVymUuy7ZIgV7KK/WIJC9kDyxVQka6sxDQsIYmbxZKdL5aldG3btbyOybkjJCcpiFXT5pJzLgRHOZNycxSPJGNMkum6ruvaUjKDk2WaJmcFUWbco5OicVZpXVN1tGtUJLHnLx+qIpUl8QZVJO4ilUpNTk4+ePBgdXUVdzc9Pd3S0vLRRx+NjIzspwFHBAbxSm2JPXcTFaXWW96OLyWwPAqF0srKyvLy8ubmpm3b8Xi8vb29vb09FAq+ET1zfBWpz1S5XF5bW7t+/fq1a9cWFhaEEM3NzZcvX75w4cLp06cx3QqP9q4n9lDBIggEAoODg7/73e9M07x79y5wD+l0GqEDAFaIyHXdUqlULpd3d3dXVlbu3LnT29vb39//hz/8YWJioq2tba91cBRI6EBz2q2KZNx1JSOJfc73XUc1EtFekTAMZSUAKfneqg/JnseVZCW/I0miobZkUlClRYm2eYR0bKdUKOYL2UI+59glDoPOcakSxjUMbnJuEHEpmRCykgvnTAhhu07JLttuBbsDwZQKIVwXJCMlw8iADymbzQsh7LIr7Lxtl1xXum6F/MmyKneqkcZVcmWOIG46riuL5ZJt2yRkoWCRcNQjMHmFlRnD8Pg8uULREFIKQqXccwpeDjOzZEsupfQY3DAYCZfzyhp2SQD8gxx3pTrrABUp3okVqSo7s9lsLpdTyKdsNru1tYX1rLirSREkmyZjrFwuY4qous1rvJB3uJH1r+Wc2bY7Ozv7yy+//PDDD8lkslwug8r6k08+GRgYeCMtBo6vItXv5XI5m83ev3//iy+++Oc//7m7uyuECAQCuVwuGAx2dXWBP1yf2ffNy4YoOzeRSHz88cctLS1nz579+eef5+bmHj9+DC41RU1K1apV27aTyWQymVxZWZmdnQVTZF1dHZyUV71ZhrZTktyy7ZTKdrnMhLRdyQzuSGEYhiHUG4n0cuOK+1ElH6oMsvLu59yKrKKRq0HG6iat5LUlSM3xrsrFGXFJ5XKxVCzks1nwpxqGwUgI4UgGkA1nnCRnrpTScSphTekapZLjOEI6jLFCqWgYBoizYG8qvjvXdYv5QjFfQMNYznlOSBStC8dxnLLrMsepVDpZVoXVwrJcEAA73krawfBYQjBiTLi5YrHo9ViMMbdsA8fOGLMMU0ppsEq8eC+uXkg94y9EuVx2BEn2/2fvT5/sOI4scdTdIyKXu9VeKKBQAAEQIMGd1L63qXvm62/GbOzZe3/lmLVNd9tMz7Rao9ZOraQokQRJEHuhUPtdMjMi3N8Hz8zKKiwiIarVfE9Bs2Lh1l3yRkZ4+HL8HEIAl5jEGWeIG/hk3c+NbflFGzrrx0BZhAFbP7J+TcMvpznKbi7yszWROqtpmi4tLS0tLU2nU71x/X6/3++r16KxUXujpWH4b7s/NcTWjFmrYd2Fsv75RptMPI6YOlnAOTg4+O1vf/sP//APP/3pT2ezmfd+bm5ud3d3YWFheXl5YWHhTwcbPU0usnvu6URPp9M//OEPv/rVr65fv66Hz97e3h/+8IfXXnttNpulaaodst1i9591fp9utO6hUoEuLi6ePXv2pZdeeuedd37yk5+8/fbbt27d2t3V7hGvqTFpeubKslSdo3/7t3975ZVXnn322fn5+Zab/pN9X9ZtpkGbD2UM3vuSmD0LMjEzGMOa5BRQMfsIQgKMmBirxgGk3ucoIhIBHt6Fxw65Y3cTBURtKInUvicBIHLwviqmxXTCPlgkciaG6H10ziEQUs2sEaPE6MGDsRhChQiVL9RVUXQU+1CrhBNFH9Rb0V6mUFXKxpimaRnCdDodDAblrIgxohBwrfAlCTQggVq4hoOaSLA+TKczxfbPZrPBoI8syoMtENU/EtHeGfHeM4gwsLBOVLcHRiDGGEQkIglYZ0zqjDUSRBhYp4VBm7qBP/FyPrKPcuzBz3wx6wGQ5/mZM2fOnj27t7enkNWzZ8+eO3dubW1NMXC65pVWVbFBun/VCdUkL3SYPakjuPhnHbrFuvPTnIvHHMPxePzhhx/+/Oc/v3Xrlu7H3d3d4XB4/fr1V155pd/vp+mferVPU9E+oZGgeVzVRG17whBR25DbyLTrrj+sRNjNbCrUpr1V0JHDfrifQT2Rh33b7nhyF8SJ0VUCUcTDmTNnnn322Xfeeee999776KOPrl27dvPmzel0Op1OoZOp0Rzlzs7OBx98cHBwcPbsWe2Ha5PcaiYUqtblyCiKIh8MjDExijU4mRbAIjGEUIWqRBNZmNiBiHA0Cq5iERUorcEQ5GOU2tI1fDb63SOr/SJVZkKMzSwhooCybjcKVoCEBEDKw2YQjTEcYunLycFhVc5ijKIkksAAYCxGZgBB1hnWeogg4mxWEMHh4WGIFRFZSyQ8Gx9aY0Ak+CAiELliPgyhRiMjgXCM8bCYiYgztpzoJ+JsUswmBQIZY3zp1UUqyeu0jw8miJgkmXMGDYSy1qENZenznnX0YGuapmmWZQd8oF/cVZ6IisrrNdcmAFW2l4gImQE5Ro6CNsHEmTyxqTMYqdReRmNUthvIOGMrDiLSevHQgCNrLOpDXmTNdwlHrBzM7L0YC0THkAYIICA+ePWCoYO3fXLZ0znX6/VeeeWV8Xh89uxZVW194403Xn/99YsXL2otW69H1+SJbghE7D7yCS3jE+rdVVW1rfc6vPcA1Fq9svS7u7uHh4f7+/vT6fTBgwdFUfR6vZWVlY2NjZWVFaV0aTa+KNVmVVWz2UwTTYpI2d7e3tvbkycqiX7y8ScF2jq0Ty7P8zzPEVHNf9u8dWJSHjlaz1QZp/f39wEgz3OtkGh7fEt4Bcdd/UemG1rq/25J/emGdh3Mz89fuHDhy1/+8vXr13/729++//77v/vd7zY3NxU7qcx6utSyLNOpOEFo2JYONX6Uhj7H1PQOtUkjAGvIErAEiV5iQGmqyiICxP6ozNL45DoD2nGDIlEfaQ8Gfd4JZ7aemQafdHRQo3R1EGsa8MqXxSxUlcQozKAa2xIb6l5t2tGkpBYgBFFijD6U7CsR8QY4AkcvxsYYNaAGJctiYIYiRGPA1VkAIARrxCH3e/22YhZD9FXVfC8N+rBNekjFwVHlZyYxWtNEa2fCRBSlJjNvdR1EpFXubW9QdzAzUAAhAZAYyNjUmX6eh8kMVZVbwNYNlNq7DV0u0nY+ReoebazxrG2HeFP0OZ5bNoQAEDl286zSMB7Vm7ajlPlkWpbhcPj888+PRqPXX39dGXBHo9H6+vrp06eVd+ph0N6fOLoUzm38rjwJrSlo/SFrrQiOx1PVlb1///7Nmzfv3r17//79zc1N7S9IkmRjY+Mb3/jGV7/61bW1tRitVrGNQcQkTdM8z5W5UhOsxpi5ubn5+Xk1IH/6N/rUb/HwVGoJ7OrVqy+//PJ0Ot3e3gaA5eXlF1544cqVK0oh8eQ30TukLti1a9du3LhxcHCgtmZxcXF9fX1paUmtcK/Xa52y1kp2tVDae/PIQ+8pwEZqStTqraysrK+vb2xs3Lx58+rVqx988MFbb72l9RwNVbIsO3/+/JkzZ1Sypk3fQON9xxgPDw/baMUY08t75vilIkfhCD5IqCQUQiTMLEZEDBtG03orUmdnDAAYsgiAaIRQmlqN/ll/nhQFswYRUZCIBAgQgVAEEKhbO9CqVDmbzWYzDiXGQBB110LkyBHJsGrYaKwaI6EAMHAMoQoh6D+DZ0QyCMIeIivIyRIYQ5YMIqbWaTt8mqZZc9JkWZYmPe/9ZDIbj8cHBweTyWQ2LUMIIXCjox1FBGIIgX0VATgGiIaSJAlUJ77RmOgrDkfMklVVJVnqnEusMQZFqO3bVrPLwCik5j+iN4Rp6kbDflFVLFyGKFD7gMxKakZHlTTSO4Qt4Llbq2zuwiM6LPQXlrqKYsgAgHBk5vF4XFVVYp3u/G4O8ZGjja76/f6FCxfOnj2rpJw6w7o4FeX258t6ncBKd/dC2/n24MG2qm/fvHnz5s2bd+7cuXv37vb2th6KWlNaW1sDgPX19eXl5SRJmGtMOBEMh8Pz58+//vrrv/nNb9Q/W1lZefHFFy9cuDAcDj+TnMBnYGWVoOXVV1/d3d1dX1+/ceMGAGxsbLz66qsvv/zyI00kNkjJdqZE5MGDB2+99dY//MM/qOakQhRXVlaeffZZreIvLCysra0tLS0pb1jb9qdubPfNP5PTo3upWlw2xiwuLvb7/XPnzl29evX69evPP//8O++88/HHHx8cHKgR/8Y3vnH16tWFhQXoeMcxxqqq7t+/f/v27Tt37jDzYDCYn58/d+6cXTZJmjYziQjAMYZqChKJI0aPQhyDESPMkQhrDxHgCMpDiEg2AQBGVcvSqBkAQFjh3yQkBgwYQDCADExCSg2pWGhGMUccNg3JgsQQqqqYTX1ZEUTSdkQWhsAcYmSU2DTNsYjE6AMHFDYGY6g4RkIgBM2jJsYOelnijKan8yTt9XrD/iDP88WFhSzLhsNhr9frZ3mv1+v1elmW9fvDqqom49l+MyaTWVVVO9u7ZVlOp8VsNiuKSvMeRTEFK7NyGjxzVTBACGASyPJeqGJZE/qiiJS+SoNP05STljDEKC+GtSgiaGqoo6IxjURnqd/P+0UpWDKzjwyiZGxGmDsQVaibr+HopOlWtGvKImhcSejkggFY6tOUkABgVsy2t7YODg6uXbs2mUwS61ZXV9fX17Wt6wnrvG0u1HhZ+QG0S1g7wTTP04Zln5WhbDf1iR4TOF7G0OdUVfXb3/72f//v//2LX/zixo0b29vbehyrb6FP897fvHnznXfeuX79+pUrV0ajQUMXXZvIV199NYSwtLSkztn6+vrLL7/80ksvjUajv4wX2X7b1nyow7yysvLd7373lVde2dzcBIDV1dWFhYW5ubknGPKuiF2M8d69ez/72c9+8IMf3LhxYzwe53muS/ZXv/rV3NzchQsXlpeXNzY2zpw5s7KysrKysry8rFoZGtFjoz2PDR9Mm4xob8lTRBPS0Dq1Vlh1Sufn51dWVs6dO/faa6/duXNHYatpml65cuXy5ctpY/Xaitb9+/e/973v/eQnP/nggw+896PR6Lnnnvu7v/s7+/Jrq6urRB0wCAoKO4OJhdQAERBHFA4xiJi6mlL33ehmU18jICKCEUSghgpfiFkYAcEACZFDADKolWvRtm9EQlGKL2VWaLF8pAjwEDQ7XPeOAAtwjJFr6YgSyFokJIQoGlVJDASWBFDAIKTWpKnL87yXp6dXV4eDwdzcXK/Xy5J0NBqtLi3Pz8/3e700TftZniSJpbquai2RrZl+qqoqS1+WZVWFGGNZVLPZTL3L8Xi6v7+/u7s7Hh8cTMaHh/uHk2lZluNpMR5PvYeSp4KocGiyBtFgIFWS4YDWkLFOk+bWWkEyYAwSM6udghgFkZxLLA37A0HrY6hmZYxMYDWtcczEqL077uFhw9gENdUmt8/p1tIIlUSEAGA6m77zzju/fPPNDz744Pe///1kMkld8swzz3zlK1/59re/fenSpT+6nrt+nDFGW54etlxPCNg/7eh6xK0nW0Mgmj+1DAY7Ozu/+MUvvv/97//+978/PDzUxL2eEA3lvtHmn/39/aIodFvp2zBLCGItXbp0aTAYPPvss8pRND8/v7y8vLi46Jz9TODXT29lH05snTlz5tSpU+fOnUPEwWCAiCod88iXwEONOoeHh9euXdvc3Dw4OJBGEq+tAn300UeDwWBhYUHL+Wtra2fPnlWA+tLS0tra2vz8vPqVilGATieyNL3ST3FUah32SGOv6b+OMQ4Gg36/f+bMmYODA/2mzrn5+fnBYACdvkM9tN9///0f/OAH//Zv/3br1i0FW1y/fn1+fn799NnFxUVj0NQnHquT1UuTPEskZMaQ9waQvScBClETfxBEmKMooTUCBAEwgPWqFATUjkGwAgjIABTBW7IgUWWtDRCguoBMQECCiCxSt/JgLYgoIhLZNjhoEWGOIXhRkh6OIOpNCbCARMW4H+7PehmMhv25YX9pYX5tdXlhYSHL0szZYT/v9XpEhAJZli0MewujvrM2TV2eWmMQOUoMIVbBQIglERCRJbI59bJM6m9svPfeR/1ZFMVkMimKYntnZzwe7x0c7uztP3jw4M69zTv37h2MI4uUZUm2RGeMcWRNkYbcu9SRs8Y6bS13zCyo+VlCrHHxR0uIYt5Lo0hRpGXhq8hCQuo00hFgqLuqH/YidUqhSVN2KzMnxv7+/nvvvfe9733vzTffVOkOg3Tt2jVtoF5dXc2y7HGMU60jJg3DU83+dlyuDj5h99enMQve+6IoWsGMwWDwSAYZ3dpa/9zf31cj7pxTniHNSmlblIYX/X4/TdM2e6Q8bACQJFZpqluYZ6PMzifwG083nsZEnigQd8GlmvvQx1s45BNe3kbcbYaohUC3gq56mw8ODg4PD7e2tlRSeTgcLi4uDofDCxcuqDd39uxZPT0WFxcHg4F+enPsYLtKPq2V7LYZQOdY1iWo2YAkSdoDs/Uf25WnybKbN2+qRk1RFHoA3L9///79+9PplDTAFgESYTbGpIntZ+mg13MoztU0sQpY8Sws2Ih/SYhRBCMI19OGCu4L2tYPQoY0XsQoCFAH66LZSdY0JDT1Bzh+ntHJnqjIwsKRY4gxYr3BIkfhEJRLglAMEaJdXnQbZ9cvXTi/trqyury8tDBPRGUxOdjbIZSqnFVVxT4450IxGx/uD3r9LMuG/X6SJNrGR0RkxDrVXHQIhtBoHV9AimLCzBLBoNiU8jQfDRJmOLWyUBb+cDrbPzjY2du/fffeRx/fuH13c/fgcFqUs9JXVRSJQGBK71OXJcZZ49IkDWni0jRNo2g9hEQEHKgKI6KARGZCqiUlnHNBfBsht9yXOnciAjWzZ4du6iFPU8s1XS8S2hAVMMY4Ho+1iBG8B0TPcvfu3Y8++mhzc7P1qh69sY/Lxmpk3S7grh3/bEHKRVF8/PHHH3744dbWlsaCV65cuXr1ahv2trXWdl1ptdMYo8pF7WVrkSPP87W1tZdeemltba0sy34/V+7erglqWUNjlDbd/InBdn9k/Ek92tCpW7XnlUbWrRoywGMxN+0j6mBrfkp9sRZ42N7gdq9WVVUUxeHh4YMHD5xzP/3pT+fn59Wp3NjYOH/+/Pr6+uLi4sWLF4fD4fz8fNuI+hT2UUd7OnUXk7YYajpZ0z3YtNBoXrwrD4uIs9lM82Utw4UW4wDAHkG9JIRAwg4xTcwgMU7SNHUskQGqyjCIMGk7iucYQohBuNEaFUYGZGaO2mjNCEigZRSpaYG4KWE38JQoYpqLFKlVDhCxrdoYrPOSqE4jC8fILAQCSJqsk+iFgyEhQmvIWvrSF9948epzL159YXV5sZemsfJ379za2dwb7+2GUPmyqqqKEHu9HnLkqoTgo8+JI+e5a5QRiWQ6mxkr1lpDTjMEDV7KscKiqkoB5CICQDEAIvXSxCzMzY1GK0vLy4sLp0/d/ejmrd39g63dvfFkOvMcGDBUFcbowVmThBhZImNATBEtKyiNDQIaQjKIKIyMzMBg0Fqyjkw0QlSfLd3QVX8qIF/7lDoLvp7q5jmIeAJW2S6zNkrVW5amqUT23h8eHqq60RNMpB7hreOi5qn7bk+9HZ487t2795vf/Ob73//+O++8s7W1NRqNvvnNb+7u7n7nO9/JsqwtowOAmr/FxcUsyyaTiRpxbbgaDAZZlvV6vbm5uYWFhatXr373u9998cUX1f1q8SzS4Y5rCX1FTMP3Y/4ygfaJaT1Rj2vPrm6i9OGXdJ+j3U6IuLS09N3vfvf27dvvvffe5uZmm6NsFII6iDMRVbNUVPD29vb+/v6NGzf6/f7c3Jyi6tVWPvfcc1evXt3Y2FB6mCfz4Ortaa+82wt0AspAjUjAw5UieAhBpqIOCwsLp06dUhSUVuvOnz+/sXH+/PkLvmKXECCIoEtsrMrE0ijLloaDKnFooPCFGEFCBpJAzBSjOCa2JrI6CMDWxqDpQYwQLSELBmaJwRoSJAYOIQKAq5XpSXksDBHW0ysgwAzWWATmyCiMEoFFQkQWEGFmDpGZmClCFAB0LvoCI1sLKfJomD//3LMvXX3+y1/+6oXzz5w5tYYcD3a2b13/2B/uL+Tpzp0Zx4DMqXbIFcUBs5/NYvB5ns+mk7aWbYwRiZZYIiAjGgOI0pQapgczDcTKsvRFWRRFWZZlkBAB0EiNaCJAXJkbLi/Mn1lbubN5/8bte9t7+zsHh7sH+9OSyzISQLAxAlVApdgcbYToAluEXpajM8IBySDZKFBWgRKni4SsJSssQMYYqinnpCVk0jLaUddTTRQijQElazAK1RxMEEGiMDOQAVMXwmU0GFy6cOH8+fO/+c1vxuOxtpPm/d784kJ/OADCKvjEPjrX/7gNqIu269k8te04UeTRyObu3c3//b//5ac//ek777wjIouLi7u7+9YmKyunvvKVL2mLVJYlAGCMyfP+pUsX/vN//rsf/ehH4/FYy0rz8/Orq6tra2srKytnzpw5c+aMUh/MzQ1FIoBr6SnbX44hNWx7wHw2ahB/MdbxtvLVmr+lpaXLly//1//6XxWkff/+/QcPHuzt7WnbX5sEbL4/dpNEiiDd39/f3Ny8detWv99/++23FxYWLl68+K1vfetv//ZvL1269IQjt5nco9noQi9b7Fg3t/Bpv++LL7746quv3rhx4969e9bas2fP/u3f/u3Xvva1LMusI+gwTYgIc7AEFkSQAcSSCIoliQBokIEMx0goSIHAIQSGUEVN9YNKbUeJxCjAEPWk9aBdJbWAHxESIZojqL8S8h4VGZBBuSxRBW0iiALGSSRq97UAGrLWWoEqc/bM6tKLz1368pe+8PzzV86de2Z5eXmYDYrZxADGUHBVQgiLC/Pt3ew61P1+XxMjLV182yOIkYRAkBmImVljxsjsQyiralaURTGdTieTyawIe+Mpa481gXMuy5Ms7ZGzi3ODXp6urq7e39m5eefu9Vu3N7e2ZzMGAI5Qlt6AiVgCkQiwxdSANeSsISJDzhgt+tmu9wfAjDUqVVWxgdRVfyIbebvG8HhDj/bOA0iDEMrzfH19/Utf+lJVVT/+8Y93d3dF5OLFi2+88caFCxcGg8FnmEN8ivHIuPDOnTs3btzY3NzUyG9vb08JHMqyFIE2GaqEPc65b3/72/1+//Tp0/v7+9bawWBw5syZ9fX1lZWV4XA4HA4V9jgajf5SX/MvZiI1Q6demK6nxcXF5557TtXKb926dffu3evXr9+4cePWrVubm5uz2UwBAW2OGTts3tBJa6pW/d7e3tbW1s7OTp7nzz777MbGRpIkVVU9zlB2IZMnciUP13mewkReuHDhO9/5jrX27t27/X7/8uXLX/rSl1544QWD9og2WTvZWCSyM9ZaK2yJNMkngiCMAYSBuKaeEGRhrrVXNJ+IjDW6jzkYEUZAEWRiYGmUDtXcoyE0CAbJYo1EEaiJ1JpMMWE7sVqOqatFwHVlwwcJkQDnRoPnLl/5xje++pUvf/H82XWbZs45DtxqYZO1uaG0l2p2Ahq/Q1O6KkMqEmME74EIGi9SMUMcY0QQNZExxsBc+Go2m81ms2I2m0wm+3uHk1kxKX2IMYYgEq21WS/r9fo2SXqDvkvz5YVR3s8UTuQMbW5uFQVHhlDFwEUUqFOOjqxBQ+iMJSJDCVoUqvFVn0QZ+k/xzuo+UIDEJRsbG9/+9rc3NjbW19c/+ugjEXnttde++c1vXrhwoVUc+bTjT/cfH/eVEVEJA2uft+HR0Px7VfkkOWKBITJpml68eHEwGLzwwgtlWWrCan5+fnFxEQDSNG3Fu/Ujqqr6tIIof/r4i5lIjXz1d4UcEtHi4uLCwsLKyoqi0Dc3N+/evXvjxo0bN2589NFHu7u7m5ubqkBUlmVZlgqm10lsqXy998qPq2W169evqyD6cDh8giPZxbV2a3zdO/SnrKper/fqq6+eOXNmNptpCmY0GjlnDNHxDouae0IR1AbEWDAB2IjxGAFDESNiRKiCxAjaDgiRCcUg1C3WIkxikESiQhwFoW2a0WgF0dSL2tBRzgtBlP0QNFARotpoB2EUFo4CUaRxAyVIgLKaDXvJufWzL7/88nOXryzNLxhjHJlY+arwvqo0a9bv9xNrhERNpGZLFLeg9BaaimrTu845AHZNp5DCnFpMX4yxvdfqbOobGoMMIAwxSoyhLKYS2Tg7nU1ckro0t2m2OBq4cxskbAG3tranMx8riBwDlIU2C0VjDTrCJElMcMYGYtaECx/HtbT1aGw6OPUfT3GIdocm4g2Zfr+vVKTnz5+/c+cOEV24cEEzNiJC+CkqLY+8pD8REdl9ua6iU6dOra+vf/DBB23pdXl5+dSpU/1+v+0XYj5KSTHz8vLyyspKt/Kum7rNn34ml/rU4y9mIk+4aW3CUX0KxTctLi5evnx5Mpns7OzcvHlTiWxv376tnX/KNa9nlG6w7pvX/DFFMZlMlALkk19Yt5e8labR928Rl5/2bhljlpaW5ubmoJNbaLt3QwzGHEHpEMVYsoRoyRpCiWJq0grOXQzgvTcIAbkCRkFkjACCqlIjBFpLEUJBDb4RBdFSl/JHwcsG0RBZruM7rsnHgbWi7RGUDTfGKBJRmJkFhEEEoggKM7DMj0bPXbn80tXnV08tI0pZlv3+EAAQgzHGpkmaZUmSGIQIUY2wemOaXQwhajtjw9lVS4ARWSIFC5L2EikclGMjHssSAQGNS7KsFwVhXJTWISS2iTYigHD0hiCWEHyF5TRJ84RoZTT0p1ZiWaEcVsFHBgnRFyVw5GCcpdQa772zwcdAHA1aOI5kbBdM27ykeod/mtHpsGpzJCLth1lYWDh37pxzTiFlakA/8XueRCOdwEXCZ+FU6pxsbGx88YtfnEwm7733nnZYq+LT6uqq0tw2DaMnRUm1EtAm99usV7d49Rm2hHzy8R9CAfGIRqFT8lPXI8/z0Wik5ZfpdLq3t7e3t7e9vX3nzp2bN28+ePDg3Xff3d3dffDgweHhoZpC3WZKkeucGw6Hg8Gg5Xd63Cy3ZOlqr6fTaVEU6t6ORiO9c1VVqd8KT7WkGs8IoINzajIGUcS0b2mIQll572NZgYEQKzTAMYigsxkhA9arjMB4YYNUlhFi3R8dRRAhqKCDABIwQEQhIiBoEn0gxqhwq7b1CAM2aTwtzmjRQ0SChCgMEkmOMrNNdpjTxJ5aWX7mmWdOr53qpRkCEEpVFdJo/6keoQBXVVWGUtEO2Mhh695oJ7/NQmINOTrmR3Q/vR3qeqRpCoaSPIEa1cQxSIiq6xUBAAlYOExnB4eTKMw+Lg56s/k5iVyUe1KBZwk+RA4hkLOUGMrTzNgKnDMcqW65QXgU6X+LZ0A8EhTSi/5Ui4RZkITqZEmdErHGggHtakXAyLHuTQTBP4b7a2cMOhmkE3b8s3LQEPHMmTPf/va3FxYW3n//fVV3OH/+/Je+9KWlpSW9m9222O4FQOM6tImd7p/aGf73T7/+JU3k41zobiWnbb5WJuT5+XndV4eHhzs7OwcHBzdv3tza2tLu97t37967d+/BgweKs9c08EsvvbSxsaHtN0+Y33Y5VlV18+bNP/zhD3fv3g0hLC4uPvvss5cvX1ZD+dQB1AnseifvGWtuHiQAZmHFRR8cHI73x1zNrIEQK7JYxYoFyVbMmslVl4oJxCrABwFR6XMpKhUEQAAAREKyIKz0jLoQrSGVmrEJWRNBMAogUKPT3V4qN/YIQWqVWXUtQVl4Ze3UqecuX9pYP9NLsxgqEHTOTCYTZcDThCMAROZZWVRV0R5jANBC4dowotXA0MedPaKVEkFmiMJRWC9AK3X6hiJCBHmvB/V2YhGIMYXYIX8UiVZmZTGbBgohI1pZmK8qP57MGEpg5CDBgwhPp1NrKcsy46xJUh+jBbHHzV830IbjXuRTr5N2jaiT3y3n1IUO4daFDCE8rqINXW30jpXsbr0T2fynGydi7TxPX3rppdOnT7/++usikud5v99fW1tr9vJJYZkuo+CJndgFXP8Fx1/SRHZ97BO5Z7WSrUaYNiHpvXTOaWJraWnJe3/p0qWDg4OdnZ3d3V0F2Sqr487OzvLy8uXLl7/whS9cvnxZ3+GPQm2999vb27/+9a//6Z/+6Xe/+91sNltdXf3mN7/5n/7Tf3r++eeHw6EmAZ5iVbX2seWRbR+Xk/woCISTyWQymUg1swZ8rIwRH0MEES6koa9Q2yoiDGKQhCIIiURWqDMyE2FUdQVARDIaaNeNFmDIkENDhAYQQKIAkQAgI6OK2QCAgGYeo6oiArKwNJKIkif2zOlTVy5dPH1qJXGGQyXMZYG9vrHWMoivqlZhpiiKxmYeYWal6Vbq7ls4vrebR6D1H/VBxf1ogU552KBkdTx116VpLzHWGAOA0+nUV1HbNvb39/f3D2eVXxjkBwf5IEt9BA7s2SODCBSzmGXB+1hFToIoDP8JNxce8iJb8N6n3BSg0IIT7qEeiISEiEGCD95Z9wTz0fUcu3P4SG/xT7SS3cEMeZ6ur59ZXV1tmc+V7+2E5JbSfxhDXfLzE3IvnSfzX8pi/ocItNsqFTaMYfXFdYLiE2BDDaV1LCwsnD17tqqqyWSiNPRlWSrnuTbbtJwfjxT7bofmND/44IN/+qd/+pd/+Zft7e3JZDIYDO7fv59lmaac9Q5Np9Ner9cNW3TPnwBvdjG6J/BDXROp3hAarDgkZEyWMkOW9oxxZZhyiJG9OAgxMDNpe17dXQNCaMgCYQhBCBFM49gwopC6HsYg2MiMXCsIuiTJej1GQnBi1Jkk55wAQwyADD6CRBSAEAySOtf9Xs6+qqrKICGARAaRxJnzZ88+e+HioNf3VWEwouBsNsvyXvBeGNvsuzqGIvHhpJLax7ZnTm8lEQ0GAwBCNMY4RNSoPAQWAe/j4eFkd3+vKIrgWV+bpDYUM0QhsvpNjTGVsUREorxKVkQ8cL+XEWKvCrv7435qB/28jDCbTCUCKECAoCiK8XhsEpcmuXq7qTFoaDyeaonWGBMixxhBuG6d79RPuhb/xLEqIjWdDxz5Sl2I7VEVCDByFBFrjih5EpcAgGh9H46sRte+6JLT82N3d1d1YpVk9/nnnz979myr1vnk6OrJ41G4n/pQcE5vMRpTN1af0N3Wy4TjBrH7e/fN/4K+5H8IE/mnjNZ05nk+NzfXVjwBoI3a2ic/eaKttUrIdu/evb29PQUYzWazra2t27dv7+/vnz59Wo+7Ez2nCnFXNnJVi1Vns+0Q71rGtg2rYdxAApSax8IAoI/sA5vEmcTZJCXxGKOxJAjacqdOITcIlRg8I0RhRGTQnwi68RAtWjCOgUxEAwjWWlsz9yEQECAZsiSEIEiAaAiBQWUgRMSXRGQJDBJyFG3EVnUIFAQYjUbLSwuLC/OpM+ILsUBkUIRjYA41h1Dj01lri6JqJ+1hqICeK0e6PTECHZvDNv+ooHEl6+QIUVgEQoykkBmJIXIIsU5nCiVJ4oiNMYYAEVPrKAPnXIxShTgNEtBOOR6WARhiBETgCDFGUcMeWAtTSkfeHFHcumZcq6rVDJrt2hA+4vdkwaOVAI8OcZlBOsyTiHiiLMNSM7MgoLNOOjm77vLWNLpz7ubNmz/4wQ9+/vOfa+JoNBq99tpr3/72t69evTocDtvX/kWKxZ+L8bk3kQ8Xsk/YwVaFo4a4PObA5EZ3WP3QqqFu1TYeFUjSGA0ANAmguKX9/f0W5V4UhaJ5lpeX5+bmFAitpR5ser9alqqmaBIBkdBy41EKUAQANEgGyBIKgSMSZCQwrEWUGlymcqcchLkOlSMACDaKevoRpLBJJESwRnmxDGCsi9piEJBQMeHWEAkBoUQm5qBk4G38K0KAhBhjlAgGYWVx8czaqVPLS2mCsyJaY6wxXh3GyJoPRSJSHLazWNbFrubqRBHiiKaxOCSCsU43KkswtPYRmtNlMp2OJ5PxZNY2p0rNNKFdLixIwMwQgAWAisobJGOMI6zFzmJAwTxN5oaDgJatm4a4Pyl8GRFr6XqFFqn/2+KK2gdZoCUU19VS269uBbkxoyLqdte/dxfpiWxhW4p5JGk2IXUTlCfAvO2a119CCDdu3Pje9773/e9/f2dnpyzL0Wh0586d+fn5Z555pjWRfx1PGJ97E3miNbBdKC2vxCfsRcWGw3w4HJ46dWphYWF3d1cpeRYXF5eXl5WuQgNGY4yayMlk8tZbb/3whz98//33Dw8PRaTf7y8vL589e1ZJ25aWlpRWYzgcds03dShkmqy8/iREQ8aVIfoAAohkyTJgZIYQgyNnwAihEwnKTQ9BOCIDQ+NlNdgeRgAHKkPY8EC2n4sAAixIAsw1rwVE9oBIIEwCymaGEiUygagb1RYcUYAI5kaDpYW50bDPsZhwQAESBokQA2DDD0hiXc0e3yggGsX0ALCC3L2PMXqVoqlJbbl2KgWpe3PVGmrDu+KNrbWoDMHGqPAEAoAQA4sAI4uILz0AoAACk4DqzWhIbiz1+/mcwHAyy/YOyzBRsy0iMUoIHCsfQ4Co4HtsDWUUECQRRqz7CDXQlq5p6yQEoaFKOlqux/8JXfkqQEOGRTnrkIXb6pBKEdT6JcYqGWAXi9bCsw8ODu7du3f9+vUHDx4ooZy26t69e3c6nSrjQ5em7K/j4fG5N5Ht6AZucBxy9QlfDgBJkjzzzDNf/OIX9/f3r1+/XlXVYDC4evXqCy+8MBwO2/hdQ3jv/e3bt3/yk5/84z/+43vvvafb1Tk3Nze3urq6srKyurp6+vTpM2fOKIHbqVOnVlZWVApdq73e+9Qlui9EvUISEGSgSqkWjDVOdUYjxhK1F4WsMQ6IonBVVWQ8xcAMgSMDiQSJEpkFgYEFHAgBCQMGRmytaIyMAMiCDMCkCgQiMbIo8f0ROaQQAHBdQrdEICyBCaCXpoNe3xkLLChCAl1ot9R1pRrRpg51muaIiEDGaplIOIoAE/rIlqOE6INXzkkOga0RSyKi1GGGCAAji8xmZVWFIJy4xCapYleNJQONyIdADKxs5DFGdJY5BB84BOGAwlqYMkhMxlCWp0me52mamlkRRPQIY+boQ/RBQpTI3WBWTZ40JSSpS1snA216THGvfbBbUxYBFgFsUti1lBAIiEJ0Ndv+4MGD+/fvqw6Bkuw+88wzZ86caUm2dOhxXhSF2lNsGGqVUUXrn13627/0Dv4POj73JrKqqhPxtTSabW101iaMnpyZjjE6586fP/+d73wnz/OPP/44xri4uKjYV0106gepKRyPx7dv33733Xc/+uijBw8etAt9d3f37t27Cuqcn59fWloaDodra2tnzpzZ2NhQlg1luBsOhyJ17VIAomCMIpF9ZECDxiBb4wwBIoUogdBCVaf2lI0AEQUQIsUoyCRogFCqmskxAIlnIDbG1g43oggyq8EkQIRQT1oN5mmoBQGVpUaIqK7PiKBEAVaXKcvc0tLS0vwCcBxPDjILhBB95YkZa4EwMtxmYJMkcTZFrjn621vGxMwsDgybSFFEAsQY6r57Z4lrloh6ehX1pZ37ShOrDj5ZY61V7RcACJG9j1B6wYop1MLiyFGAo4CoiqEIBQEWdPpWKlrA3ltrSABYNKxWKwnMQEd1GEJqFMilrT+3B0O9FLsp1+PSvu1X6gbaxmKIR/SmAnJ4eDgej7e2th48eHD79u179+4pd72KGuZptr6+/pWvfOU73/mOkuzqKtUASGHFc3NzRKScYwDQ6/WUr7qL0v2riXzc+NybyId7Nrsg3ta1/KOhRLsDe73e888/Pz8/rzSfWZatrKwoaleLMOoiaZVWi55KOKSPAIAiz6fTaWsrtfNU+w6Xl5eXlpY2NjZee+21F198cWP9XJqmaAkQjCERiIKag2NmEJXzYmuMSRwRzYoJY7sPlTG07tA2RNaKAIF4QWAPKMCEhMaQE0soIMZq6RSJtFsRSWGOojotytUIwqQGRN1JzVdwjJFFIkS2CPPD4fqZtdWVJWCZHByaYYaI3geB6JJMS8Bk6tqCOs5JkpBebZMAERFEBohJYhoPFKoqqBsaQs3YiwIcWUv/6gdpstg5l2VZ1suVwLHlmgSAwFL6iLYytjTBRx8wEjOgVoFERKKmApQVg8ikqcuyxCROKq94nRhj9CF4H0KIIXCIGvSDnsFIBpBBM8hPWletBTyJxXkU4EZnhpAix9u3b7/99tvXrl27devWvXv37ty5s7Ozow0UyuKcJelwOByPx6dOnVpbW+umFxExz/Nz58595StfmUwmd+7c0eX9hS98QRFs+rTPkHL8/yfH595ESjc13kE8tHmZE70Zj1sN6ppp13CapufOnRORJEnKstSg+MSbK8pEO+1VKQk7TJfUyEKISFEUSnApIprZVErgDz/88M6dO//v/9f/R0TSXg8NOARA8M5Yg+q8cFUQGIPeojXCiDALPgLGaLSJL8TIHGL0AFoWEWORgQgtCSAjEJI1xlkwFJW6whEaUjcba8x6HekjQN3uJyASEAhYGw0FSZ0q5BgRwCIMe+na4vzywoAwlsWMM4uIITCDMSlJ4BjYWBARVfEyzpokATAKMEQSBCMQJRBpCw2LFkYcGYisn9fJ5UVhiDEG77XNCQCMMc4mzqVqgdM01WwporHMZJmMszZxwfuy8N7WUACWGD0JITAjC7MAE0pqTT9NMmtKQhJgERbyLCFyCMwRYhQjIlwvGDSuERJSDiQABsYjm6d29iiRyk0OWFmO5cixbE0ndxbz4eHhu++++z//5//80Y9+dHBw0GqfIiJrM5i1ofK7u7sLCws3btxQIgLsMPIR0enTp7/5zW9aa69du+a9X1xc/NKXvvTyyy8PBgNdxvCJBWD//3M8vYlsc73Q0cU+AU/VA6rr08FxCek/fTzOSXzkI3/Ul1RP59gEPXSdrZHNsmx1dfXFF1+8fv367373u8PDQ2iUfLvkyfqL2kdmvn//fr/f39ramk6ny8vLN29+fOXKFWtAALyPzhlAMCjOgjEAyA4xNdQzEgMLR+klDBZQorAICiE6cloVhgjMjGAAkSmQrZjJEAADaOROZLTCji0dA4FgjIhitcLDUXtnCAVJiyoE1qBLIfpyygSQESz0k4unl7/w4rNLfVuOt+7dKQyu93q9ikkqNIlJ8sxXaAisTZw1nEma9QOPBYlIXUgRBSAioBhEhMjMQELOWkNEgOWsGOYpiTMgTEKgGHdW5UNrbd4bDAajXtY35BCtsLUNU6R16BgILfAMAEgYAWJIAlVEVsmCIkeOhbXWEUAINvgUQioRokSIYokJQcAxRwZmZh8iVCFwFBQkLTlrkO2AsNZco2ggQiOgAdTQzAE3EGhmTkyDEW/WiTS5X0tG0Vyz2eyDDz746U9/+tvf/lZlZ9Q4CgAZIyIxBOMSANAz+ODgQNWiWoFsY8zCwsLzzz+/urqqtLWqcDA/P6/28QQq7rPYj5/u+a1x6Jbjun89YT0+4XgcBL09vj75m31qO9XKnHcLYdgoH5wART+ynfmRhZT25Py8FNfUW1xdXX3ttdem0+ni4qKqxR4eHjYY6fp+1+WR5mwAgMlkom+ixLH1Fz8Km8USDoeD4ajPCfUcJBgzB1JioMqgC4AsJhBFgciBKo0TBYURURiCIBhgOk75T3o9x5xrvQ0WBQAJBIFq1nFAIrTWRg5kLVnDICEKEAKDQZgb5KtL86Oe62WWAwBHlbGpysCANmGyEK3EKIoTRmPJJjZNuDy6DAEBMYAMYEQlultWUBZCNNDkTEgsUyCGuhZUu+rWJs6l1iTWJki1jGFN9I0AUDcyGSTFN5gafAoKLRKuM7PRByA2wg7AIhJAEGERQygAgaGKjWYpUAihFoZFrHVrAIDbRCMAR0FhiAJCcmxBIyKyKO8FHnFmH98LICKiAuttLKJrBrHWOGqmhZQfbHV1dXl5WTG5cDy32O/3tfFBF6T3Xt3tFvhxot3r33mcwMa2hrIFPH1CRMrDTWvNF2xVy/XxT32FT6Oj/bDjJg+1l3MjPdi2TLQPPlww6Vb3Pi8mUhNha2trX/7yl1dXV1966aX333+/zaNvbm7u7u4qEYY+vyXR0AlRP9paq3ANaPqxdNKMs4PRaDQaceJyKxh9YiILoiGbOC/goxo9EI4eUTwSBLXAwmKAKYIlCUea2EhIHbWFeslQ40gCqIgNIFkAgFgRoTHGGpXjdQDgY53vNwaWlhbW10/Pz4+srZvMjjjKWKIvQ0g6cEIkIu2yr6JHDeYBgAMzC6G2UbfVcI7AEcQIANZ0k2QRhWIUDpoMAYBWQ8aliTGO0Bwd26i97qgYKrKGYl1nq5udavZLIUBgiRBBxBCkiUutoZpxRz1eYQkhVEq85mMMZQWRu2S57XyKqE6GCEjdbq8JRxBoRWO1kIjySAup5JjY0N2reoF6hTEEATDWMrMwA2KWZc5YFWS+ePHi3NxcG8R0TQYiKkcBAHS7Htr19hfMRbYb5GgmH6849mT78MjOnK6BfSSDxh8dT2Mi4TGagt0oGxt+s26g+rivDY9KWv8HHxqPI+LKyspgMHjmmWfeeOONvb29e/fubW5ufvTRRzdu3Lh//742j08mk4ODg5Y+Nk1TfcnZs2cHg4G1VnnA2oy+zjMah6ZiiKpopTG0kGGFjxMhkmVW8S4Qg8wQo4lsGImESAhFBbwM6Q8Cso3FrP1JqnORjAKCBNaKCIhhAFY9aEPWWkGMIQAHQkiSZGlpaWVlKc+yWFWhKkSEQyQDRCQx1FXgtknGktZPs6zHfqodyFAjMeveYwnSQrK1goxCiHWet9vQ7b2vqsDMREaBRBqvGEqMMUQQQUQYhRHEsFH7wrE+nJRA2B9broocJecoS1LrCBCoRk0q5U4NoAmV9wAh+shR0NZTqP8jrEGjx+ozKMdXdmfHPHbB12YCxBhz+vTpS5cu3blzR9VHlEeklSleWlo6e2b9ypUrX//61y9dutRrKDyw0+LZ4u1brwWOB7Z/2VrNJ+x97EbcT36fbojdJgBBAVWsfEKfzkZ+ahPZTnS3uw6Pa1F28avtq7q5yBCCmpjPnWU8MfTr53ne6/VWV1eZ+eDgYDKZKI/G5uamkgFvbm4+ePBgd3f38PCwKIr5+flLly599atf/frXv65EbVIzOqJILVY3KWbTaRGKwornapYQCAeLJBRCBM8klsgZNNYgMQAyIQcgjBApAhERhMZTNCBkkRhQAE0tq0KowjUqBgsGa3ItIygCFIVjlMB1S7UlAGEAJoT+IJ+bG+Z5DiAsQaHULQ9uFaL3PukAJOv+dXvkkMLR1m1F3Ejl6xThHCrPwQAkhQ9e/WeiwBIFvI9lWbbrUD/d2nq3o0UCESFhFkBiMY61d9NUUc/sYBxKCawiFlwzDhM4wtQZZ4hEO4gZRenJInDg6EOoIhqJjNIxcYQtSbs00l16zGl1psZMQu3ACEGDfXzUigIwSCysEfGVK1e+9a1vicjbb7/94MGDsiwXFxdXVlYWFxfX1tbW1tYunH9mY2Pj4sWLKysr8Kia5AnegG5g+x9z9+kNhSZg/VSmvKU07PyT6lQPAhE+xTd+mlykNkho793h4SEzq360RgRt/0l7M9o0pV66hg8nGgc/L/F1O/SAehivPj8/Pzc3d+rUKe1c3NnZuX//vrIQKVzj8PBwbm7u0qVLly9fvnz5siVzlNKio/TQwf54PJnEamqBpSq9IQscDUiAisULGSKLhMYAgYEEIxETQDAMxgCRCgqjll8Jj+BBwkiaRtOTTOsJICiiAoqCEAEwxpIjcDTGZFmapcnEmRghTc2p5eXFpYXEkohYQmcICIKvJIbEUoFQFEWa99UrNMbEWEe4NnFKtqQHqpZTRYwuAlY1muCLqixnhSUjEslRCKwZ7BZLUFaBWaIIM3jvAZ0xwVkQQjJUK2wRWt1gwAAgjitn1US2/aCIyBE08IXISMYZm7kkT4ADiIBEj5gQqqFhYSYlxQAR0uozQ81l12hlg543DVWP1GROn3B3ioBgbRGSJDl//ryIDAaDixcvKhByZWXl9OnTi4uL2ri1MDc/Go2UZ7f1uBFRNZa7NAXS6X9t9x382XQaPuFo3cMTacSjHH3nIv/oW7X+2WQy2d/fn06nzqWq+uecqdkCBaQ+Aj/ReJpAW0Sm0+lHH33061//+vr164g4Nzf3wgsvXL58eWNjQ5/QdXQ19VaWpaaQtGr8yPrM58hQPpKvCVpQG5Eu8eFwuL6+HkJQYU9lukzTdGVlRfNopMIMLHXHdjMU+keMYA2QBRIG1dwDARZABhI0ZCwyAEUtURgAK2AiWCvWshH22uQidbMzCCA0zlOtEQgAjdYUgPcRDYkIx4gQCSFxtt/L5oeDUE0noViYG54/d3ZtdSVNXZLYKCFJEh9ZgTjWJc65ovJta3MIgZ0BBeg4h5kyTXKMUajWR0WMHisRiVF8VfObGSRAdpkLPoIgokEwHMEH1oWkZs6HAOidcxHE1GEvACAhCGoNKhoRqZvlnbViTFFnGxQYiYgCzGwEssSO+v2FuTwczgJBBCaQxNjE2sQaIiBH1kNEiZ2lqiZSQACNQERBBIOAR9MK9fTj43e6ridCCCE466yxIQZjzPnz53u93tWrV6fTqYio1lWWZWmaai6yNSLdNVkvLTh2kS3JADymqPDvP+rp70xLjOJ9LIrKOdeSA+kR80evVL/L5ubmW2+99f777+/t7Rnjzp49+9xzz128eHFhYa75iEifmLP9aURivfebm5s///nP//7v//7Xv/61tfb06dNf/epXZ7OZSld3G100JppMJtvb2xopaDvEyy+/DJ9b+wjN/mwz60eFYwDoGFA9xhFxeXlZ3Zb9/X3nnCq6tXIR3QOjTkeESkTIgHNOkC0hARMZCWiAgzCgZtUsIkD0ZEGiIxEwyk3LxhgX0UOT6hUCpNZcdoZeKit4JcZogFFEZWqIMDXUT5PhoOfLXIpsbjg4fWppeXE+z9J+nk6qmTMYAkdfxuCzLEudmRFK9CfocHQqxCGysEREjMrU0MDLpSn6qyhNBLTWap1bRDQ9CI03JIgAxCIxCmLg2DDuNN4xAoAhFKJIbEi1HoGoFX3U7641cA2GDUjizLCfLwyH46KsAIKgNZha00v0RCAhUxmxLAyotBWILGgEgWpPkRBFeweV97gBA0mt38byhIVOAL4JsJQNs5f3zpw5s7y8rOojWuXDhj8NAVsuxRP5uDas7qbnuuC8/wijLL2mVhQw0Lafq5UYjUYamyph0xNGS82rSKnvfe97P/7xj+/fv18U1Ysvvvjd734XAK5cuTIc9hHBuU9B/vY0JhIRb968+W//9m9vvvnm3bt3EfHu3bvj8Xhpaenll1+en59vC9ka10yn0zfffPOXv/zltWvXlGlRgTIvvPDC3Nxca2uejJTU6VOfdDab6fP1tRo6tSmMVlWxOaCka4BaBgro0Ec2kinHHP4WqdPSlz0yTmmRPScoe9sP7bKfhRB6vV77TY0xqjrYOAKRmVkCEfT7vSS1xBEJyBhrCDgIAhE5MgIiZHWGIYIgCSKDR2ssiK9ilmVIJsQSIKjWFcQoyromjNGgQUEMDBYYBRT/IgCpM4hSTisL3M+SYnYYy2JpbjDqpXccrs6PLp49fWp1Jc+SLHHWoNapSx9VyXowHGn3OhRFmtZihwZFG/vqUMggihEMVgAcBiIb4uSQorJyVNVsVo7HU2dskiTTSVFVQZCMS8gH70NRlGVZAdmiKIydOhfJBiBDLonM2dyAm+0vwIyAZAxBYO9ckqZBYlSsDwD56IHYKmG7+rlpOhqG+WK4N5tuH4w5cJJno17eS1xCmDtXiDgyITJIrWJRLxXBIKLnDYJGTl4h4lIH3ABYx93QrDQCVCB9s/YgRtHctK4cYwwLE5IygMDxuJiZY2S1ILoC8VFkV4/E2KlBaTK59sRfT2z5rsR8iyiazWbtVTX2rkzT1Hvf7rK2IRI6ZQz99Mlk8uDBg/39w52dne3tbaXVKIpC2UlUUuWFF1546aWXVBARjgv7nBhqFvI8Pzw8/OlPf/ov//Iv77333u7urjFub2/POXfx4sVLly4VRSUieZ4++Yzo4P3lU5vIqqoODg4+/vjja9eubW1tqVVSzqXNzc3Dw8MWbaDzMh6PP/744x//+Mff//73leshz/O7d+9mWXb69Gklqf0kXCPW2rIsNzc3b9++ffPmzbIslQ9CsWAatOoBm6apPt7QlJr2F3WB21O3zQRXVZVl2YlP1Cc8DPNsJ/GE23iC0vzEN8KGyuHEfY3C3XVPKBbBEC4tzm/Pz4ViRiBFKEMMENkgEaEwIBAasNY6l4AJlhOOhQgKgzBqSrFN8ygShQTrJ5CWlEVxy4HRQB0oasM0GZzLkjzt9VPyqRnTQQzRAS+O+jJI50aDLHGZs85grKo0ccE7S+CrsiqmIXqdGZV2SjKBpqvaGGNNAght2Vp9RjWLSskxnk3Hk/FkNit9xcxFUeW5lIX3VYQ+IGKIUpWhqCprofKRZmVZeuMyY2yvN8iUpa3F30hgZgQgaxiBRRgkioAhJFJ/OsZYs8oCI4Ez1EuTQT8fZNlkOpXIqaFe4npp0ktcYlyMUGFEBOEIgmJIGsAPNk3Z7R3vFrj1QQYBEBRRDYcTO14EjEGBkwVcATlijcRaskbq/LVp19IjidEeOdql25ZBWk45aDwyaIxjW0LQ12pkoIu5RoN53xInj8fjsix1V+pLdHN1i8uIuLOz8/bbb//+97//4IOPtLapwlNlWRZFoQ5Wv99/9tlnv/Od73zrW986e/asbt48f5JwgIgcHBxoP/tkMtHM9cHBwf379+/fvz+ZTLpI5E84PrWJTJJE97maQu3A0yxbFz2uc63zu7W19fbbb7/11ls7OzvtLbxw4cIXv/jF9fV1nW6d3ycUrYqi+MMf/vDmm2/+9re//fDDD3XeFfpQN+pmmWJi9Zfl5eUWN6fZT7WhSnmgz+/1ev1+X5/2SKMGnUPvBE2Gnr3d47H96yPBru3J0S39K68tw1Hsi4iG0BKsLC1uL8zNDqEspjNusOjWWgYQYiJEsI6SxCGTRD+rZsKMR7oF0AoYMIiqvIowCIoICXIEITAAhAwCCvohYELMrF1enF8c9VMHEvzhIN/a2jw4mAyzJLX5XD/rJS611pIB9mmWMXMymc4OJ5PJZDCZkkmstQd7+71erzcYEVFgKKqQJaDK2mobAerPrko/m9XNIbs7+5PDw+n40Jclu2Tm3CCGovJVFRAMGaeqlmXpY0SBSVWFCGJNyszWpYyQRA+E0i2AIiPX/qkqlwoCGAJEBvExkHUOVfxHrDN5L50L/V5qe6kVrnJne0nSS1xmnTO2ZDbAWJtgYVROTEVl1QKJ9d1XgiSoZcRRREHhWi/ogPUe7c8olFV/V0q0Y/5jQ6wbWpnyT0xtdaI+0w3AobHObU358PBQ3QsVRFFTeKJwrD6jCpRev359MpksLi6ur69vbGwsLCzYDtYdmmrkRx999L/+1//68Y9/vLm5dXgwGY/HemtajXXFNn18/SYIXXjm0tn1c9aitekTvpduLuVarikCiJT3Ux9s/eUYa/XjTzI+tYn03jvnVlZW1tfX33vvvZ2dHURUlN/a2tpgMDjhamnhe2trazweI2Ke59PpdDabbW9vaym8zR8/DLTsjjt37nz/+9//+7//+w8++GA8HjffnxUj9vBQnZnWwVQraYxRstuFhYX5+fnV1dVTp06dOnVqaWmp/egT6M4Tl6Gmqk3otKeuuqhNiVbat2pt68MNmkQk0CIEEWouCUaJKEzAIEE4+KqoZjPh4MggaWaLUITAEdRXEhVaLGIUiMdHPyMICAYBwywoSo/NzESMjAxgABU+iQIAnBAmEoepG2bOQkizbJguUSzHu9s+BgGXECWEJGBQkiR1hjBL+7388PBwcnhwOBj1B0OXmHJW6KLUM6aqKkvgbKqmSiXOq+Cn0+l0PCnLcmtra3d/bzKZqPYkh5BYh4hENkaJUYistQJAXtl3YhliFCoRTJJEay0ZN5lNwdSOuU2SLMucc0oTzj6Us6IqZtEHH4IgMEIECSwWxCJQDeuGxNo8TVJr+kli0A6yNCEkZohBgjeNXhBwQ0KhQPGazBdAqSiP2yO1p9iYSNXBYQDTeU6zwITMMd5cZUJz1mlSs5Hqbp4PdcYJ6rg7/tGG64d9ES21jcdjrQKridH6+Pb2tlqr0Wiku155g9rtoFHadDr9xS9+8aMf/eitt97a29sbDofPP//83/3d333jG9/Qanu7I5Tk5cMPP/zlL3/51ltvTcZlVVUhhu71KFGm1jzef//9GzduXL58eX5+Pssfa69aFyTP81OnTp0+fVrhdyI4Pz+/tra2tLTU6/WsJVXH+zOWazSiPHfunNZn3n///Rjj/Pz8l770pcuXL/f7/W5iUUW1er3e3Nxcv9/f399XazIYDBYWFnq9HjUaXvDHoD/qiv7qV786PDxMkkRPGz3lui9syyb6V/VP26yoApjn5+eV41YV3L/whS98+ctfPnXqVFeD7UQdqWs9qdGi0ayCLqZerzcYDDQGaQHzJ9BOrX1UYxpCIGsAWltcUw0yB47+wda9nQf3p4cH5Ww82d8lA+ISi3nikIWRhamKvvRVAaSljkcO5RIXltqbVBkqAu34qLMNxEAoBpBEHDAGPzvYfTDZYz+dH+T9fn+UukGW7u6OAwcjbJBiqIDNYNALsaIkyfM8SZJpUR0cHJCxJsugYX7VXrcYYxXYWZjNZnt7Bw92tvf29g4OavULS6acTTXmcM5540jqbpxaxFxEsK6JW2uJbKVFbYuJS9I8c2kSQqgODw8ns/F0MpvNnHNzi3Oj0UiBaMaiL8qqKJElhlD64IUDSCQAQrJoiExirLWCwRKmzg17/R5TrzdwaLj0MQBhAsYBC6r0DAAjq1ghMzJok6dOrrJgsNprvbPNHT5KgBzZwebRhhL96DAmJGdPZiGlzm3WevEtuZw6JZ8wltQXTiaTu3fvquTnzZs3lUNIRwhBU4R5nq+srChI87XXXuv3+2qP1OOLMd68efNHP/rRP/7jP968eXM8HhPRu+++a4w5d+7chQsXoMOUoWLLm5ubm5ub0+m0qmKMEQFbJJZusVYSrulpivX8PD4XqTMzGo2uXr16586dLMu2trasTdbX17/4xS+eP3++7Syy9s9ZrtGvura29u1vf3t9ff3GjRtayH7uuecuX768sLBAHf1fdRufeeaZ119/fXt7+9133/Xez8/PX7169eWXXx6NRrEJE+CP4ez1TNAScDcQaN3y9pn6e8uqf8K0xRi3trbUuRsOh2fOnKmqan19fXFxsU2Jtu92IiRpYRNFUezt7X344Yf379/XAtxoNFpcXNTzVpkiNSOhUbziQLHhBJOGKCgxxDXHDZJ27dYMrXFn58Hu9oNyehiqsipnzlIACYRCKEAMLpQzDxQYjEsAmBC1uH5UWScUQkAQQgBg1ehTCm+st2atrAIK4xMLQCJQznZnB6GYxHK2209XlhaTLFscDfxsgoiZswkhREaAJLXoRSSmzvZ6eenjbDaxLskFAHg8HgsaEdFsBtZMSHFvb++jjz66efPm9vZWCEFha4ujUZqmNAAiUgjOaDgYjeYTlzqbIGLwjCSaI3HOhRitTVya9/v94dxcv99HMN772az0ZXWwty8ILHVKi4iqype+CsFziLHyZVVWwccoAiCIZK2WUPM8xQKJqJ9niBjFpElmAEMVQBA4RATmOlVSmznWqSVRTCOhKkjGWpsCAJp2Y2k4ftoT8aFAW6Tmn9ezto21BaR1C5ReV59QFeV4PA4hKJjEOafp3Ydz6+1oy5ga8967d+9nP/vZ//gf/+POnTt37tyZTqcKKtDIt61DjkajDz/8MM9zZT7VDJtu9sPDw48//vi99977+OOPDw4ONMNz69at999//969e2fPnm0zgPrRbRhRFAWIVXNfk3ToiRIBACLHudHc6dOnlY0wTR2zBsiP1jHXX4bD4auvvppl2XPPPbe7u5sk2erq6pUrVy5evOicqyplNvoUdu9poOOImCTJ2bNnT5069cYbb2jovbS0pDsBOsyJ6i6trq5+5Stfcc5dunRJK9qvv/76V7/61aWlJXk8O9mJkabp3NzcaDTqitO3oJkT0wQAbfQhHVbd9tr0hWVZTqfTCxcu3L9/X5sZTpjprg/YhidK+/yTn/zkzTff/PjjjzXBrPtcN3ye54PBQJOeai41Q6qZUK1oK7PAqdNrnsUlRpjFqD8pBGJQnEFrKBLaxBpOk7rwhMBMIJGlCByr6GNIenVqnIiQmxTnEfuvCBArebVm+hFACBCj/k/NMgAgiLAETyIYAnBMLMbZZHuz6g+Hw7nRwvzIGDPs9Z0x1hhHhgDzPJ/NJkTUy/Oqioez4vDgQBtsDnb37j/YGY/HKysr/X5fJ1BTK9PpdDweT6eFiGRZBIDEpYQGozCzBSSi+cFwbm4ONAHLUpalsWiMSVxmTeKcZFmW9we9Xk9BgoZcmqZARhS3wHEw6PWyTFEjs2Ki4XZgX/hK1S4FAhkAQps4hZj0ej1jZtNZOez3GdBXYhCtdt+IAAtLVA4fatN2wNqeo24OsyieSU2kIIhSugM8mrXioQNemoWKiCGG3d3d7e1tdck146+8PlokmY4nBwcH3nslIV1fX19bW5ufn3/cPjoe1EcttP7gBz/44Q9/uLe3pw6g7pE2SaJDRR8//PDD/f391dXV1gSr1dNKSxvDacTWujInYn/n3Pr6+rPPPru5uXmwPwUPkWO3WRkR9bY+++yzX/ziF9fW1hAxBA6xyvNHm/7Wd1bTNBwOL126VFWVQsdHo1GeZ8yi5qsxtZ9ofGoTqXdOKeDbklZbhVCu4y5IUIHlr7322rlz55TZgZkvX7585syZPM9PhLRPqNisrKycOnVKmW71MtSba53W1qK1S6F95y5MTI63N00mk62tre3t7TZGPvG53bSLvsnBwcHNmzeVxe/WrVt6qqu0t3LraiEoSRJdbVphV/9xMBgMBgMVX3/llVeuvvjC+sZ5MgmwgLEAAGSADIKZG47mhv0SBcRXiXNEImKI2Ecggsix8pXGmmQE6g4VIGFGJLFCARgRtVWjYTY/mltuDmMGNoCMbIAQMfhgU5u6Xj7q9Szt720fHOwVBvvDQa+XpXnmMgdEiXWJdciSpm5aoogkiU1TdzibFsUkxFgVxd7O9qysOFSWQEI0gImxg94gSWyWZcNhX8vz/X5/2B8Q1cTmBpGSJE/S4XDY6/Vms5kqKlZVZYUQMbGWiCyZ1CVZYp0xEiOH4FJrnennGdF8L8s8+zpU12KgdcgCPnqsJETvffAeICIpotClaZr3e/1en5nTxGZJMp1Oy+gZ1BlnBkQOkWytagMMgCJRwLAq4QBFYBAUABaOIFFYUIBrCot2/+sCfaTxombvqrd1//793/3udxoFaxLfez8ej3UrEZEvK01WLC4uXrx48dVXX/3617/+0ksvaQbwkaakW3j03m9tbf3hD3/Y3t5WI6jWTROR7VU554qi2N/f39vb0z3eVqu1P2I4HOo6VxlREVEvQSXw2sqB7q/5+fmXX3751q1bBwcHN27cKsuSI6SZy9JeklprEjKwurI2Nz987dU3vvHNr507d84lxjlK0uxx1a3u40SkSTwiMsY556w12oD4FMyYT0PaqLbmxD2oMXrNaBeEngzr6+vr6+sPv9WJ5OMTPMrV1dWvf/3rk8nk7bffPjg4UOyRyne0fqI0EqNtMbeLiGz/6ZzTOFe9ueFwmOe5RijQRNPyUFuorhKFL3z/+9//5S9/ubOz0+ZiDg8PNStKRHoUtxOlQ1dJv9/X8lGWZW+99dZ/+2//bdgfrJ89G4SLosqzBNBOiwDGxCjOWEgsAmXWici0qMBYpCiCBJABOSYDlAqkCD54JVwkjinZ0nuM3HPpLOWCAZjRkFLXCgIjA3dwndpxI8LMLssFfS/rLY96PeJ+YhNL+9OD8Ww8XFqYX17q9VNEFIkJUZakRNQf9sgYOKBxMXMWq6qaTX1ZVg7ZQ5zs7W1ZI5EROHjf28hPnT7lvSfkg/3DLHG6z2NVifcEkKdZlmWDvJcmiTFmMOg5Z4IvJ+ODLEsSa1aXl6qq2N3dFZHMmkGeWWt9WRRlYZNsFnxZVcwxMZRaYxFiUZQhIABXVSyrWFbC7Kw1gCJswGcmHQ2GS4srw+FAOXczZxHYImIMRVl5Ssmm1toITJYIWSTW+UADxhgE8j4CADTUICqRAWRZhWikk7R5aJN3a4Otl6C349atW//8z//8/e9///79+61RU2lcPbN1uTLze9fef/f993b2dpdWls+cXc/7vebOAtTd96j7sX2hYhirqlKqU132qt/QtThKT2WM0XxUa+/a3e29X11dffXVV3d2dn73u99pWP3cc8+9/PLLGkDoFbYZeWvtmTNnNFP3/vvvb29vxyhLSwv9/jBGn2W9xcX5U6dOLyzMra6uzc+P0jQDVVZ7fIPJCTid5rsemufHpjIfhoIeecRPYSL/ImNpaen1118fDAavv/66ahtNJhONODRe0LSuAju04U/zKTr0r/q0ltZ0YWFhbW3thRdeeOaZZ06AFk9kIXXoPdZ3U6S0nqhwPL9z4oWtQ63X076zMea999574/VXOXpCqwVuBCIyHKFWZTocEzAAkLOIxiYuekQAhyTAFFQ+hTEGiR44ahVBmFHAANLJyI4bdq5j21LR6yDMCJhYS8amGaGRyOyDRD6ZolWVRmOsMaGB71hLmk/wPjB7C2IIE0OGAEL0xaw4nCDL/v4+ImZ5Ouz1i8mUQ0QDBhUHby2ZxNgsy/IsS5LEGEysyfpp5nKX2dRmQixx1Vgc9QaTYhwrJoxGjBiBiASKDI/CIQowGS/C4YhAqCyKUHkOETSxQZS4JHVpalNnrfJHiJ40+l05ikAQNhIAHKBEESYGVBZ2REOAwnUghaStSkqkVOcVj9RssEOGX2PIT9yIo1bvGgv90Ucf/e53v7t+/fp0Ou2WrVucmWaTkQgAdnZ2Pvjggw8//PDll19+pEfSLsh2kSvn7oULF7TM0rLM6aHehl/W2n6/v76+fu7cuVOnTmmU3a6HNE3Pnj375S9/OU3TjY0NxZk888wzX/rSlzY2NloKyy5+bn5+/rnnnltZWXnllVf29/eV6zfLMhHRYIuIsixT89p8ljwuU/FnHZ8bEwkAGmhfvXpV6TMUU1KWpRq+1hrqI4eHh5q+URzJbDbTIKWqKlWVybLswoULCs985plnNC7WDzoJ3O0YNV03XZqibkW+exZ1Uw0A0KbhNIXUcgIpIizPncARBljd0r29veneDocKEZM8M5RGyVXVmsVoflXgSEC1e9lo0Fq0iCgBkR4OTvTL1hyRCrIDREBBQofWOSCsSl8VpYRowEIEiMwhQmxIzAAVbskixpgkSQa9XlUF70OIkiTQC2LRoHHAMptOkVH7MUaj0SDPFufnpuPD6WQCAok1lpASi4iJdVmW9rJUU8PDfpr20l7aAwOOHFrsuXRuvr8/t7+1s7W3vVeGEjiARBTkKEa5dWIU5FAhBIrN2amTH70XYWMIDBiULEs0lVkniFg4CHdIDJvCNaOi8RGAicgCsgEUIgEEUResQTKSwr8ZAKmxkiJSd48f5XxqF767TtSsatUihLC1tXX79u29vb1jwrPNCgMAMoabpGEMQTlT2nrpI/dRd1VnWXbu3Lmvfe1rm5ubiq9m5jzP1VqpMzE3N9eqLX31q19dXV1t90greLe4uPj666+fOXPmjTfe0FzkaDQ6c+aMNtoWRaHcN9AhTp2fn1d5O6VV1SBdd9njokn5Y5D4P8d4mgbEf+dL1KGxszFmbm5OxQjVL1Af/ggmzayFP7WbWktRj0+9y7IsZ7PZ/v6+evsKjez2lbdfs11JCiFqncQsy86ePavkFFrnaa1kOx5eo5onbjGSura6YCBlakKENs+tOlbKxmir0lDqY5VYBwAsJkZgwSTJyFrHxhgjBMhAIAxCDERimv7ro+9F0v2CNcUuNDrQUQJHgUSsiRrU+YhCmXWEZJkoIocYoEZjlL5CaxWzbK1Nk3yQh6ryMYjBgGASGxhEGMKsHJeRnLXWGoJhf9TL02HeC8UMGA2BJSIQY1xiTUo2sZRalzjT72W9Xp5lOYBolp16rt9Lc5cQsviwvx/Ksoq+AkCMZIwzwiSeIweOIKTX6b1XQBx09BfJQJI451JnHIJBxpbmskZik0EUIVSwIgCodjYQGzARiQBVVNeQqaW5ERsTiQiiHIWKo0RCVQdvQmBsTWSbvVcvsiWX07SMMYax7pjSm9dt+gIAjlHDSMX8qmE6Wo3ap6+ohc6y1O94/vx55Vu7ffv2rVu3tDdmMBgoUDxJkoWFhVOnTq2vr1+4cGFjYyPPcxV0ak0eNBxXCl+BJvuvnkS3WNpChfRVig7M81z3LzY0l23vbxeL8peyP58bL1JvZ7chP0mStugGx7sLWmxETena9Jwo4ZAaSmOMZiFP8P7CoxCabYyjh+rVq1f/5m/+5sMPP/z44493d3cVdQEAGoC3oVA3N9peGACEELT/8vTp08PhUCMRRAiB0dQdOFmW5Xkeej1vMMaI1giDXr+I+ADeswBlGZO11pFNDAISgYiC0CVICNzpnqzdxLo3FE2Dla71TQUFgbhiqQCC+kfGGuuyNCVjwCSZdRYQAzCw93FWla60edaHhp+3zu36ABH2/aE1Boi1WyKEECFQoMPdHWsEfIyhNATWoFLsSAxo0CE4g9agM5RnSS9L+lmWZ0mWpizBV1EgkhAZyJwbDXrFcBiqmS/UkSQyJBIwBgk+hsCIAOSrygfPzMJKOgeOkAjRWDLQrb1WlXgfW2xNM1FOmXXRkBhiEAYUNKBZkdpNrFUiWxPJIoQqbaYwRhCsycmRUGpl4MeaSI1znXMqLPzxxx9rO10bJbT5yhijsVZbX5aXl994440rV64ot27XGj7sf7XvNjc3d+XKlcXFxQcPHjx48EArMCokq5znKuGp8a/WadtutG7njCKmsdNC1sZPeZ63EngKzWivARpShW6GSpres247Sbe08O85Pjcmsl210OlaaXPP0JlB6TCitz3a3bXS2qz2DT+hTqa+ieIJ/st/+S8ff/zxrVu3lCtXLWNVVWouW+YSNcf6iwJNJpNJnufnz5//+te//oUvfGFpaemRShUauuZ5njoTY2SE4MEYo0wXIUTvY2QgslVVuWDBHeEzWm/aB9VdABFAEjRYr8dmTggJEY0gI0tkQRMgegEvIMYmWU4xQJUQEROkmFgxCCAxeu+LqqTCUpbYRCFvhgjSNNWu6P29Q4h1I7YwgiJ/SSbjA+FQTWdE5IsZsQAKAVqDeZLmaZanqW7RYS/PsiRL08Q6RxjFAHEVRMRHRgk+sW7Yy2fTXjmZCQeDZLNkWlQgQWLFPmgpXzhAjAYxEhgAAar9d6PqN2oi0ZdeCL0vg1djSiBIaI1hMg5rSjrDgqyyDiBMJEgCYIEIjMAxwtqWKVLHEauuSK27+ygTGXxIEmuNhQS06PGtb32rqqq33npLV5Qm6TQvxMzaRDscDufm5s6fP//aa6+98sor2sGBiG2Vpl5XINTZCNCc2QoeWFtb895L00GreJUW0a1hUFuB1KZ76miCtvEWtKxOHaNWa0scV5hRy/gw+VD7+ydEBP5Zx+fGRFZVpTcMjp8nJxpXuiftUWLuePGk9Rlbf6H96+OSHW3PjKZR5ubmlpeXz549e3BwMJvNFKSm1FVaF2q7RNvfDw4Odnd3lWc3SZLLly+//PLLly5dariOQHW09cvVWbNjnbA1VZgo3SKyQp5FRDRHGEk1VaEWPFAfVgC5pjsgIiRAsmTIGOyYSGQNfzwQMlDF4Fkioc0yJyLWAEsVPApAZC5FKJYAE1eCNWSx18uSJCNAZ601BsWgQJ5lMYRSvEQWQRCWCD5GijCJ3pcz55xEZg6WTObsaDTKs2zY66euhtxnqUsTRyAcvefICBIjRy8hRpBYeeHgDKaJ7ecpGbBIlDjvvUUgYdLeTiIxZOteFAIAIou1iSRNEOtm9t5HkFCV3PBrACgXsQWyQJYNMhIDsVCEGFV6DBtIgABK4z2q1peK6krdUtMuP3UUa5e+saQtSg4RQwzWWGusiGxsbPzn//yfl5aWLl68WDNyWjsYDDT60ZhGW8VGo9Hy8vL6+vrS0lIXN942d7egt9a5a2symiVXjFSXNEtr2bbOpRyFaK3+kjzUh3bivG/DuPaS2jdvn48PiRRo03c3RQt/OY2dz42J1CnuBtrQ4EVPlGjbR6jRp20XB3TIS9oZf1z/f5uNhsZEth+tr52fn9eenLZKrnRtbXGgCd8qPXIfPHhgrdWithJH53lundNg3DqjPRfd8FyO1OklxogGQqjqqjQhCaExGjKDhnKAqLGfqTl6UTqJyNpUAhGB9ro10R2IIBoWdcCkjOwFxCTkIsYg4ln7masYWNQEl97ZsjQWnDPOpfXMAElCMcZ+vx9CKGY6D1qHFZYAjmJV93WoG6Ul7IX5+V6vN8r7zjno3D6J7EP0LUFnw3QQQtDsiQG01uaK2LXGWrIGLRnGiAaJkMgREauhVuiTIWsSMGSRnHOODABHZomi5hEZRamIgRgAyQgSAAqQgFpJZgBRxl4k1VNUjWxkqcW8HiXKhKIlMml7sE8cyc4ZbViOHDXguHLlSpqmzz//vIYjyhKmpV5dGgpwaYlaWsjaI897Xcntn1rD1OrKdjNX6k+cyANigwyHpvbSsfBHG6dGzDRAkaqqqOH0ap/QBTXDcU6DPwov+XcbnxsTqeOELXukCC0cP3kefrCd/Yct4+OOxG6HKQBoE2G7etq/KmoyTdNuwNsmXM6ePauxknOu1+tplCHM7QcxgyFso+DpdFpNp85gCEEIEanJb0Yyrp9mhixa166zyDFGL0ggBhHJIEa2lsqKRaKKT9VneGPxlZpWtysasmSNdb4qx0U1n6eQZY6AhYUoYeIQy2lpEsKEMIKvYki5LD2BEUHvg61hukmapjHKcDh0dmt3dzdGrqqqKL3FlCW0TZl6Sf1eX4ubbUBgiDSyq6rSGVSPuJ1M/anuuXJelGXdhCeEZVUVxYwlZHnikgwRq8ghRkSMosS7QNYokt8Yk7okdYYAY/BVVUVfRs9196pnHwXQAFk0SWAohQvhClGQDprPIgAAgABJREFUtPLFypEkaIhqwyfCwqzyNEpq3oAia49OAFRUXRoe+MYwsQCwtKt6bm4OAUMM58+f39jYOJGL7Gbrmk6qk6u9dRHa12q5r/vME1xncNxpeORW6kbKD2/Sh1P50KQvH95Zj9yhT9iV//7jc2Yi/0ONh/Pf8PhOc3V4syxr1/ST37zFMInBEAIYigHJoohG30REGioaY8hZjWUFW51SiG0lURl/gEWiyBGwCRqNqoasiwUQIxBRAJwFKTg6Z13eR+dAyhiqKBwjk2c2dUo+VL4oCgACQjAaWAki9no9ROz3p6WvmCVn7nsmZ4FDm4xHAURM89xaG2IEgEqaXl1li2Uex4oMGDBCgoyevQQJEorJ0X/Tw+nB5CCUIUKcllXhC0LbHw6y3Ng0cYKRmYgYhLnGMBpXJ9oMkq3VsiXCETgiBi0+gyABmCgUWCKSIAkS1xg9JcRt9Ozq6BoIQD1tAygahYsACxAhC+KR5cKHgH7YxBJd6UetLJ/AdUHj0NW/H38rgWNPg4f82b+OTzj+aiKfcjyyPthdhY88+rrn59Fa72h3tO+jAM+qLLlrIiMCCRGhBOagxINOLBEiqQym7ltp+jw6u0LzYiysED9gFfWimuQQ1NlhFIemYjkoZpkTN+i5PHPsOCKXIOWsKj0GScmFEGOUPEtilBijIyfM48nkcDwVEQEqiuJgfDieTQmNtTbJk6yXhyoWRVF5TwSZSxLnosDBZDqrfK1n2/YFx7ouZQw6k6ABFPKxClUM7McHk2kxKaZlUc2qwo+nh+WsCuynlY8S0jRP854xLst6xhhFbirJcDxKzRIRJcYiSgyBKxGIbZajJpdhBDRRTGAMETxKsFqrAQZkJKUfkTqwPlJc0DSliGhmGGvmCmwr2dJQKbcjiqgUGTX8eO1ZAo/Ktj+ywtsF9Bx7HPAv64t9fsdfTeRnMx63NJ/8EmMMSHzkX48AeoAxRgCJEQVRmLUCW6IojpBSkzKnaQLADBJVpQG5Cd8YWZoQT5gZmJG5thWgig7Q8EVCDBGtqSTuTUsDPncm6ztjjclTEmbVaPPRWIk+iT6kdmAAkQUAiqK4e/fu7Tv3iqoMnsvg9/YOprNZkudaeB3xqCrD/v7+5GBiHS0tLPf7uS/8+HA/eEZgEgJgrNkUiYARpSWyg4Z5IcaovVVKeKNYqKIoqhhCjBEEKPjIUYCMSdLUGGMT19qUWDt5hCiOjECEGBpCFPW1JcbIURANkEEkYRNAQgRPEhACAmt1DBkFVcWGoiAIgzAo+pFFBBhRgFQbqCFDgwZOjnDSv4sxGkstORh0VFmatHE9BI5ynQ87knKcDqf9J/4lGlQ+1+OvJvIpx8O58G6qGx5Dx3sCMS5a/3zoTVq4kspJiAgYUkE/MCAinqMwiAQLEkLGx2XKRZQxh5mZ6kRenURnZGCGGBGVQQ0RgQAZgGpHEgEwCoYQDmZxZzZJXQKJdc7ZNJoqMZWLzMKIjKitj7HOvLUk+JPZtKhCFD6czEpfZaH0EpjEJM6XvH843t3ZSxKbpQMyZnd779btG9WsAo4AhMIGDBkgtISiXRltoq3NRSqaStVaoMlLBI5gQBB85NKH0ofAnFubZlmSaHcHA6iAdtRGGYk+RkESQDYgEVDZj0izv2gFk4hODV5EiowBJSKwiBALIAExALFOg0QQhhhbExmAGuy+Bgt6nIA9gq/BkTupNBYnYYBHjdsNrkgeVQvqmsWWRe3hP/11fKrxVxP52Yx2ybYI2G6Zr60enshUIiJzxKPUOLSv1a449KkzqAiVaJAsgmFmjkLChgWdS1oRpcDRcwyBo4D37H1UuK5SALAEkoQhgiCwq9EnDdSkvSQDBoSECAgnIexNpnmSWOoPKTFpmsUYfemraIgMktHuN6nJbjOE+YWFU6eLWVlGASCalVUVvHHOpUmv15sbzo0PC42nDVI+HCR5Xsn2weFkfHCoiCdqMINqFhNjGYGEGLn704ApfCFBhISEylCy5wgRLIEBG3Hmw2RaZHnZy4+Y8OsSB7IIMrMAsAorgODRbNTnH5ElMUImCGoukhEiQyTll2tkaUBA8YAscORFxsaLPDJV6qdTh1i39e6b9QNkat0Fafh09a6cGPUBjPAw8rFGYpiTgfZfeot8XsdfTeRTjhMQh/ZnV6auLWdrUql1fxT3o5xp3MB62kWsG1UpIShUbUWbLaEBNZEMhjABNNa6NMsUsSHKWC4cI8bIWjnp3uLam+Rat+GEicSjfjIWy0SGY7k/m6SJTa0hBwM0LknSNOdY1l+fRXeyVuHzrH/mzNnR/IIgViw2cVXwha8ADSMYY3p5f7xfLC/PVvb3JcTBYECAu3sHWW8wnRbAAiIcGQSi5gcAYhTWcJYEImjRRkgMmCDaMI4xchRAMtZaMUQWbZIJ0LSo7Hhi0wQt5r3MGOO0f51Qc4Sssmcsyn8EKFAXiqK68oAmCrIQq+VDQotA1PQBGi1YI6pgl2gKEkAFZBtYbmMcj9Rr9RE+RqLdrBlNAkCNYwWofDWbzVqcIDVadS1ym4ha8a/6lhr0wcPxo/qvVvLpxl9N5J80pGltbBnYtM1GgXvdDkilM/HeT6fT6XRqjGmVc0iQm061unKCaBNnExdTZwiFEMFEA0TE4IHEgHMuNTYhIpu4pvMNm1weAChCjwFtG2jHRsqGRASFhS1o+AZaJEGBGANrL46RyBxjzMty5IMVn6SYEYJhQWGuIiRRXC0rGGNZli6lXq/XHw6SLJvMCpemgWMVfBAOIbBILxv0TRVGvDI/X5altdZX1dxoMDc/nBzuM7NEjgTMUNfj9UoIazQqAYCqUkhdNjZoyDBpzUoRkGQTmySJM9aHcjzm1KFB7uerBojIWEeEViAyE3PgKiLWJHhaC4nCHtgTRYNBKJANgEHEA0QRIYsIVBsc9T0NiRaqQbsOdW0QGAaBpvUeEVu+ThJgYBBSHcNuTI3YSjNAiGE8Hm9ubj548EBFojQtq1TNNWgpTVsZu66yiCIKsGGFIKK/GsqnG5/aRD6cgzsBsj/xy4nnP5yq0/XRxVJpF1QXSNV+EByvh8jjmT/keDvUE5SPpCPAfeLdlFC9Fahpf6qX0XbO6IPaX9gyDOmflDVDkeSTyUQ7bYuimEwmL7/88v/zX//LYDTsD+csQowSQ0gTQ9YKxIXlhdUzp/xsaAju3b63u72XuB4QCwEakyQ2ydJ+v5+mqTodha8kxOgD1NqHAVGS1ESPIoJk0FAURmspcSUHJItIQdiqgh8LARKwISGLjFyGUDFYoO1pVZX3zy8sGMjQGbASTcEQPVhxKRODIXLWJUmWqpgBA3NmDSFQw7usNhQ5AiKQSfJMMhdjPKgmw9xunF4uxrtVFWZlEQMRWRSKMfoQTeICR2C2RBg4+BIRLFldNIBkk5SBokpmISSpNYQGQaKPwZeBigTyFGaTdDQaJc5plxK5FJFjREJg4cxlkMZqVgABpiaWOAUurSvIlYxlZE8ISCqsaFDNW6PtpfQS2BIggcbuqF6jwSgirA5g7XqziDUEIjXpCILgUToSECPX3BDb29v/5//8n5/+9Ke7u7sK8dEeGO2hPkJ3pmnWDFUEUSax0WikLM6KNrfms3SJTiC6u9tTo6XWz9V99Mg36SrtdN+w25jYgp+eIMujBFpdcGhb5vqjOJMnj089Zd2J6FYnHmklH76mrmVsH3mowcB1P659QmvpmlTRI7RY28toRVy7oW77nt1eUS2SEpFvhrp+s9lMkcktY9BsNmtpIlvxDW2eqSuqVbW5uXnCdLbNiACghEOTySSEsLOzs7i8tHLqdN4fgiEAsHXtJma9zFjbnx/NDPiyYqDKx7KcgLF5PxMQCJzV+EoAwBh9XQQAAmCqAScRgLQ+ezRBtTOhdxAJSTvhDGj7CJIKMTIBEKBlhMhUguxPpj3CHiVIbJxliQE5SoBH4YRVhscoIl2AOApH4kiEFsRzjFUZYiXCBJKnydxwsH56rfBVWVTMgGiE0ftY+TAupw7EgBhA8VVVsES2uhKCMAhwJGtBjPLsMAOhEACRtnQKh6qazUJZsvcgopQbAEBoDNmIjGgAY42uMSCETBiNiWIiGg8YwTCLgCUEIZK2c0ZryiQKPQUyajRJRHuyBSFAVAsINZASoJFIZAR6CLVjqE56MPPh4eFbb731gx/84Ne//vXt27frJyiPtnM1rrNRcFU0vjqVqqA3Go1Uy+TMmTPPP//8c889t7q6avCTIi7+6HikcdSdBW1zlAjik7i+T4jTtu/ZxZZ34SKP84oe/oiH0e9PN55GmOHENLUm6ZFVtm69AjpljUdyN5xwJ+UhZZsuicgjkdvdf7aU4DqgIbtXJ67r5SklvXp/La3kYTO6T9PRUlS0JrU1hYjYygFLQyehF9ASPemF7ezs3L17d39/d2VlCUwiItYYAAFmlbhZmF+qZsXe3t6srKZl5Su2iTOZBQE0FEUYgBFYE5BHkDw1i6C7tHFxABrLRcKWUHu0jQAhWHV3GAgRwEaJLNoB7khCBPFV2K9CX6QH/ZQkihGwwhSlocPRIk+nOHu8AG2Ua1FE2EDwsQxl5UsRQeAsS0ajgbXrVRXKsuIIBCYELopqVhS0J2AgNWQAg/fVZBYqDwBVVZXRB18BACEhWYNIhMwQAIhEw+HIMi0qz/vD4SjL8rQXXFKT0wgfW2xdsCTWvXGodMasnwEEhEwkeGwld1dvt0KNNYkGC9dvhNA1B4/eX5GFqEZEeu/v3Lnz/vvv37x5U5tcW2L87nmv/+wmKNV36ff76leeOXPma1/7mjGm1+vNDUfwWQ95qFP7YU/oyS9vnZ72wZbNtwWB6FbqNkR2X956r+0UnbA8Tz3+JMe7m0N5gn7hMehWg309YeZaHQVpGvtaMiXoiOTCo1rlu/ep3ZnW2oODg8PDw/F4fHh4qKZN49/JZLK7u3t4eKiMtgcHB6qEqf3Uqo2p8piaJm+xeN2f6sAfkT83kOOHcT/tP5UwLcsyRNTr2dvZrYri6F4iAkgIbF2S9vo2SQ8m43ubW3uH45n37IGStAyRHKVEjFSFCKWnGvStW94AMCOoyUQg4SASERwKEDIAI2rvMiASIVkkA0gCZIEEJLKwEWQEMgAIGIP3XiZc7QImALmFGCpLnPYNUkJkTxApnYA0t4UsTYYyMGMQilECsACAtTZNU0NUlSGxVYwiASoMoYoGJLNoU9vLMmcs+FjleSgrZp7NysPJTKYFIxIIGkRjiciaBJCJAAiMEUMMCDHEyXiWZ2XeD0Z9bA4AKByZA9f1q876QWKIIiiNaBeiRRQiw58Mgt1UnOvtCscnpCHt1MVz1OOMiCF4l9QVP+qoHNcci9LE8vEYnDYCaHWmewEHBwe6Gm/cuFGW5fLy8tra2mduIlt3R5sdVORLpUdaTsknv/yEY6QnQZtX7aIRHk6+nVhvjzMOf8p4Su2aE0dom/V78iy05xs8lJRsDwF9K51rzUgqMq47g+0/WzWx7lvpc7z377777u9///s7d+5sbW2Nx+PpdLq/v688tQo81puq7mF7V9qg+IQIHHRM3onsRnv6nWxp6JwKzjnNsbYmwxgzGo2cM7Yx/QAADNq1Mi2r7f39u1sPNrd3fBkZiS1VAOKrLMnAWkYoqyqwd8Zaa1mwJdwS1r3dtL41QBMAQK4jTa1OYC0G0JAXqnWoq8eAhMBRmH30xDguvBFOMBJXWYa9EQGmZJyqSgCAgCqgcXtvtfGxmUwBiVX0EaKQCIlwjDFWofShrEpflcGX3vvInsvCzyazYjZFjg5d5lw/y52xEDmEEKowK6v0YOwOxkWMSvQGZICsTbRBngGZrEkcWiMiXPgwq7z3MU3ZGCMqYcFRmDl6qElDEIQYav6byByEGaiOmgkB+RjA5uincozrP4+tFkQkiXJ82bcFtIe1VGp8GJmyKplZM4lVVR3x6UJNqasr6cROa38lY2LD9Hx4cHDjxg1lFH8qK/HYfd0mB2OMm5ubt2/fvnnzpkLWVlZWNjY2VldXW4KMR75Ju5e73oYagXY3df3Ex71cc5En/Gt4TCvHE67n4fE05ZpHfvDjPGp81CLohsBtuKrBqdZ8Dw8PVUet3++fOnVqeXlZWULbL683RjW5Hna8q6r66KOP/vVf//X//t//e/fu3d3dXcXZTCYTbvS12wvu0kd2Bdtaps8TWZJHLpT2nw/XfKChF9LfFb0xGAyuXLny5S9/eTQa1SAPrEVkBGAyK2/duffR9Rub9x8UPhAgWCcgPoRoMYFUCCPLTCoTCVKlaVG3RU8apQgiBNLSryjnWaNl2uqjQLuhtZFbEMigRAFT73rBCEBIbFwRWabeSQVcDtiNggQhY9zjvMgTS6LGPJVFEGZfxaosyzJ4X8yqoqiKyTRGiV58Fb2PVRV8DGDImlpXz2XpIOs7a4PnoijkYDwQEylJQqxYfBRFB/mIzMIxFhBCCDF3qQEAtlbK0pelz3OxFo8kXvXuh9i4ulr6Rx+FjyxSXYt5whp45IMIiKJ89c1bKU0dsmIdpdNb1YaG9b0hMsacPn360qVL77777t7enu6Udo1psvnISh6PK1v7iETScPJ/tmRi3X2xt7f39ttv//KXv/z5z3+uJvL8+fNf+9rXvvrVr546deqP2qOuOdMdWpaluo1teqrdlU94nxPrsK0k/ylf/DMQZuiemfpNuhqEmlJRqru2fKGZPi13TKfTyWSiIXAIYX9/X4NQLYP0+/3nnnvu+eeff/755xcWFlT78XHmWE8eTSn+5je/+eEPf/jjH/94Op2qfUySRFfYwxV2DWS6CebWeexu+IfTrCdCaWh46qFZ4l0CqFZZd25u7uzZs1/5yleee+45lTyupV0FkAiMncymm5v3b968vbu/74z1ICJCzgaOIBI4+ujJoEUiUuZI4OMXpwouYLTqgoBWwDIgCFggECXvAnUjBVAv2miWzVjgCAKijhUaMY5BilAySykiIYo3hxVPKwYyCg9s50GABVBEpK0NabgdATByVXEIxWw6PjyczQrvfVUG72NReEQjSGxRgAxZm/eJQNinziRJ4tLc5UNrbcAqlDILUzZ5NsxToiBQVCGEwIIixMyhKstqGiSWAYVFOBLF6ayaTma9Xi+1jhBZWJjrpnUREkI0qi6uPjgDAhokg0CCRMrZXsfNAuoYtj912qHlBgHQNng9mgQQEDgCqDLNYzN0xpiaL9LaPM8vXbr0N3/zN2VZvvnmmy06QhpBZq0US4dUv85Xtm688vOn6eLi4nA4fGoz8ThToAYrhHD79u0333zzn//5n3//+9/rrl9fX0fEs2fPLi4uPlmatQ2qAGA8Ht+9e/fBgwdKq7qwsKC0gV08U9cOtpUGXWntdmszy1086dN9zaf0Itvr08ScVt/0n2oB1cAx83Q6VdIqTe0p8EU1eUMIWjVWE6nImPF43DItjsdja+1LL7108+bNJEk2NjbOnj2rkfXDbp1emFZOiqK4devWzZs3d3Z2Wli1eqnQtFic8P7aBGjrlupldOti3TY4/VPdIdjJ9Ctyra0w6rDWDofDhYUF5XDd2Ni4ePHiCy+8cPHiM2meAHCMYq2aSDDGFFWYzKa7B/tl4U3fVN6DSJ6kRjBI5TkoAaUxqFYoHplH7QY+mhkGpaUhiwZEamZDJFEVaKFICCiKfw6g8D5GAxCAEVgEEcBQECFjShTDEYwtAWcBZ0GATDcv3l0e7bwd/YlZQoyVD9OiOJzOpoUP7FlC5IiWjCPrgIUYCE2a5lmSii9qnKC1weSMNAlhv+SxR7KZzfIs7zGZPHjvozAmSSaRy2I8me7HqiLyKIF9MfPRzcppUZZF1UtyMsjMEjwJU7c7Dw0QifasIyAgIREQt0pcj29UeXhNGm1s0jc+3gNYIw2azJDSYgAAIRRVJU6cddba1dXVN954YzabPfvssxpd6ZGvSXNNrOu+a6mhdEu2OJsQwmg0euGFF55//vkzZ848nZl43JfV71sUxdbW1rVr1377299Op1M1CLPZ7MMPP9ze3q6q6uEaS3e0f6qq6tatWz/72c/eeeedu3fvDgaDCxcuvPbaay+++OLq6mqr+NS+UJn8tb6qiVfdgBp2KKBlOBx2XZ+n+KZPYyL1I/f39+/du7e5uan+4GQy0TSflkfG43F76W0etx0qYND6m9AAqdrKLxGpWp4x5pe//OV0Or1w4cKVK1eMMWVZqkSGXs+JJKbatTYqx6bZWWE9R0Rbja1sb7OeNthRBWkxt11QRWvyEFF/V+yF1hxUSiHPc8Wj5Xmutek0TfVWpWna7/dVg2lubi7LUjKIoJZOSfvBV1FleSIzGCh8ySB5mpPFXtZnTFliWZaAbNPcuaNkdhs2HjlugiwISDFKiOyyXIwNnoUCGYNoGKMRESJL2vgnWvsJMcR6VQEgRWFmIWMQo7MuJRchFiwVs49HnZdIRnvmsBF3JjKIyHXij4tZAZ73tnYePHgQopgkFYuTyfRgUvogrtdDh4DG5flwbqHf7xswDml/Z3dvby94b4wPIUzGs1lZTSa+P8iH/Z5LhuSsU4YyEUcmT52lteiL2XQ8Ge9ODnfLIELFtIo7u/t6s4a9vvqPMQYl0NT8ZbvOyRpgExkiIKPSjwsLIB1Z1G540YL4uoVHDdxBBISBBaEmCRZunmWOPjEKe47OmFruSliX2blz59bW1u7du6cWQb0NhVXEGNUkKWPmwcHBeDxWao+qqvb29oqiWFxcvHTp0ksvvXTp0qXPyj4eXXOMur8ODw+3trY0TLTWttwimkV9snnSvQkABwcHP/zhD//7f//vH3zwwcHBgbVWFXXOnDmzuLhYlqXuazWUumFv3rx57dq1999/f3d3VwV89Gev15ubm+v3+6rit76+3u/3W9qkT2UrP7WJ1LTo3t7e7373u1/96lfXrl3b2dkpiqLVbGnxg+oVtlXgEyAY6EToLcS0NZRtCU9fqPd+Op1yR4j9hIvX2gVdrIuLiypzrlgc6GRwusIamu/QAlxL9ar4Mj2LdJZbaK7qZzrn5ubm9GbYZuhLFM6tZlHBa60ZVReylQQhIkSlvwIABjBtaw0i6vGgxcGknwx7fUOJdSTilH/CElprnaWG6EL3XGzerTZbR5UBYWABioQOAEhZatS5YWYgAhSUKAEAgJVcDQBA2b0RQWrIHiHEKFKEWHolBYaO3/oImK7S01ZVqMqwe3+rnBbIxnu/e3hwMJ2NZ74USPujNJ8bLS7ZNENrXZ5RmiOYalZOOdmd4eHh1PtQlaEsvY8BwXgnXEJpgpQCAEjkrAWyTiwZZ10yzPK030vzbHqQ3d+8FaM3JQ6KqqpCTKP2BdbdgY3Tq9ILAiiaPSBU9CgQoTCCtipiu5C6WabuF28eF4yiJWw5lqhlxIbdAo+VUFgAhdu31fw4Im5sbECnm6tNZE2nU2lIPdpslabjdUsOBoPl5eWlpaWVlZVe3oPPaGBDO6D7dDQaLS0taTisafckSRR11LI0PdYGNdnGe/fuXbt27dq1azdv3tSdPplM3nvvvQ8//HB1dVXtoxqEJEnKsrx+/fq//Mu//OQnP/nwww/H47Fut3Yz6qfPz89fuHDhjTfeePHFF5eXl9vE2p+xXKPG6/79+7/4xS/++Z//+dq1a5o9xIZvvZuLfPi1bVDWPl9vcHe+WteyxRjqVtd7rxPaIlRPvD80HuXVq1e/+MUvTqfTu3fvqrx9mqbqoqpzpytP/bvBYDA3N6c+oPp9ahB1rtuWLzWUavv0HVpMRuve60fo49A5AE4IGzU9i8Glx8UXBQyKQexleZ4l7PNePxkMBvOjOQQHAGSACCRy9CWCcc4QcPQhBPaV996rnIAxRjOChGKRWYSYkL2JBgjFEgECd1CrgooWYgkAQkCEhoACswUUA4EZUCIJQkQR5lgFPyuLhkf9KImulrq5O8gsbXgxm0wPDmccYhXh4LC8v723MxmDSVx/uLJ4evn02cW1NUpSL4BkyCYG0VtvJhB3Z1OpJgVXFYgkYLI0TSEfBtMbe6qCZ2aTuDzByEGAxLl+0stTm8vApdalyWw2CeU0cJiVflYW/Sw1hHUTfeQOm4QwSFQQFRKAUbYPaXQvAIBqHrPaP6xhA41GDYGwMIGSeSIAkLCwpoeVWlKzlwiARMRyrN7IzAaPNgg07CdH7OIN9luveWFhARrT2e4URNTQDQD0tNY39MEr6/hnOPTjTp8+/dJLL/3hD3/4+OOP1Su8cOHCxYsXNbn0R99EY7vxeLy1tbW9vT2dThUB4r3f3Nzc2tqqqmpubg46kgHGmI8++uhnP/vZv/7rv6qX1ma99K+6Defm5jY2NqbT6eLi4vLycleU4hOOp+muGY/HH3300S9+8Yvf/OY3Ozs7IqJu2h+dBeikqLoSPyd6ddrCiH7nwWBw+vTptbW1LMu6RvaRU9/ma5977rnZbLa8vKwZSQBQxm/txBoOh2oBsywbjUb9fr/X66lX2IbSevp184xtqrGlD+jSneo/NfTowpu62eL22MC65cBECV1IE9RWFXu9fH40SKz0e0l/kM/NDQiMMCJJkiQQuZxN2bN1BIyVRERBFBCOUXEqiAgQI8SSIhJZB5RAMITo0DhjrWv9PREBZBQU5AgUYoTghYNEBQkZcCaKZwaR2DJ1eV9WRVmWpfdpmqZ6N9RFaom49UY3YeDheDz2ItOy2tk9fLCztzeeRkpH8yujpZXzz74wmF9MBoOIJBHEIAPFILPIgXJKhyaPVlJI2Bhj00zPJFHlHyLBaMgx2WkZkIyNlJJllyRk+0rNLXy4tzXd2/ExFEUx66WJscweouINOQpLiMzCEaIAS4M2JWixOdp3yO2kPWZtH6HQ9EWPcjOJGpwBIKIKKQogEzlCUe++u1ralc9yhKmG47DB7mrs9XoKMtOTu5tk/6yGNKKvSZKsr69//etfn0wm7777rmrNP/vss1/5ylfOnDnzZNBPO4wxeZ73+/1WuUzfZzQa6d7sCvlpveHu3bu3bt3a2tpqN1e3vqpjf39/a2ur3++/9NJLFy5cGAwGzJym6Sf/mp/aRKZpur+/v729ffv27QcPHjBznud6aj28Dk6spBN+5cMGqD08dUbUvzt9+vTXvvY1Lf6eWJdyXLerfRwRh8PhK6+8srGxsbe3Nx6P1WEkInUDNVg2xwc1kqFwPAnQLoj2wRMGupsM7oISThg+eFQSpJOzP3omEc0vjFZXV3yVJ46MxV6eGDCIGKuYOucyUzkTfWSO0UeJJJGNanCHGFlbDwEl9iyKQZe4/rCX90dZL0/zYZKl1qWdA6nOezDyLFSzWVmOi2pWzooilj4aYyUB0L4SJkSHIMwQmUOoZoX3OTO389GJ940mxabTqQpA7h9OKpbtnb0H23tFxf9f7t6zy67jOBeuqu4dTpw8g0HOIAiAYpAVLOm117XvXfaX++3+0ru87OW1HCVZpiVdUxLBAJDIYTCYcOakHbq76v1Q++zZmAFBEiRISi2t4eDMCfv07q6u8NTzxN255eX1pdVjvYXllSOnmKzzUgQWE4HgJC+Gw+FgezCd5OMpO4jFAoCgtRinDFAKOhcQkWxko9RaGxkqfOYpCiZygmUAY6xtdaIIQXzppuPR7jQvx5NJuxXbdoeIyqKsTSQzK0NS9QtGQSvzCAwCzILQxCLWE/iC+6tLnIERgGS2kxFnLTQKCnr+a+sVjohN51Hd2Zrdp3oc5ZkDG0kha/WbPBeO9lVG3euiEe7Vq1dbrdajR49UvunIkSNazv5cLHd9Vf1+/+TJk6dOnQohjEYjZj5+/Pjrr79+4sQJ1YOC551D9VFxIIiug1SlAtnb21Ow4JedhJeBjjf7nDQpq5HyAUxMM59Slz7q3zUUrSse+ouaRQ14rbVLS0vLy8tHjx79/ve/f/z48Xa7fWA6mgqI8KyVFBF1rTVDyjOV1+Yl1depLm3zHD5gi/GFXLlNN/BASbf+54E88ez+BTjkCiOiJXN07ch0dNy7iYD3Ra5XTmCYfBLFcRx30lQ7KXOfBfZZNgEga4lMSmRMlKCxHKAVWSJqtTq9ufne3Hyr02t3emm7BbN50+BS7ZogDcbj8Xg8GUyHg9Hu093twWDqPYgXFAYUkAgpAgnCxnsui6IoXKmJZp2EGUEPosL8ZyZyvLe3NxhPBkUYTvPS2N7awpH1Uytrx3tzy3HaxagFTEFFuCn2IUyHo6ebe9tbu4UrfRkYSDBiEg8kXhFarI00Boz4wMwOkZACmCIwOU9ExmArsdZ2mLYFyHkORT7JbVG6TspRbGYoGWZhL1C10zAyAyMLoepXwD4nCxy40c1D+nBqshnZqYmcIcxA1DriQTKIGtpPWNM/VS3hNb1e5U8A+uDrE7qOXUS7mBqtePW10dfKZFEjlAFgYWHhjTfeuHjxosaU6ot8kV4XmUHQFxcX33zzzb29vdOnTw8GA0Q8e/bsX/zFX5w5cyZNU2m05KmSz/r6+vr6+vz8/Pb29me9uRYbOp2OmpeXgP586fnK85yIVldXz5w5c+vWLS1j7b/dbNQVCfXXdL40o6ePaN1DY96aiUSTJloURsT5+fl+v5+m6enTp5U4RCs50Di0D/uqdWBbw8uVaYZnesH1janf5ECGonmq1wX35p9gliioD/kDr23+3tw/dSxQX2RVHqHmqwRJ+v3u3NxcWWBw2TSUAOy99z5IIGSJI9NJWxGhy7OS0EQxdiBtd9NWz0ZJkqRJq2PjhEDm09QQxlHS6rTjtB0laRSnUZJq9TZAaJhIEcCpW5iMs2yYjXdHj5NWQrg9HBUEOftgQIQiwkgAhdF5KLwryhkO/zmHs8L3FOw1Ho/3JtmuD9TqrhxdPHLk+PLKsW5vKYm7ZFtZFkxkjEmAgZ0UmZ8Oi+mwKJwvPYgAAxJZgMqJUzSS1ZJXYOeDJ0DEdqsTBHwQxxKQyMY2MgadiWITJ1EUgTN1VVDfCwGkXksIQoYReL88VUXDCjjQOy2HupKfazEBICLDzDNy+eoAJiIRbV9StNWBt6oAxXVkXS97aJg8/aemKfX5laeJlTrYLDR7JdrTGurpAVM7Furo1Oz66kLVPuxz30eNoz6z3++/8cYb3W53a2trOp0S0dra2tmzZxUXqROr9jeOY+/9iRMnvve97w0Ggxs3btTImRojqen+OI5XV1f1TRRlqH10XzzWfplyzcLCwpUrV370ox/t7e3dvn1bwT2a8kiSRCseagGVFVErvJrv059JkszNzaklVXey+Xu73VaYt9bpx+MxzEAt9brRu/Jckdhqac5AYTjD/TQD4TpncWDBwaFO+AOt9fVLPqtPHJ6Nu+FZB0GxbLrioygyBpMkQaA62BYBRGPASABwwgX7IhQTp6/1zpW5a8WJAdNr9zqtuOg4g5as6bQ6vf58b34hTdpRksZJSjY2wp3YUlD5aMsIPrAgGHGeVfYwMAiwMAQUYpDFKO20oSQ7Igp5NtrbneQTPSgEkJEtgAFhERZ2HEoJJXCAwKTptP1cpAgyOxekcCFzblqEacEFtXr91cVjp5eOnGi1eoxRKSYGO86nLYwNoZrUvdFkNNorspwDee+9Z/W29NbozozjyEQREYgEAbKExpgkjSNCRLFk0jRudztpRChlq91vd/qtTp84kLEspvTBoNICIWOVAGQCQUaKVJ0BEIFQdMkgCiOr3azSjKJZQ3j2IGz+AoYAgZRnRKp8bVUNYjzMk2QIlVm+Ol+h4mDOsqy5TSpsr8p4P9tMoc6mtbZKaMp+MlREvi6mH+dcHMfaGFIznjW7Mw5Hac8d9a5UqO/Kykqr1dLwSOsQWmXV/aL+o66BKIrOnTv305/+dH5+/vr163fv3tWSYJ7naqO1kJim6YULF77//e+fPXtWhYjrYPELjpcxkSGEbrf7ox/9aH5+/u7du2rC9M4pk52aSC16LCwsqBdZw2XUWtVW/EAiRieiOYNas9MH63rWc83i4X82Bcub84KHlmbToj3X/NVnYzPj84JsVJ0KqLuJtra2xuPx1tbWcDhU/pUrV64QGGCDRGBAoTfApsj9vU/v3f747s7W4/F4qIehC0yAwHnodXqdni99p9s7tn6snbTTTnuu20MTWRtXxXQ0ehF2pr5dVZMiKQvn8kxEFCMiCAr3QUGLlLttY0xiY0ww66eDpc64GPvxKEUIKlFV5j4Ea20cxTn7oS92y0mHewwQfEgia60CQQTJBKG8CFMnpdhJgK2Jp4Vl2zlFrWPjsrU7yVwxIgEim+d5pz1ptVpgyHvvJRdyaJkLCZ68c9hghzWGvPfWkk1sHKt/wZWijB9jFMWWkhhjawDAmCiJU5znNE66SWvw9HHIxyYyZFIy4LOxQQgBHaODeFqGUYGlRKVwIMMGAwlLYBAGERQLUW0TCbDi9m0klJXPXGYs5MyiDq/MatAAoCKVM5yknlWAAqayt4hktEsnL4pPPvnkvffeGwwG7XZ7ZWXlyJEjajg6nc5cr9dqtQgwy/MkSRBBrYltkJAHLYVrNwQzVOvimcR6vchfkE06MGpGibpzRh/R4gzMMCc6mtvw8Afp7/ULO51Op9NZWlp67kv0DWvJ5WvXrp04ceKnP/3pjRs3FEivTSg1OeH58+dPnjx55syZ+fn5sixbrdaXjbVfhgwNEefm5i5durS2tjYajdRTq5N9mlusA239MnXofSDJ+t0fGuDX+7NZGayxaQdEabS3QU/+wWCgNvHOnTtPnz598uTJnTt3hsNhv99/55134jh+7dylZKFV3TUEAPCOmfn+3Qef3Ly5t70lwQdhIUSI5uZ6K4v9lcXFE0dPHD16tNvtWmvjKK3RZzXvTm27mZ/JRrH3rqi6MpTrqM5hiwgG6SctPYsCki8yQ5ImpuNjFpzmWZZn6jWYKDbWooFpUU5LnztocczGBoiAMYTg2QbBaY5T7hTYz03pogLSFkX9vJSnT4ZbMChzB+wjY60lZsgm4yRJotgQ2sDOiI8NRiiBhAwBiCGwkYljmySRtTZOojSNjcUQQgiOmY2E1EBsKElMK7VxhBGysHdFiKIIkla73S3b3VKCMQxoAAIJBJEQ2DN5jkrm3PG0EM8YEDyIr+QMwQuDoIBHoRq6qENECBosDLN20DqlXVmNht4hMrMEKxiEJTAzI1dYosBBAdgAcO/evX/7t3/75S9/+fDhw1artbKycvTo0ZWVlaWlpSNHjqyurq4tLa+srDTBZOpU1rUUnFEiqDdXpyyfawS/lnoOPq/57bnPeYk3P1DK7/f7SZIsLCysra01qR7U9dbodmVlpW5hpM+j5j08vrSJ1GNKG0VWV1eXlpaaqYdmYbp+fu1eSWM0my6bPw/n8r7d0TTrWDOszCrp9QUrflOTHePxeGdnZ2tra3Nz8+HDh/fu3dva2lK2oZ2dnadPn4YQWq2W9/7s2bPrK6vzSwuAEAKQBRBwvmBm54osmzhXdNotQHTMSdxZX1+/eO7k0SPLx44dm5ubqwpfZj8PrRDuOuMJAETPaNfUhG87Ozs7Ozu7u7u6l6oVw9JP2xBECCmOGAk5dNOYCATJCBfTifhgE9tutVppOzbAU+KJ5WnkbAt8VCIFwdJJ4TgrwzjncZZsj+eeTv3AgaOpFC7f2QqDQQhegkTWtJM0WIpMXGRcIpqIkrhlLJLnFJ0nF1lwEgSCSG6Z2tRux6bfT6LIxHHE4ovCFz5XNGJCZI1NY+zE1I6QIBST3LvMAKAvhF1kQSJjEaxBQ+QI2UkI4gECg3M+z4ppnnkwXtiTeEHteVawZGDBmb5C01AS7OesqwcVJ9BY5GE/nSIGhCWgoIoM7bdXz0CCIlIUxUcfffTP//zPv/rVr7a3t40xnU5H+7IWFxePHTu2vr5+9uSpK1euHDt2TBsl6gxg7YI092MzAIJnOUcOO3ovNw5EUS8ucsKzVYQv+P4HGgoVsNzr9ZqpM81aKka70+m8OOh88fjS89I0bTLDinvvNXCWBoVi8/mHa8QHZvDwTH1HbGVtAaGx2urvqOeVc240Gm1vb49GI23Cf/DgwaNHjzY3N58+ffr06dPhcKizpNy9vV4vy7K7d+/evHnzz956W4SRKAQmS4pDNognTh6fDC+EIuv3OtZaAUrbvWPH108eXV2Y63U6HbV3uujVzKnPeGCqrY1hxiBX1z1pxkys5eb6cYM0GYyEGYlsEpvIClBsIGqnxsZGmMtiTCaK026r3Wq1IyDy4vNkNARXlgG9C1B4KYLsjbJhVmQ5l4J5yTtDnhSJIEsxZJd5RBGxZCKIUFwAMHFclnlZFICYJImJIxFxwfsSAgcJ4n3pXAEoodXiacuUPRsRIpZlMZ1OizITkYhQq4Jlb06KSZh2Qwij8d5kNCQOiUUDAcuCoIxjS4atNYgmAAYGFghBShey0k3zkk1SUvBEgTW9GhgJAND7mnSuoqUAAABqEIlUe1WNZsNYMO4nDWvYY5gJH+mrnA+RNa1WCwEHg8G9e/du376tvQ/OucFgMBqNNHTVNtYjyytvvvnm22+//eMf//jcuXO1c1Qnsg44H00Thl+NAudzd82BPQ6fbSi/7JvjoTbi5p9ghjuulzo0sEFf9kNf/uioqyKag3ixa/3FHfsDANdv3ZGUWeNz7U7WLedZlo1Go729vZ2dnY2NjYcPH+7s7Ny6dWt3d3dzc1MR/+r8a8tUzcCmPZHaphmCC+ysSaTSsgZjMIrN+vq64SJCSdM4juO03YmS1kJ/Lk1MGltE1JKltRbB1AwddcHzsDtfFxZ188zPzytgS/votRMjtjF7MYBojc2qwL3dbrfanVY7ibBvAFqjKQsmNiJAEeMlHk6Me1oIuGnppqUvvJQBJ3k+LUoX0EYx2oiFWq1Wam2bA/GUnQ/OG2AKDkouy7IQmU7HRZ7XJhIRGSRoDzgjs/NFEYKT2EIn9YMq9VYU2XQ6db4gIrIYRylak6btVrudpm0lQ8mm44iwncTdNE4j7KZxgi0JJKYSDBMBQfIMufNF6V0IguJBgogPohxyDAIAxAj7MTUAAArDrJcQZb+zVgksmBXvQSLCGBpeFTBzEAkcaijP7PQ1Wg6qySkqUJ2aVABhdnmeTSa7u7t3P721sbGxvb29srJy/PhxxQ/WN12LJ7Vr2dyMh929w5v0c+PlF4zaSjYz9V/lDXXUBfTDxv2wq6jomgN/1R39xb3mlwm0m1++Lm4cKOPW8153Qz/3y7z4VPnW7SPMeuz1GNBj/OnTp3t7ew8ePBiNRpubm09mY2trS/k7lGugloKoJ0RxSLruAaDT6czN9eJWeoDLL0miOLbtdrqystxJbGQwjuPe3AKQIaK6fazufQy+6blX6Y4auDqju9wvxGuvRa/Xq4kGlEKmKAoCimyLAI1VGi2JLVmQyBL5tB0RdDrEmJVBBHxRFi5EYItQ4NQXPkyLMnM+qBS2IUZoJVGrZdMkiqI0jkwnksiTFMl0Oi3zTFuknXMF8M7TreBKDCGKopSMJSFSIQR9M2QgH1sXOLKUtAA4ZwnMASBHU3gIhAGJAmfl1GfDnW0QwqpXNXjfiqOQxpLGnMQxt3xCwUWFBBZkQAZiQRd8UfrSMwOxAAsGgYAVXFsDbO03bK6QZ9b2oSJeIxspBzxKZp7RVqo4IiKYKLICogofCg1eWlq6ceMGzxrYRARmnUxFlgHLvXv3ut3uvXv3RqNRDT2ul1wddWqzjfe+ZiTQN5y1kEYvTlN+ldE0Dl/dSr74U2b5pYNd2AeqtV/8bb+Sds3heu6Bx59bNdPRxBu+uszxVx/1GaAIpw8++ODTTz/d2tq6d+/edDodDAY7OzvD4VAZ3pqn0wEUup7nCgg1xmi96+TJk9p5KiLGIgsbBIyMtTZNY24lncRaS3Ecp63YeQ7BozUSBImstSDgitJ7hpmLoX0XIszKUoGoxYOKrwEAWFiFElkMUqfVXpxfYB+AZW9vr5x1eVMpZNgSgqfckjWYERqbIkNMJAZYTOadcy6DUoIRAC/g2DNJFJk4sZ120mvF/XbcSkxqIY0wMUDIUnZcabMsLvM4hMA+FFOYGpdZji0YE7c6nTRN0dRdd0ahKoLK4xQsmSixKMDaPChtCezZsQ9BuAhQlGWWFUVRhFAwQmTIWIpjExETOwwgbIWdc5mwkcCBRWVgS+eL0nkWQCNAIkpwAQCVeAJU5LiI0Dj1FUbDmnkkEaHmX5u9AVJxgyDu13bqZTaDMYIKnRNit92+dOHCO2+9tbW5+eTJk/F4XFX2icIsq6IuSNVEkOf9fv9AU6wylT18+FB5ybTDb25ubm5uTivjGh7VdDtfiuLh8DgMd/t6jePhrjb1MJrVmAPXU0/FgR39BcfL9GgfttN1mhkOwbm1MfEw/PDAl3luuea7M/I8v3///rvvvvvzn//8+vXrCm3VyrVmhWuHWuv7utrruQKANE210145Uc6fP//Tn/70+9//fqfTEaysW+BgjC5TaCVJYQwRxTaKbUTCwh4Y1KzUTanOOUSj2DGAqjogsz4EnenmOdSstmttutfr4YxRZjKZ7uxMvHcIbFnQGoPAzpfZdCJgYwdoQTC2EZANABbLwpcsQMYYSzYyNjbtdtpuxXOteGmhvdRLEvJWXIyepPCOXRx5Tjsp5jn5opxm4zJzwY2t9ZYkSaJO18Yxeal6rxNrmUUFHhjYcDAGIoIoikRIKrkeCCHWpEHbWOdtkdiisIVTPhRCxCQyKEDAhEwoyEHYO2YUDCAM6AFLFschMAuagMSVDkPFAQSNejTAwRw6PruM4dnjv1rYMsvCq4I2kLZ9NzcOAQSAKIoIiYhOnTr1zjvvPH369P3339/e3h4MBnUY50VgFjPW9IAHdEqcc1tbW7///e9//etf37x5czgcao/G8vLysWPHTpw4cfToUaX0V8Ldutbx0tvwsNPz0sXrL/IpdTq1ia4//Jz6kefmE148XgYX+QUf1Os4rMjz3HEgl/zFR00dWmthw8xGvPg8rJ9fRx9waHFrsDOdTnd3d99///1//ud/fvfdd+/fv9+MW2trqOWz+gL0/ZVYSOmCFhYWjh49evz48VOnTl24cOHChQtzc3O9Xo8hEJFUFy8QOEmSVisp0zgxaCyxBOdcCJqF2ad6hgpRD6rzAwAIpo6VZgvomQUqM+Ksvb09xUUiYpIkKysrURQNBntErfF4PJ2MnCuBgzpwjkPpIUkkTtIo7SRph2wa545wAqOpE09Aadru9bvdXqfdTpOY5ttxbKVry4RchCWGgkIRIpoGKXIfuLCRoAhP87wY5m4kVCKCAPmA6H0ZvCZYC0q0goxU0YtxIFdK/YhU1M4VhTNZBTChIUkszvCgJD4gIgKDuFAWRW5A9JEkMLJgXhSj6WRaukCIoAJopM1HAECIyoPJ4EHD7WqdKOQRgAwAYMUrbnWuAcBoQyMDzFqodHFWSDJBxAPeBhgyAqLc42traz/4wQ+63e6f/dmfPXz48M6dO8p8s7Ozo9IFEnhtbe2NN944c+aMdrZAw33x3t+5c+ef/umf/v3f/31jY6MoCsUvt9ttZQvUTuqVlZW1tbX19fWVlRXtdtOmHcXwNZN3Wp9U/HZtm+BZNo265aZZPKk9PniWlePlxuHXHnYMn5vEe4kP/TobNr+VUSNXD2QA6nDjwKSUZalWW9sZtX2bmSeTiULfDzMkW2udc48fP753795gMKhTBAcSr2pPdWFpFavVas3Pzy8vL/f7/VOnTq2urp4+fVpXpAoct9ttRNTuDWhcPTTaftTfQBDlwoaGJtSBEqr+WrNmza6Q6wuWGfW6Ju/rfiyt/SVJMj8/D2Ijaw1BXqAvy8IFRNXZ9gHLQLYTszEmii0ztxOLDgUCEURR6Eaum3ArDhExFCUxICBFQMzIAYKSY7IxEMc2sHeFK4p8ko1Gkz1CtHEcJYbRl0HQQBpHxkSGjfpZiAiorrEAgPdepMLKOO9LV5U10jhBFK5wh4CIhGAEUGGjQBGZWKGYhCIQQvBAATAIBGHPyjUPXAnEIrJRF7IOFA76RLP2FRHBhiJVtTwk7P/1md7EmjMIoFIQI5yZ3Tr+sMaePn262+2ePXt2Z2dnc3Nzd3f3yZMnDx482N7eLoqi02ofOXLk7bffvnjx4vz8vLbYish0Ok2SZDwe379//+OPP75z587e3p5aOjVqmpHsdruLi4tzc3Nnz55dnY319fWlpaWFhYWlpaWaTqEJh4CGAaohOLWrcSAWhs/Iwn0348XD44/eRCq0GxrJF71bz3VspYHHBIDJZPLo0aPHjx8Ph0NmnpubO3bs2LFjx7rdLszuYp1J3N7e3tzcLIpCPUdNqDdBTmoWNWZZXl5eXl5eXV3VN1Sgr4bY/X6/JltDRJCwz0bLCKRpLjEmIrJEVVOwmgZEFK0jVNtP42pAAA6MOOuGAxXDQREJoeqgZ0VoOY8ClowlAyyuKLXpXpv8I2Pnen1rrTEyHOIwDIqiCACBrGFHLKkQ2MSmpRAyc0Su3zFG0y+Qx576HMUBkbEoMx/HLiQUbCBEJuHgwAdjKAIiCoXLymw0HU2LqRffa3d6c3PdbpchOJYosWmaGooiSAzaWTw1s/XAyq1dN+dRZtEU5ApjDKiEDaGgIKK1xmAloWGRiEgbcpiVrigEBAbyzM57H4IHCNTQYaBZwgIBAIgsP4uCrLKNFe0jwbN4SajOJ0BEUe5yYYDPaMgTJAMIQIAiwNpDEifHjx5bW1lVr78sy+FwuLGx8fTp0yzLdFGdPHny6NGjevbrfdc1FsfxdDrd3t4ej8cy63GQGTxWm762t7eTJLl582a32+33+8vLy+pOarjzzjvvrKysKIMMzpoFD+B4mjibJrEFvLAw+8diJf/oTeThov6BdOyB/HGdGyrL8smTJ7/+9a9/9atf3b59O03T1dXVN9988yc/+cmlS5cUGVP3lmq8rJUWjaYVilg3mCsRvKptqDymeovaCKFmsQZ4P0tmYWbaUPUFQ93pWOf1q5KLAAcGPBA7N197KOnTSJbXpXOtGinwSJsQZoyfmNjEGmylqfc+L920CM6LK5nIkRfHBdPEB46jyFqTAs93IsuY5/kkn4Zx4Uww3lXchywFgwQhaxAtgAW0LA4QWHyWZXt7e+Px2BgzPz8/Pz+/srY6NzcXIAThKImtVaairkU7m7qKuJ6Zy7LQvKqir7Isy4up9x5cqEjNKtwcm1khRE0kAFBd5PUMJhZELxyEvbAXDjJTpBREg0aoiqRx3yN6nn7NwZACGqdsM8GnN332KjpsLmWWHdCUiN4vdfO1LXpxcXFtbU2b/ZUAQfvqmnWJ2llTQ1n/VdFdMAvGmw2y29vbRKRECpp7OXny5HQ6ffvtt8+ePauWsW7Eqi+1mZU67C2+AKDyglLtd2r80ZtIaFQnmmWioihqT+1Amlb/OZ1Ob9++/Z//+Z//+q//ev/+/SiK5ufnB4PB/Pz82tqaKlvWy6jX650/f/71118vy3Jra0tL0moWtdVhdXX1yJEj8/Pz586d03aohYUF7UnX9X3gzNRWHACIo1i5WZ7ZdEIGLQEiAFYiJ1IHyAfytjKTc4BDEc1z159+/SRJlF7UWjuZTFR8zRVFYSJEZKQoSmzawqJ0hcudAARrUQzzNJtOp5GhuV63Pd+ziTUBwIFn74pMwGu0ZeNUVVuDAPrI2NjaCA0EDj4U2XiyvbW7vb1blr7b7S8szC0uLy0sLHQ6nQBBAJJWiojOhZhiVVGrT5cquHaOmZ0ry7JMi3a7KMqyFB8QwHsfyqqMVklhA1j1I6HKczKz9+ycQzBM4kW8eK6YwTWXJoKgNDmaCdG2QkU2hgb9ODRvQ+XkIszwkjNGD54VxAU/r3xRJ/LqCBdmvluNf1ZyrCann6Ju67wTzmDLJ0+evHr1qhK8ajZJF14TgCyzrmolatRSnipTKUfXyspKv9+vUUTPZgwqsQT1FZq5+Pra6t8PfOIfhSP5R28iZabQUhcxdG9kWaYHrAK+6qBY7yURTafTTz/9VOV31Ifa29vrdDrXrl174403VNlSZqphvV7v2rVrg8FgZWXl8ePH6lR2Oh2lpNRsty6jbrernB11W5Fe5wGYJDQrfU37KDM+GAARFEaGICLkWQJXuORnF1bTRDanpfqUhv9Yy0OqrJAC2pWgs2rO8b7MMgAQYwJZshHFLeek8J4DRBDQBwEQn1uUdisy0byLYk8QkiQUWZaP82Hh2XU7fSEmjAI79AlFkY1TgHZEWJTFZDra29nd2dlxpW+1WjqBi4uLcRoZYyAQWRPHMUVxyoJCBp8xkXrlmvaN40jp9RTcF0IwQMGxSgQG57x3vnSBnZpIPW+CY2bPAZgB2DmmUsRzYABGCMyFFFXEa4DQKqiHGAI0jWJFAP7MbWhO/qzOU98deaZ/eVbRftYhRQQkqsPVpmtWEz00oUL1JzYJbGqT1Ol0Ll++/D/+x/+I4/j69euPHj2qBfhUbPbgUmyslizLNjc3f/e737355pvT6XRubu6QL1yRVym6o9VqdbvdOlPZzHQ1zSV+sXPiuzP+RExkrQa3tbW1vb09mUwGg4EKGx09enR1dbXu06wjBQ0uBoOB2sckSZTcYTKZaOK/pl8TEZVOR8SLFy/u7e3VEkK9Xk9RFCp3o1a12fa0P9GzgqA0KN0AYF8Oq4bZISoYUGQmehI4YAiBDZDIYXr95vpmfJaPi5BqNSHnnBKAT6dT9cJ0QohIe8YJIGcuyzJ3ziEHAUAThIoA3nEpAqYQsFIUhsssSzNfZtE8GxOQgi/Go0E23BmXoyXO+tKzaIyJ0EQmitkn4NrB2Wk23tnd2d3eca6c780vLS+srq725uaSJAECIjIRAKH2nseJJUCNlOs9WZv7WS3be1/W/I+uZHZsbGnjKDjvy9yZ0nvHIQBU0EoX2HsOLAGEvXcCJXvvRRktvPcFB0sxExoAMEAyCz5mp1llqqrMox5+JOqD1gVcJJTqviKY6oH94+0zDYSaxZrwUVOuNBtw6Dis+/DqHdF8eb/fv3btWr/ff+211+7evat1nidPngwGA13tGrCrJ6F2s84vaQZD0771p9cR23g83tzcfPDgwcbGRghBAyllV6kjJ32fA+Xm777n2Bx/9CZya2tL6VoHg8GDBw8+/vjjTz75ZGtrK4SgYe9bb7311ltvnTp1qsaO1WtOVb2U0Fh/Kt9lmqaaOmwmdzqdjuLIVBe4xqPpM2HGlnYg0tHRZChoAjK892mSiszwxQ13UkREgoCwBBbBimHII6JAgGeK4AGAZnFTmPkuM0NpAov3wfkgpSuneTaajIfDkdayiSiNkzRNAMBam8aJ6XREZFJmTjgIeeEA6AIWnjEAIRsRcAIhDKfZYDzuH1kNCCDEkSnZb432WhMCEDJgycQmtiaiELN3EjkobZblw8HeZDhK03RxcfHYsaNLS0tpmhZFgcbY2EZRFAACsyEb2ZgQCPCwidTKwEykFDVHLILgnTccRUKIgZwBJDBENB6OyCDPWvoq9QURRvYsnimEfSiy94Leg4bXgIIK6GatmxFWFbLZrQKoKkP6fAZWaXICnJ1YyKJ/JZFK5AFqemBBrt/Ne44sNTMzOOsdbHpeh7N+s5dXBKm1+2mtPXbs2MmTJ99888379+8PBgO1a48fP97Y2Hj8+PHTp08nk8nu7i7MYm19lb5Vq9VSe1f7FvXF7O7uXr9+/de//vVHH33knDt58uTZs2f/9m//FgBq0bFmheeAZfxjcSRfuYlUSGczIqgJxJ77/BcjGetoWuGKt2/f/vTTT2/fvn337l3V+lGRislkolbvt7/97ebm5tra2tLSUlmWio9V+7i4uHjhwoWrV68Oh0OF8qyvr3//+9+/fPnywsJCM4NZMwJopfuzRi3Y/Vx2PEUONf9UN5AWZZG2EgZwrAEIk0VBZpAgXthpkzADU1XZmUnv7c8VVS5ODSjZT5G5EILnUPrgQnDBD6fTp7uD7e1tZo7IdFrtJLbGmCSySRT7ksQQRYYEuPRlmXtfEhGIJTKFIwIxYnwhybTMSufzKVKQ4C1IHMfBy242iqIkbXXTmCi1rghuPGy1OkkS8rzYHozH47ExuLq0fHz9yMLcPAE6V8Zx5Ge6A9bGZASA2AsZFGwi4fcx8HXQrWxliIYEWmkcgmQZc+nEV9vSucCARV6UeVGWpfMzch3g0hclSx4QojSNYuRxkefGJOiZvSsgWGtjYyM7w5AxzqQQG5E1B7WiUgulAWsYz7XPiMAiLAGQVBlYjFgA9gwwU5iwYJEUl1azzKr7VuOLa4RNbUCbW+lw9VJJCEVEa2LKDDAajXZ2dp48eXL//n31K7WtVvtosyzTuk2apu+8887x48fTNFXIer3Ip9Pp9evX/+7v/u5f/uVfVONPg/pOp/N//s//GY1GGnQfKFU9d7PXicv6MKBDPNbwvIrQ1zgOJEmb45WbyMNH30uTi9QvNMYMBoMPPvjgd7/73a9+9at79+5tbGyMx+NaZ13bUfVI1EDg4sWLqsNbX0aSJMePH//hD3/Y6XRGoxEAdLvdixcvqkzaS19qs/VVnZ0aTNf8k9aR1J6SbSYoAWb02swcOIDKWBti5iCMIPt7k2urwXWjm4hAxTpDAIxkBDQSFGOMiaNWq9Pu5sPRpMjyPC+D80lsExs5a3JrI4NaQvUSyOvZRgJobcwC3mMhYISd56zkrHDOFbERdi7LpkWWe8/OwzQvR+PcxQJgLZIwOOfYheF4WuYFMiZJnEaxCJZ54a1HBBPZEIIglXFpKBFCREMERID0DAS1HhoN1EMpF30p4oMyqmow7spc06/O+Zrvo3KIRMrSF8AC1W2KrI3IOEBgrsTBkYGCCBrt4tzX0MB9CWxUoQVAYGEBEGSlxAVhr/XwqlceIYAHhZQzB0AA5RJSMBCIHMwwwizuqZGJdR35iwCw67Sg/lT6koWFhfX19XPnzmmuaTwe37lzZzAYbGxsbG5u6nZQlYW/+Zu/uXr1qsqrNgmu8jzXEtDm5qYK3O/t7cVxvLm5ORwO5+fnv7gtk0NqAtAwVa+Ii+iLj1duIg98wxdY6xePAxnfra0tLUZfv379yZMnk8mk+Yk1mFFE9vb2hsMhNOih9NO12GeMuXjxoh6bcRxrY5ZSjcFXS5poPaH+OJwpBe/u7mqrrNZJALSXDgCBaH+V7GuRCzDPQvUQql4OOdw5sM+DP9NI8QCMRku01bwp3Kff7WX96YjDXj4tMpcbjI21hohooT8XgiCSAcTqlAnMZG3iPPsQSmEL4AOWgZ0LZelNDM75yWQ6GU+9D96HySRL7MglzpJtxYkwh5A754Z7Y+eBItuNUyBbFEUIjkGICA1674OAiaw1KSIaE6E1xiAAH45C6rp2TaQaQoAAZVFwAC1pzwDN2idaeO9DpbPEzOyCL72bFjkT6aRX4stkWDBIEDGqG+NVb4tetF1n61kOVFREQ2oAtYMsleGtGMgPVXgD758HuuDLstze3h4Oh4jYbrfn5+c7nc4XJ/V6LhZHVaS63e7CwsKRI0eccxcvXlQ+08FgoFBZ1Ys/f/78wsLC4WSiEkTt7OyMRqM6dzkajXZ3d0ej0fz8PDyvrHR4HE6k1tdcB/XUEDX85vOY31ou8st+1Tq80lNxOBzevHnzvffe29nZUftYa3g1CSu1v6XT6dSg/9rzF5F2u3369OkjR44oIFxjalUWqw/qrzJ0YSmhjhrHO3fu3L9/X+uDFy9efO2114wxZAwLMMz2y7MwRmlYBBQSFkCpTWSzUNOYqP0rnwl4gTADS0SmFUeh1Zal5cRGKDDc23V5MZFchQGMAIsEawKRc64sfVl6DzaKiAMEDkSExpLEZGIkg6JnEpZlWfrAIkGwKF1WOCLyLF7YFc6VuSvDJJu6YDrGIhrnwmB36MWJiDHIIOrjWRursISlyEQ2jmOhuvhLzF4Emb1zIQTnPZdl7lxwrghBIFRgIAnM4vcxXl6jcqcBuzUmBKfijWVZijEQGRsC2Go3Cis2klVGxnsmATTIhoCoiUPd/02anmCjg7sq7MwIMRCQ92MBqXRs9gcwm1lQT0TKK3rjxo3r168bY5aXly9cuHDu3LmlpaUv2Np7eB81k0g16LLT6czNzS0tLenRonn2Oudep8vqF2ormpJiqBep+NYmFOkAjPwF11NPVy3noB/3XajzvHITecAdq1HTX5bl+MDslGW5t7e3ublZM+JpigRmvoCIqAL65cuXjx07pu2rdfIYGsepOlYHoIs16eyX9fM1uKujOeVPGwwGv/vd7x48ePDRRx89evRoMpl0Op0///M/T5LkzJkzc/PzlReJwAzmWXr26jLqLSQCUhtEOgTLUwPLiAhCgBwCAwCInskCDNZQEls730+TKLEmjmiws5NNpsE5L344RCSCJA4UlaV3Wg1G8b4ovU5IJJasSaK4FUftKEojAyUGACK01saOWEScCxwDoUU0WTGdjMbMwCzCAEiBZZoX4+mkcDkAWEtam9ZNZYxhhIgiNFGcJlD5yCyCIoEZREJROGbvPTtXOBe8L9XXFhEvHnkfBouo3IzVwiOCGb1xmZVZkICIEIS4gtmTAQmBKCFAZhQR8exYhBGZ0FQmEvcbIqt1LjILrp/hHp+ZyDo+RySRWasogQjw/r02MziEiHjvHz58+Mtf/vLdd9/9zW9+g4hLS0tvvPHGn//5n7/55pvr6+tpmr6c1WgmduucuJrLesNSQ+Gjfn4d77fb7ZMnT165cuXp06cbGxvOuV6v99prr12+fHlubk6Lll/QRDYnsHYYK/2PZ4kW/zRN5IFv9RUzC/VtU5L6drs9Ho/Vw8rzXJ+j4ETlqX/ttdd++MMfnjp1ShtjoOGrHzgSpdGFcqCS+GW/r16kGvF79+598MEHt2/f/vDDDx8/fqxqaHr7EfH06dPz8/OViQQAXVVYbY8QgtZsmBm9CUEEmQChIY0C+z7LIRoornqEiUAEQwg+VCzxIhxFkVEQSvBcOgmcsw+l5HkOSMAilmfoa2aEPC88o4gYwMgYQEQT2SSN49iQIOaGImut0ogxiA8SAMlGUZwCjQsXQghElgwJkvc8mWbOlYUvCIAiCqULofJfZqkSQkSMYs0h4LMnh9rTEOpUQBU+IGIQRlFaCRARbTpk1jwvsoDzvihyrdywEdVUIiI0JrE6LYwChpAQPKCwhBBQDIogBKmB+vRMIw1UH/gs1fbMRO6zjc/ILFCgKvHMDj8RoQYPS5Zln3766S9+8Yuf//zn9+/f116ajY0NZu73+/Pz861W64usyaZXe5hYt2kuD7SlNV0EaXRnaRHp3LlzP/vZz6IoevLkSQhhbm7ujTfeuHr1qkqGNN/nC5q2+rN4pl+oDkdT9/FL8Zh9LeObCLRroAY22uC/7NAul/q1KlR7586dmzdvan++4m+WlpZOnDixsLBw9erVfr9/9uzZ8+fPLy8v11HJAfA2NELvZufW4Sd/wUFERVFsb2/fu3fv5s2b77///h/+8Ae1jNPpdGdnR4/WEMK9e/du3Lhx9epV1cijWSYhMgIArlSKDa8mkgVCQMNgTQOXJ/tXyzV3bkOtW0SEVZ7M1KbEO3bOETmDSFVvZVKWiXMFKBpGAgOwl6L0LrALwUPwQkGQWQoXCNkaRqQ4SgxFyAUEsGiJrAh6FkvogrCgjdNOr5+XbjyeZpNxCAEMuhDysoAA3nvPHgXQgy+dhsYxAyKyDyEEQWAyymKhX1M+ewAACAFhYMHZCRECM4K1JILaGOK9Lws3mWR5XpahjGI0cRIRRVFk0zRJgrWWoAQOivgxIIymaqsRkYbERUUsPuNB0/9Aw3msVj+CzEprVWtj4+Ypmr3+ak2OnDzPHz16dPv27YcPHyoN83Q6vXPnzo0bN95+++26lfCL7J16nX/x6E2vod50NRClLv4cOXLknXfeWVhYqDvZTpw4oaLQTXj5l6L4BgDti9Um9M3NTWbWjt61tbW64vpNjlduIhV5r2e+evKa43gJ61PnKQBgcXFRnfxOp6OQrvn5+dXV1VOnTmmmZnV1dW5ubmVlRYmb9NMVTnEAwCgzaYvDzQkv59jv7Oz87ne/+4//+I///u//vnPnzvb2tkK1oZGcVm6hx48fax4HoOrbZWYwICLOOe9UmtQzM6DxDliQ0ALU6l37xU3vqpRl07HSPadVdX1QRIIX55wC5zRzZ4xRlAkDMQcXhNlLRN5779g7dhAIYyHgACGI80IogMZaaxCDD7PEgmEG7z1GEQMwkIlsq9PrOtfa2yvLvChc8B5LT1Rojd5rIZihdB5FE16BBILzzjkGCahEP9rJTiJBBCsF69nP+q+ALGK8MEnFbuuDD+pCCliyCOhDmJbFOC/KonChBEri2QzYOE6iMjI4u1MBqYqQEU1l3wQYPpMj9rB3r+2PAoCEaishaGsjNMs1aihJFNAW1+ZpOp3meV4jHLVrezAYDIfDLMueizD7rFEDSw+k/+BQtNt8fh35Nt03hUymaXrkyBHd0UmSTCYTFYiuZ6b+xC++d5h5Op3u7e39wz/8w82bN2/evAkAr7/++p//+Z+/8cYbq6urWgj6JsfLmMgmPhFmfVFZlunsKEBfSQrq26lRcBRFSn6j0o7NBOVncZc1506p6/TJCwsLb7311rFjx37zm9/oZXS7XcX3Ly4uKva7Ji+o37OmQWveb/3ouvsFGnRB2uj23OtpOpvSKMONRqPr16///d///S9+8Yv79+/XPBFxHKsjoHg3AOj3+wsLC+12qgDyMoA10Gol5XSytzfKsuLJkydWfBJZZo6S1FBkOeLg6h3IYT+3q1XFuvYdZk4lAGR5RfjGPux79FJRihVFEQRMFLe7PUSzNxhHFkuWaV5OChcEhIwPzMG5gCSQxDERe19oD1Icx6WbEKCCQhgQjRWGwBBEihBsmqyurubT6WQyKpxn5qzIPQe0KCKl0mgr7ImFRIgEWFzpfOmAJCCw2S/XiAT9SWTVLCJqfpYBSBhzX5CNDBI7X9FYAAbnxYduNzLGlj7sjcbj8QQF0BCSdUE8V6oy2rRKexMyGABBAAWospIEsM99q0WFz0Jo1JM/A5Q/Q1WCAiwszEEEmZW6qcI/RqYsyxqtrZR6ug7rskm/319dXe12u9rF8Fnr8/BWavoBVQGwIaxSXduzmjPPjfnqD02S5OjRo/r7YdSwvvPnlpVqq53neZqmZVn+4z/+4//9v//3448/VhYiFTibm5s7evSoXrZeQJ2v3M/kNnDTAKBv+AXN2meNr+RFNo+jJElUCHAwGGgh5eHDh3t7e48ePVLYjYj0er1Tp0794Ac/eOutt5aWlg6nFV5gIuvWq3rlaVfG8vKymgNdTEmS1KAZfLZR9MCBefijDywIfbm+uf7pwF+f+/tgMLhx48bvf//7u3fvjkajGYMOqH3UdRPHcb/fv3DhwqVLl+rcdvO6dLlkWW7FBWeYIQ5IFKwPwKGG43E4HHhiA1DNAFiUJStXeXDee/ZeTaRtAO5CCF57TQBNFHMQYR9AvLKNOXHeGFtPVFCeBkIhosgQ2ChOrKaKFKxDRIzgPOdFEYTb7dbc4lx3r196Hk9y8caFYCILwEEUBmMMYAjOEIUQCCB4RiBACOAFBCUIgv4EDoIgEhiA1DSCSlwzixGEIMKzIjKRATJkECMbd1qWjMkzIAOGgIVqjKPMaHIMVL06AAYRBJFIGBWyg1WoXVPtyecm2qSRi1QkQt08jzMy0GqFzwJ09frVnJ04ceLatWuTyeTOnTuqd3r06NGLFy8uLS0p+uIFe/PAZejx3ywZH4igv8g2eRWjCXISEZWEevDgwc7OjjrR3vsHDx5oF1CNWa75FkRkOp0qElbJE2rh+69uH+Grm8h6lsuyVPLOu3fvqhzgo0ePtA9UPUoR0RvsvT9x4oR2xT+35/S5o+lp1jLq3W5XmeygYcKUyaI5O/WRKJ/d1fNZa/3AGfviJ2uAvLGxcefOnZ2dnSbWXdtgoyjq9Xrr6+sXLlz4y7/8yx/96EfLy8uGTC3ZpCqvALC3t7e3t0feJbFlhijOiayNI5nxPza+2v6xH8IzgXZgzoqqC0VCCK4M7CRUW6KGniEiWQOMQoZsjOIDOOfZBQmCiICGhJAEZuTRAUgQwRJGhsSS2sdqoghNZAGg8G6cTQtXLi7Mzc3Pd7vt4XDIErzz7MEEa6I4iAgCevaIzAieDQYUAAkGEIk8MAcwgIxgAIMICbJSxiEYAEb1LaUC02AsgBUKUVAECQ1ZmyRJu9uPjBlPMzQWkIBACL1ANIObVLkg7aWpOjkJkEQpeqTiYkNEEEYi1K7DWcunBs661CqGdC3DPG9146wDgGal7llwzdYSAOgafv31151zy8vLd+7cmUwmxpizZ8++8847J06cUEv6gi1T14j1n5+FM/8s5PI3Nmq/R+2dEiwoKz4AMPNoNFKRzqb55hl19Hg8fvDgwZ07d54+fcrMR44cUYXxhYWFrwV2/jIm8vAklmX54MGDX/3qV//2b/928+ZNVY6etTQ4RFQBAEWWHjt27P/7//6/M2fO6Io8HLE+d2hMBzNzUxupuuxVI7yaDaovfs/mONDzBM/6yHqqN0/gWqMGng1SlMy5prTQt4qiqN1uLy8vHzly5NSpU1evXr18+fKFCxdOnDjR7/cEgFnQNC1dUOEwdGUcGWaIkxaRIWMQBPEZtpVKgLSKr6uGk5mZhCIABwkhcPDAvrKwEuqvzCCGIhtHxhgWAGO8C7kPhfMueEEykU0gCoKEBpgFArM34AgYgENwwJ694+CcqwQEjS535MKV02IaxJvY2NgIMhF48c574sgIoCFGElC6EACAwIKiJJoIzAFJacVmvSyodY8AAgIBBAF95alBYCGDIQizA9AYORiwQCZtd5TKBI0JIgxECCzsOTCgFy7LkpxDipTRS1teBMAAAlGoJNMED9DWHdjqzd+1DKh36BArpLqQOIvca0MZQlATiYjKJpWm6dGjR0ejkeJ/V1ZWjh49qgTjLwal1Sl4eJ5vKDMQ4jdfI37+1M3Sl3EcKye/quYBQKfTUXRzE3kCs+6M+/fv/+pXv3r33XcfPXqU5/mxY8e+//3v/+QnP9HuoGbDyMuNr+RF1q57lmXXr1//xS9+oRIZql6v6QBlBa+D1po75LNm6rM+q66uQCNzHEJQu3kAo3+YPf+Lg6qaiUWY8U5qZUP9+XphKelZLXqjz2+1WqdOnbp8+XKWZdr6rQHR8ePHL1++fPXq1YsXL164cEG1Yqq8D0iT/AoAnHN7e3t7eyMp8siSiMRJjkhkjMoAUEOgRrdshccMzzYvA5aBHIv3JbtSOBAwznyduisWDVtWLT1EsKUP06wYTqdTx46sWANEKGQMiVf8oFdSHOHSFaWfCYsrPUQF1zEkVMHmi7IUhChN0jQem6kIF0XBUmLkwJCQqTpXiCJjlNpH04AsQRCBAREbXecCz6szAACDeBdKH0QECQwgCdkIBMBGUZSkIQTPUvoQhAFJRGjGG1S40paOYmuVB41ZUFi80gwZQS2TN5eT8pI/C/qB5/yzcZzVa1AB/vtvMUtt8mwt1Sk8Ffao+yn1DI7j+HPXs246vQVa3tGEvnZ21cnNlwD/fo2j2TWnY2lp6cqVK9euXYvj+OnTp1EUra2tXb58eW1t7XAebDgcXr9+/R/+4R9++9vfav/xRx99NBwOFxcXjxw5srS09NWv8OW9yDp6VeLiGzdufPDBB/fu3VNwKTSOqZq9CgD0YKTPkOt9wV2vvWt5tqPzsMenBqJJ1/il7OOBJydJotVnVdp8/PixdhCePHlybW3t1KlTy8vLTSu5uLh47dq1nZ2dXq/36NEjROz3+71e74033rh8+fKZM2fm5+eVU3KWGeAQXE1DrWJPzrnpNBuPx5xnkSVmjhOHSEjEIdSCULM0xb4arfA+LaaICNiJF+fZu8K5QrwjhIhUZhGsJWMMAwo7D0gUhAGRx3k2yfJJlmVBAkXsCUiStEcIYBBAJAQUQfAoXJSZy6ZFNimKrNKWMrN6F2AZXFbkuSvbqe31uvNLi8O9KZncezcpCgYMYJk0FI41EWHJJMZaQkRU9Rm9M/UNqlfXs640AIAgZEVWk8uSQWttwlryRkAMIWhwI4JgkIMIkjSUpuMorZd34ACCQgEs4T7s9PkLCQ/RIO57RgCCSACC8MzFPnv9uvDUM6rxv3XtuKbX1eLk5+ZA1fQw8/b29t27dxVZURSFStOcOXNmfX1dGS7qif3cPfgqxuEDTxF7f/u3f3v69OmnT5+mabq2tvbmm2+ePXu2pjSUWUfvcDi8devWe++9d+vWrSRJNJV5/fr1N99885133llbW/vqV/jyXqTMcI4wg3pOJhOtMTWrHHWWQXlbT5w4ce7cuX6/XwOsmuPFt6duLmxixw4btS+e33zu3aqHekYqs3n79u0bN2588sknSouSZdnp06evXr36s5/97Hvf+97i4mL9iUR05swZRDx79uzW1pYWqXq93unTpxUyppkHaPi8GroDQGCwCDp7FRFDlnlLwsqlVUvB7wPUsRK2wRrQExqDxUwcliG4sgi+JOE4MhJFNiIJDBADGUQQQQ4Vq8J0Ohxn+STLSx+8SABi8QxiI29sjIgCbEAsgSE0BEU2LbKsTqtXVV4UQWHGsiyn03Hp8n53vtvt9vu9/ly38GE8ycJ0Os4Lx8hEZGNrfRzH1jqLZI2JDRGi7nOB/VCx5n2p73vDmwYAnhZTFzwRpSARREgihGCIkbxA6VxeFFpGBzQinsjW3nRgD8BIgiTMPjAKExoDZGg2z7OuefXlmxS5zw+0YeY9VoXtBgdGzdVkGguYCLXmVi8SaQgQ4qzNQb5Y61dRFB9++KFSGezs7IQQVPXw0qVLly9fPn369NLSkraWfVb58VWP2uQ1Q8AjR478z//5Py9duqQiZYouWl9fP+D31Ajz2lfTd1DdurpA+hXHy5tIfJZBRHUI9E+6gPQ81ANwaWlpcXGx3+9fvnz5L/7iL65evXogXfi5d0We5VWGZ200PHsQNa3PAfjFFxzOOaUOun79+p07d373u9998MEHDx8+HA6HGk7+4Q9/GAwG6+vrp06dmp+fb2Ip4jg+c+bMiRMn8jwvikJDG6WtVbdaJ0o9mk6nY2bJRe89RsZglVsMXnyoen7JGzWRaWJ15ogAdGULIhrvIYTgWEpXqZF470uGMpB6kcDBkmEkG5FBW3JpBQUNkiE0YAjQAMNwvDstXc4ckJCsQQtIzMA+MAU7y4QSCaFBMGXp86yY5mVZVklh0bIYGV3BReHYeQKMoiiNkl6vlxVhMBrTZBrYFc4xRQaBUUJgExywEGBsDQF676PoIAmYcnso4OfZhAMgQu6c96W1lmxs7X4vHaj3G4JCQa2NiSygJzLGREiGRbhZDagqQAJcUCCIiIRZhDmgCBIJCjAxegIUrU1XkbjMfN7GqkPRylK9BJWdl4CrDMG+da38I4W21PAMXZMwyzhxQ6L9uUNfOB6Pb9y48Ytf/OK9997L81wxwnNzc6dPn7527drbb7/9+uuvq56dQnbwUMfhqx51N3dda9X28BMnTvT7fS0wqAB9LRvVPB21y255efnx48eaSUjTdGFhQTMJX8sVftVyjQK11tbWjh8//qMf/Wg6nSoFMQB0Op2FhYV+v681piNHjpw8efL8+fPHjh1r4g2/YBT8uVH5Z70JNuu2RHVuVP9aY7KaZ/J0On3w4MH7779/69at999///bt27du3RoOh845tY8AEMfxjRs3/vCHP7z99tsnTpyA/fwU1ge+aozo5zYhmfVxl6YpSKUVhQIRIYoAcDttraytbT9dzyd7wZVFNtW3jWMrXLbbaZK2WbAMTCZOkpaJWuNJfv/xxr37j0fTCaFBQyEE55mRAAg5WIO9OI7aXZMmgmApojQlMqVnRIxszIxFWYxKPyrKohSgCE0iQMCIiGkrDmUhIJE1SGStjZIUKfLBASZEpUAWAAGQiCxFcWzLsiQWcMHnvpwWoQgoRDY2No7TVtqZsyV4nzsmI4ljCzmgABmK0ZSBIThmjgI2WoVmjUMIEpisTqdpMiw4FwTAWGvjhKyiqTCKTK/dMoDT6dR7H6UtBPIsxkQcwDmfttpRlDJC6R0YTJIIx1NjEFBEgnAeihIAWOtIWsUWYQ7CHFgYxFAFDAIAxH2HFw2BVNgimaG1UMC7IoniwM4iCYeiKISQRSxVKPHDdqSZjv9c/1GbNcbj8aeffnrz5s08z/XAVrL94XD45MmTjz766MKFC2+99dbFixfX1tZULVa5DoioRgo/97M+y0C/nG2tv6/+ot90bm5uf5vM5qFGK4tIURSLi4tvvvnmjRs3sizb2tqaTqdHjx79wQ9+cOXKFcXMvMTFHLy2r/Li5hVcuXKlKArtIdWjYH5+XsVRFxcXl5aWut3u/Py8Skh/A2dUTUxfXyricxbfYbdUuVX+67/+65e//OXNmzdv376tGpv1k3VbqptW78zmB+kTaumbOiHw3Cms/qM0FlXJQQCg2+23ux2BEHyOiElkjcEktgA2iq0xSGBNEoMxzFFZlk8Hezt742FWTEtvIkIEFgxAhJW9ZuYicBE4FgLCOE6MjQRJQhkCcOmD42npSg+BgcGAGGQIopKLWEwnwh6JLAWatd85F9iC14J2EEJjra0p0A0gCUhQoevg8qLMcuW+tHESx6WxMaDzQsKYRLGgIRSDxMDMHphYuEnxICJBnTRWP44AlU6SYOa8KS0xEAEaIkuR3i8UCD6UCrFgZlIeTBap7iBagxhFJrLGKzKMRZAlgBAzEBGwmkZCwdr/48AsQUS0TYhnaB+YQRERjewDx7m61wASnOMQgg9Es6vyzAxfU305iqK6zVk5dHXxI6L3fjAYqDTN/fv379+/f+bMmTfeeOPo0aNnz55dW1vrdrtayfHe11Kgutr1Hb7FCk+9kfUEUsWUH//4x2maKgx5ZWXl2rVrp0+fVjjgV6/Xf1VftDZ2CtQ6duyYVjO0cq8ygd1uVxnG1JnSpfOqoQZN+3jgdspM+aRJ91+bzrIs79279+677/7iF7948OCBFgRxRourDqD+VKNfk6PAs+W5Lwo3e/5hzGkaJ0niXRKMkEASR8ZgYo2AY4QA1kRxFLcEaDwp90aTjadbO4PdyWTiWCKwBCQCLKjsNYIAgUvvClfGPkayjBBYRLgovXMhiIQyTF2hFkQRKdqPAwBIVBYZgYQIJVgisEYA2PvSA6h0DLAYqDJlBAxhn361SXwLgSND7TRpt0MyzomyWuCAiCJrCUTYM0MAYUH2+8lHUVEDABGw1jCSdrxw3RUdKjDTTDMbECuD5b13rsjySd3jJIKaTmQOIiEyJooTE1nngrVEREFp0NV1DEgCIoIWAED7bLy2e7ISariZDa/FvELgiscTG0JgqsFdgbS806Z+nZmvdwsoaGFhYWFpaWlnZ6csS5opeuo610r37u7urVu3PvzwQ9VKvHr16tmzZ1dWVtI01Yin5q1oVpa+3kv9st+rvsvW2uPHj//kJz85c+aM0mlrl93y8vIX5Pj43PGlTeThyledcF1dXV1YWNC0fV2fMcZox0td4K6Tg690vOCUw0PN/FoZ1zEYDO7cuaPVeUUv1e9WV8+TJFlfX7927drFixdVpqOenMMV9i8xsPq/ILjgy1B6dgBgYhunkTFIxpRlACAkI2hZsHQ8GI63dwa7g73JNC8DCxBrDRWJLIqSx7CwSMmSF85QEUIoi0q/rCgK75mZnQt5WQYBBLAEGswCB0Q0SAABgdlDwAARWRNZQmHPAogYzXIXBAiIRumEhSVw1dXDHoEFAosnA61Wq+O4lcbWoPFcI+AREcmICAMBEYAEr3012pcyq2sTClXEH4pTVIo0FkZCY1H5gQUCM4bgSpeHUOmGB3aIYiOjPTtkGAKDiLUUJ9bGceFYaQR8CMwMYtVBDLpyZsnP+o5rZcz7fRMJVelGcfHPugLIsy4aQUTvnFbnDqDWvvrQvdbr9S5duvT222+HEBSNV7d7qXtYluXm5uZgMFDWlVu3bn388ceXL19W9MXi4qJ2rDVLo/CtmshmaUGTV9baI0eOrK2tVRKYxigZMB2S2Hu58ZJe5OE5EhGtPdV5X5i1uzeD0C9CJf81ziYfEr7QAPywD9ts3VH62+l0WgfIVdOetd1uV5Vwrl69+r3vfe/NN99cWVmpQ4+X5jE6PDSQZ+bYWiQbpwkZQETwTDZCoAA4zcrRONvc2d3aHmS5LwMARmgI0Ii6T2hYmKqdLYGlCCxFVjgDM3ZrFQ4EAGbwLLMKCAlggIDChGSIiUBYiEMoA1NkKbVGhB2KjSKTJBFNIbAP7KMoSuKoridqs5P3Xvt+2DsUsYQKOSIikYDAIQTB4IisiICAEpIhCTIDGBUTnBWHCQHJVF4iEatQJAszGAiISp/MFbvmrPgrwmrCZp8ryiIsEJgDAVoyFjEylCZxK4lcYHTayw4MAkKERKjlMgEAo4IYAiJgABsFH0HAWoby4NYB0D8SggE0SAbEIny9W0OzPf1+//XXX9/e3rbW3rhxQ+uNGpAq4FfXvOYoNU2prKbvv//+a6+9dvz48e9973tzc3O9Xq+uk9RiOF/jVv3iow77mlTkypYGz1axvq4r/NIm8rPuYrPhr36OFrXrjpE6bffNJDIOgEL00w8T/Oiom7u111uREGEWuGnv59LS0pkzZ3TpXLly5dSpU2fPnm21WkrUDJ/hBRxIVn7uEARBoMjaOBJJ22lsrWmlFUERWiETeYbpNN8bTnYG4+2dwd5wWvgQGAQJkViIgxAhGkFDQEagwl87AXChgFLCPuPLTNSBxBCK0mIzAKMEBA+CwJDGSeDAhWd2KBAZigwQMJJUBXER9gFZIjLa+AHBgxaRy9y5goMLwQto8o4I2KAocgigwgAyszfGEokgq/gtEQHMyCNRmcRm5czZJkEAAfVFAwcRtVcCgGS07ZpmMlnaoKR3XoAZDUpgjdVRgqaAtCkgL7lA7w0RkCjiHg0eLBIqLieIECADV9LY9YlrkGovGAX2s5LMxhi0UlecXsUWiKLoxIkTP/7xjxcXF994443bt29/9NFH9+/fv3v3rlau6uWtJnJvb0+Vlu/fv//hhx+urKzcunXr1KlTly5dOn78uEqJfIs4cx11wbOmm6kbjQ6wW8IhfdqXGF8/GVpdO9Z/1ijFb2Vmm1gcBTkiojLFKhZHUwEwc3Z0urWHemtrS6U5er3e2tqaluNff/31S5cuHTlyZHl5WVnp9f3rA63+6C91iAkeRCSnrVba7kZR1G5F1pokMnmeh8IXTrh0kzwf7I53B8PhaDqaZnkZgkBAgwaRiJFYBASNEBjDICEE4UCABsGjSAACYpaquQMQlEgHIYgIOw7ACMwsHJCIPcdRKt54i8CQRLbTilupjSJjDEpQ7dU8BIcImgYUQ4yWwz6GsVKGsZZFHDAiWGvi2LY8ionKgGUIznk0GGuTNLMSRjwDfpyZdSISqnCGuhsYRMBHmog0yt3OAFUSTSk3oep0VAo1mOn9AGtvfGBBR0itJGql8SQrrDUiCGKUdFzoGXy4cr8TIChrMRNiDdislkXVRT77OSvQMYJYBDZoDFpjEECYg/cm/nq2ZH2dnU7n/PnzKysreZ7fu3fvN7/5zaeffnr9+vV79+6pqEkN6qhPKW0k297ebrVad+7cOX369Pe+970rV66cPXt2fX1d8TRfvbHvpccXVAR4yWTXofH1m8gm7wM2JIC/FAryq48mL56S0I3HY6VxVma2hYUF5enUm62lOiJKkuTq1atPnz6N43hjYyPLspWVlTNnzqhmyPHjxzVBoyDHOjNSJyubGmRf6EJrpRmEWsaQgeK0FcUJEdg0sQhC5DkvQhhO89KF4Sjb2dndG4yy0jkPLjAaCwhIBOqV6QUYqqQTQwhB4gp/QkACgCBa0QUACcwASAgkIahUlu5jZhY0ghEhRGSBJNhWYltp3ErjOLJo0HtxzpXeNaF81dEIhojImiiKDEZxK43KjEVMcNaYyFIaxS7xYhKfBwzee69YTUAUZh9C0vQCmjHBzHLuB1YIjBBZDQTV3ROlwhWR0uWzSpTiKZWEkpBDmAkQhuAAAUwcGYoiq86dZWQkmLXni6AIYy2UoaqwgIiCqM66EADuk9gzCoAQIoOQIOMsf0rqgs4QS1o1jr8mE6lLsXaKNZ+oUiW3b98+f/78hx9+ePPmzTt37uzu7mr2ScsdFW2e9yq4NBwONzY27t69+4c//OHatWtvvvnmhQsXFhcXv5bGlZcYM+X0/V2mBaWm//iCkO4lxqui1K0NxJdtoXnp4ZzTIFrr6YiosG1NLO7u7r733nsfffTR1tbW06dPReTSpUs//vGPFevQbrebFBXr6+t/9Vd/deHCBSU97vV6Kysrq6uri4uL7Xa7LvXUXdXNxoCXmiwQBnVAACqFPBckCAhZATvN88l0tLu1PZ7mg1ExmmTDvckky10ZguqrgGUvgkRkWIC1EosQCarjXGeRRMSHEEUGqowfRVGEYDwHZkERLnwUmTi2lU+BTISRpTSxrvQmMiaxaSvudFrtdhsBjDHDopxM87LwiKbd7XU6naIoACiObVlUbMqeg5cqFBISDe40eV2KCxh1KKLSAREzi0pOgwSQ0rk4jskYZhbd9gjMIYmSqsCNIAhASECGImukttGRMVGM9S5S3DjM8nQiaAmQkZi1lylttVVqzRrstJJuO51MsiIrWIDIItVnv0gAQKXbIK/cE0hMpDw/tK8fyxWAHGDGO84K8IqjiNlbG9f0KCLSan0N5F3NpVinlXTTra+vl2W5srJy+vTpK1eufPrpp5988okKhzx58kQjLZjBD9VTy/Nc2yju3r378ccf//73v//Rj370v//3/15cXNTlVIPbmzTVr24c3mIHSq9fl/O4//6v+it9Y0Or0vV5ot2a4/H49u3bN2/e1NzKw4cP79y5o/vk9u3bWZZ1u93l5eV2u908l7rdrmo8aHVe9b+UvKcGor8K0BKSAJAwBIEsKyZZ4XwxmWSj0d5kPNrb2yvKsL03zgpfTIvCBeWdYUYGNiZiEa6ZY4igoucCYxDYKKc3oCBIFEXQkAQBNMwsSBFiKPIIARG9L0MIgGyQiLDXbbsCDaVpZLudVrvVMoAizIJFWWZFHqTCctcAKQDiAAG59DzNS4PiQ0BDxhgTkQ0VhZohAjJoTGDwnksICFwLAyJhM4sNAPqqZgl4f0uI6odVaUdEQDR6+wzV1GE4axYQYRJmMMSIWV60XNlvtQVN5kIURcGXZZkTUBxbBhNYP6ui+pHqrSCKImsJAgugJRJQFTnGWeUaakJgqAFOVZrekPENRaYGDfmrGtp/cuzYsbm5OU2snz179pNPPrl9+7ZSiu3u7tZUuzjjpdccVJ7ng8HAObe+vn706NHZSbMP/n21l/4tjT96E1mnJGrgDgBMp9PJZPL+++9/8skn77//vuoOPnz4UBHgaZrmef7xxx8vLCx8//vfV0NZV/d0fSiT0md96CtYDXWQDQHQs4zGk8FwNJlMfOl2d3ezyWgymQTBael9QA4CqLgW1fsCJaNRx0qBAwDivTdKm2OM1mciY2wctVpJK0nTNE3bLSX+AgAiSyhcFrGt5JshsLHVtk8iW+Y2sqbXbqVJpJMjANMi3xtPRtPMCxgyFY8Oi7U2SGBAYCi9y4rcakneGBsnEaEVZyNlHmNEg8a4QFQCMooIsgAwAGs7uSrzBAYWH0GIoohVR6VqFlSOX2VxrO2j0QQDzIjxgxflPyKAWZiLLAYRfZA8L4vCERHZyHlO4yiNothS1TbNDCJkTCU5oz6WCCJEBo2N0IJmJma4HzaItRBbXa6puSMRjVPlVS+WkLSlkgXo1RoaDbCIaGFhYXFx8dixY6dPn97Y2Pjkk08+/fTT3/3udzdv3nzy5ImK0B0g4XfOPXz4sN1u37t3bzKZKHCyTql962WcVzT+6E1kPfQm6Y18/Pjx+++//+///u/vvffe3bt39/b2yrJUrUQNu7T1vSaYatIEAEDVgDHLEzU/4pXilurMqfc8nEx3d4a7u7uK7y3LsswLIASbADCSNaDlBiJC5T0zSEEYK40gy8yhyIw1sSUUCgZacZzENk3jbrvT6/WUcAgIuWqdIw7Ol0USGQDg4BAxjSJrMARnhMdjGxO126khQkAAstYMBuNRlgdmG8VEVHrHgCgcx6kEESS0RoACg41sFJuADC6wgZgpipK6GTSEACwGyaJmUREwSiKLAmHWs6QVbZmx3ai8Kc+U4ywaRGy3bBLbyCbGEGhvIKOibGZZS1I1BES0SYoc5Xnug7dSMfsJBiKyBjvttNtpDYdFCN5QTIa4whixMMs+vJGsivggEAoAUxWK6z9nQxp9XAghiJn1odYVbWYmeOUtFbpHNC5utVonTpxYWVlZX19/7bXXLl269MEHH3zwwQeffPLJkydPJpOJ1nPUhdfCtwZnmriE59H1/4mNPxETWfOQA0CWZbdu3fq7v/u7//iP/7h165ZyFyssQAWS8jzX1iUtvOg71I0x+yyKM4P4iq9d11kAAAECQB/EeRiOsq2d4dOnOyGEsvSIhiViBgoQqiiUEQARBA2QAWZjDAl58ZG1nXYHEYskStO402kZRPY+bcXtNGklSbudtlqtfr/fbre9Aq6tCUGKIptOxwhKvp22kjSNrUFi9kY4TVPw3hgTnAfCKGm1Wsn2YDdO0iiK06Q9m1sECcbGURKjISKMW+2k3Wm1kiSNeMRCnko2FtAaMDMRLhEAsBGRSYggSqIkiaIomo4zo30UmhMAyPM8K3Jm7ve67XZbRMqyDCDGGIvQTWIQl1ibtuLYgDHU67Y6nU5EptPp9npzIYhnEMHIxu1WJ0mS7Z2tkOetTi9td4OghGCNJYHIkEU0BN12tz+/5AMO9oZeoCh94FI7LAHFkomjyCCQwYgQSSRUAExAhRPN6nGzfCQAEKibTJFIZIwlqqo9r9hE6nGSpmldNTXGNA3l+fPnr1279uGHH2pi6smTJ9vb26rcqRQtym77ijfFd2j8iZhI5v12t6IoHjx48N57792/f197B/XYhBnKlIi0tfPSpUvaaJUkSa3RWJ+KLzCOr6goP0t0QvAyGk72hpPRUOHrGEVWUARmBVoBEAIkIgKyRFSWZd3knyTJ4uJir98RCWls+/2eQRL2cWxjS6oxrSzo/d58EGYGG8cimBXTzc2NopwS4Nzc3Hy/GxmLEoDFCPf7/VAUeZ5PRuMkSRYWlrr9ziSbttrtKEparVaRlaPRSBP8c91eq9UK7EJwCwsLyyvLrXZiDPoQmLKSSzTWkDUmEkbvPQBashTFDMFa0+t3lpYW5ubmJEAcpxU/pjHe+ydPnjx69Kjb7R45ur6yskJEeubZJI4NTfcG2WRMwHPz3YVeL0ltN03a7ZQAer1eFCWttDOaZkVetlqd1dXV3lw/SuIsy5aXFpeWFmAmGlWUJRG1krSVdo8cO7myuj7N/ePNp1s7e8PRZDIuq95EDIGQ2VsbGYPWWEAWkBBQIBhA5spVVL5ydSu5Yv+perrpWRG6V71T6jLjgRhZscDz8/Pnzp27du3aRx99pM02WvgeDocqFfW9733v4sWLNY64CTr+k0xH/tGbyANQRG1CUlmIWv1Hm1UVC2mMWV5ePnv27NWrV3/4wx+eOXNGCUVq4EXzZn9dPUyfN55pztXLyLK8LD0DEpIIsmjWTFhB4aQ7igSrPjwDGFGlQdhKkvW1lePHj6dpjMDz83ORtd6XlsCXxXA4LLLJQn/u6Nrayspq4V1RehNH1sQulCzl7h6iwPLK4urSMgoEV6BATOi993mxs7ODgq1Wa2Fxqd/vAUlZlkncStO0yEqFiYxGo4X5+YWFOWY/zcb9fn9tbTVJEmY/LaZOIMsZ0dfoDSU901wliYksdbvto0ePHD16tNPqd9KWEKrlcs6lSTSeDBcXF0+fOnHu3LkkSbI8F5E4jpM4vvvpJ9tPN4MrVldXjq8f6fbSmIiIgTmE0O8t9rqbm9s7k/F0fn7x5OlT/fn5+cXFLJ/M93oL831mnkxGWVY4zwGgP7+wsLiytLKepN2s8OtHj9+5++Dxk6cbT2A8HobShUoPI4ixtT4iiwgE1Cj/WYlUUdrImVZlHYsjov1GGs8qocpZQ0fN6KPDWqt44bm5uYWFhfPnz585c+bMmTMbGxs7Ozsicvz48ddff/21115Tfj+YmcimCMSf2PgTMZF1PqvOLSo1njqP2jioC+Kdd97RQ/LSpUunTp06cuRIDQp57gJtPvjNnJMyk8NGRGtiNOTLoME1EAXxdOCZIgAQGUNGu/Qkiszc3Nzx48fn5npFPllYnItt5H0JzMPhIMuy8SSYOOr0+3OLC3lWjiZjimwSt4BaSZIgEKLESSttdyWEktkgtVspIgbntDzdbrXbnV7cbq+kx0uXJ1GcJC3nXHeStXZ3TRStrK6urKyI8HA47HRaSytrURSVLo+fbllbIuWCBo0lNILA4gVjrYwGCQAURVG/319ZWWmnvW63SzMNdBHJsuzJkydoqNvtrqysdLvdvCj0jidxPB3uBVfm0/Hc3NzK2upcrwvsOXgITERJ3GGkIJQmk+Xl1RMnTvTmFnpz/XyaJWk03+sT4e7u7s7OzqRwrc783PzikfXjaKO94TRt06m5pbTVTtqtwAWi5NOJc6qYGM26zFUhUpirEFvpxhUihI0OAeagyZy6IgyV5uJnauN8XeMw72qtNaK5XQWKKevi2bNnL1++rLXs8Xi8vLy8vr6uTPs1hgSeFeD+Exvfmok80LffBHxqZ3cNQVfTNp1OlVzz0aNHCoFUDnOFvO5nu4lardaVK1fOnTs3HA7v37+v0lr1kfjmm2+eO3dO6Se0teaLW71XZh/31Z8UrOM52DgK4hkCInh2ZCwZcOyAIAgQCqG2KRsCg4gQOE2rKvzK8uLS4vzCfH9hYS5Olpwr4jgOIfalk9FoWjqbtjCKPWDmvJBpdXpB2HOwZOMoNWijKCKMoihO2/EYTRLHiY1CCDaR/pIUjHEUFUDbjzfX1pfnlpaLoni4ucnM/f583O3BcIJJO+ktxnHcW1pn5hKMsa0yY6LUO/QOECwDFa70wmmr5RlC8O12KzgeTcan0mT1yFocxyayeeE6nc7S8jwRTSaTVrs7v7AUQpifW2y3upFNrIlnsQJ2Oq2kFRclhRBAKI5Ti+ScE+YQXKvTP3WyI0xPnm4urSwnrdZ0Ol5aWEzX0+FwnBVFlmVzC8uFN31H1sT9hcVWtxcYWi1BYzvd1smzJ+JOKhhccEU5JbCGVP/Heu/FO0APLAJ6eFUUkcLIxMRU5yKV/7XqaSkLFCaQENwLwGRZlmlrAzSAHGVZbm9vj0ajnZ0dmAndLC8v17wBdQ0QPqOogs+yujQNqC6n11577XN3xAFtenVW9OWTyaQsy93dXcX0t9vt+fl5eJ6M83dzfGsmsj586kfqs1RPp6bLJiLT6fTp06d37969e/eu2sSFhYUsy44fP67sxDADyiLi0aNH//Iv/3JlZeXhw4d6V1ZWVi5evHjixImzZ88uLS0pdWj96d+9GKGCHNc6qEYJzbjyJTU+0nPCkkHEiEyr1Wq32+12e35urqaxarfbZUlJkmRZNh6PBaHd7ag4og+SF06rw7BPbR2YgcivNAa2AACAAElEQVQqL3cA9J4BPIIhMsZiICy9J2vjJF2IYyJbOj+dZHlZWIqCsGfJfRkYtnZ30zjpz88h2klWGJt05+Y7nb6xO87t5qUTQTIRAOTOp0lLm9NDCMbabrc7N7fQn58PjqFq6ycNA7WBOoSghPazNvMKqJC0kziJENELhxAAjTFadMHJZJJlE+89WdPv95NWq6bYUTdwPMkGg4GJUzQmK0K3a4yNBUhp3FCgKLIKx0kzue0QmIHZAwugorECcGDxIlWfuNayD9AraGRaw2w/l0UcnjVeagHLstzY2Pjv//7vGzdubGxsIKIWpt96663jx4/XWwwbAiqvep2rs1/X6LMs01TmrVu3lFbj/PnzV69eXVhY+C4oL36R8Z0ItA8Es1UPhurSFYUqSt++ffv999//wx/+oEUYZl5dXX306NFf//VfX758WSt0mnxUprK//Mu/PHfu3M7OjtbvlpeXT5w4sbCw0Gq1amnG+qO/m2nm/R43CSKEaIgoCBvE2kTGcRwZa4yJyNSgzrIst7a22u12msZxYooiM8YoLbO2T2heT2vBzjmNsLTnzAUfZuSGhBaBvHDwzhjDjrFgFUY3xrDSRwhOx9ne7nA6zvpdS8oF4QNIMIgI4stSgoTgCSQ2pH3NIsKh2rHGRIic5zkQBgllWcZx1fxnjIltwgFU7VP3Xr/fn5ub8953Op2at1iPVee8Tsszw1jnHAp0u11BHgwGqsjcarW63a6av52dncFg4JzXgzPP8729PURstbvWWmvjbrfrWcqyxCgVERRCUdYfByLMXPogosaxZPbMHqpvCiA06+mua20VVFPvgibQD2QtD496X8DsSNCml1/84hf/+Z//ubW1hYgrKytbW1vaIFiT30ADT/aqTWTz/Z1zt27d+qd/+qd333339u3biLi4uPijH/0ojuMrV6602+3vmF/y/PGtmUgF2Rxgf6jJOTTlNBwOHz9+fOPGjdu3b3/wwQd6HOna9d6rYszJkydPnjyZpqludbURCmdZXFys5cY6nUpGWSvX+nHf5XOMVSiF/ex3babm2pprvlK9G2Zm8Nootre3l8Tx3Nxcq9Xq9TpZPi7LfGVlZTqdDgYD3f+7u7vz8/NaBPfe6wGj0NE8z8fjsS9dp9Ppd3tJkuiB1IqT6XRa5FMVqND3KbJsfq43HA52t7cL5zpJyj6E0vnSlVneP9aJyGztbueTaXeuL6H7dGuwu7ub5znPCqmVL+xDnhXBs2evJuPp5vb9+/dFZG3liMpgae5FT4U0TZVsreZ+j6KoKIosn5ZF7plNZOM4tnFERI5DURSRscoCWZal0oCq76acJsPh+MmTJ1GcalVX1YCVrJuIFhbSVqs1yfLdvWGrF6tVrbg5KAJgqOjRWZhDkKAuoQItvQBU2cnGmSeaV62rVc1+/+cOmYn61uVHZs6y7KOPPvrNb37z3nvvaRDw8OHDOI4vXrz4+uuvq4geNngev4HRbMEYDAYffvjhu++++6tf/UrzAGmaeu+PHTu2vr6u3GDffSv5rZnIA1u9hg4g4nQ63dnZefDgwf379z/55JM//OEPKj3Y1AIOIYxGo0ePHqn0Jcz60mSmQax7qQY51ombOgQ4wJv0bZtLAqAmBXltAYm41tvRhkKRUPU9e1fmTSlE0PaRbre7sDRvY1P6cuv+E2avWddWq6VfUxO+WZbVjowyF5Rl6R1PJ/lkNFb+t16vNx5NmbmTtkIIhDayiZIl6+f6oswn+XScCUBwXEyLbDr2ZT6djCQ4Fp6Oh6O9obGYddrj8bCWRrBJPB+nQewkd6Msb7fb0zwLzIqE39ra2tjYWFhYCItB/c26FqfN3WrdRqNRCCGKolozMs9y74MwMIuyIgr7aT6d6/ayYqo1B0GTpAkADQbDLJu0223PYTDcAxktLi7OLy7qelAfFAAK7yxXzdShdL4MalgNEJAVYE8i4oQQxIhw5Srr/aKZ5BlWRrSi1fAOqgI3eA6eA8PnGLKDtB0izPz06dPNzU3lNlVegs3NzadPn06nU22rbb7km7FHdf+ic+7JkyePHz/e29vTROp0Or158+Ynn3zy4x//+NixY999+wjfei4SZhOqpTTNrWxsbNy4ceOjjz66ffu2amtsbW2p91d3v6jXM5lM9IXwbHKzdjoOrLkDZLp128C3bR+fM9RVUS9YJf2qtT6DIYUQvLjmd0mSxCACQJIk/X4/iiKV/0aUXq+nnrW6UVrfrxXjZKYiTTOy+7Jw6sWLyHQyAYCNjY00TfvdXpqmkxGq79ZqtX1ZeuWGIAohZNNplmXBeRF5+mTTGEMgrVbiXZ7n0ziJer3eYDQEwjRO+3OL7f7C3mS6sbVNxiBi8AHRxHGiJjhJElcGvTyNjtVydbvdOiIGAPWF9ZLquLJ0bjqdjtPUgKgxVa7D2r6rD+t9pFha730r7SStVET2xqM8zxkqrNh4PA4hGLKtVmswGAyHw5ps0RjDoMS9mnMkQgOkHBeh6giYcRdKg0itycBfu5Dy2d2HTRhjvZhrnxoaBc80TbVOUkdLtfPxDZik5kVqNkAPRZmJmqjQWJ0B/+6PbzMXqWZOV/ZoNNID57333nvw4MHNmzfv3bv39OlT9RxrccimHWy322traysrKypFVNMC1q31dVuhhlRKVlivpO9M+72u2nDg0RCc96UPjoR8cN6XM9hx9QSc8VnX1x9C8LPYLc/zJ0+elGUxHA60B3l+fl5biZT8qnRhdzAkom63Ozc3DiFMp1MAyLJMpRqGowk+epQkyXQ8sdYG5/r9/srSYlmWm5tbaZoGLwjMeTke7mXTLI7j6Wg8BRiN9sosn46Hd8ZDZl5aWkySZLw3RpYkSQrv1B8E79UlVJc/L0pjIvRO71qapr5020+3pqNCW+U0F9lqtTRSLopCs2/WWu2xKYqCDPiyKMuK9HA8HiMiciiKwpd5v98HgNLlavLa3U673S7LfDweP326rbVy9cIePHiwuzNywY+GE4psHKftdjuKExF8+Ghja2ewu7WTT7Iq4A1hZgRnWVEUECFGQVRFstk92leC1c5FESUnV8E002xSfO5+aTqSCt44evToqVOnNjY2RqORpphOnjx59OjRXq/XrO18k4icZkF8dXV1dXW11Wpx1RcbnTp16sSJE3pIf/fKpM8Z36aJ5EpnuSiK4vHjx7/97W9///vfv//++xo7KFZATx6Vc6uu2FrlmDh58uSbb76phI/NOL02GfUvakPrB/WZTTe2Ke/1HRlhNvT4ZQkCBmR/e8CMIUZHHMc6mZqi2tra2t7enk4n3peIOB6PO52Ocr4NBgMlINCTXB1M1b/VDIbWuBBxe2tTRKbjSZIkkTGtVmt3e16R+Z1OJ59My6KIAfLJ1HuftpI8z5n9ZDLJ82npVJK0GA7X5uZ6WhIJIHGcDvaGk6yAwpdBCidZVhAaEUzTJIjXxnnv/ebm1mg0abe6ekBqfK07fzQalWWpkW+SJO12W7MEUWw6rdSHEjkg4nAydr5wRZlNxuz91taWfs2dwTCEULGUBzedTvO8dM75IA8fPozS9MmTJ+NJMRjuAd2P47jfn+92uyyQZUVeuMFwvLu9k2WZoljqfDqiQqnBILIggipeVI6k3tY6KVn7Wc0U5ItP6wNP05t+5cqV27dvO+f0wFhdXX3nnXeuXr3a6/V0GpvkA9/AqD1lZu50OmfPnr148aKWEJRXUJHnS0tL36K6w5ca34RdqNufawICDSFVzPfhw4d37969efPmxx9//PDhw8ePH0+n0zzPcaaSUcebMAOBr62tXb58+Qc/+MHrr79++fJlRYnXWP9m82l9DQdC6eaKeXGv4aseukpqwXVjTBQbJInjWEX7Op0OgGX23kMUJcQAlQIYCLCS54rANJsgYpxExphpkRVPHldkVnlmjCmKYjAY1JmpwWAAM26I+vEqicEBQOVqZ3MFnBV5bKO8LLMsQ0T2bjweDwaDNIrRBWEvIpN8Snt7gKyXPX06FhFjaVrk7XaapmkcWyLLgmUI3nNgHo93xlk+Ho/jOM6KMi8KEEqSJISwvb09GY+jKDIUqVOp8aMaAgDY29tr3s2Kc4QkikwUmSS2aRTv7mynsU3jJI6tK0rLbjrJNzc3J5PMWjscTQI7keC91y6Zre1dESm8997vDaeICGSttU+3dowxRIbIFqUvCqcBvjB752oyIT18ARk4sCAzkFBEVRxdw3rqSGhWhXcAoOG/99589lF9gK1Zi5AnT578X//rf505c0brIYuLixcuXFhfX8dDGnbfzGhCRIjo9OnTf/M3f7O2tnb79m1jzNra2pUrV7R/8cUBnM5qXc7S71KWpRISwrNW5ZUeAN/oJOqy0IrqcDi8e/fu7373u/fff//27dsbGxsqVx1FlTKUhuEwCyjKslxdXT1z5szZs2f1aLp06dLRo0c1TDvQdvrHNQ4nTNVN1lpBnfMC7dzg6iW6HZvOCMxqo9odUb1t8HWGsRmm6VKrep+b+p/WwCETCQDBeOecU8bM4BVaVBgLgVVtlkwlM+O9974sXYEoli0SlS6QdUEY0XkGFghBnIdJVo7G+d54PM3ywPtisN4HZlZ1wHarqwnBstxPyNZn7YG0CQBEsYlj20rjPIlaUZRZSgwZg5G1URRlWZFl2Wg0AkJCG0IwFkNwaiIRjBf2PvgQ9JBmIJwJOCASAJGJQpAaj1E78lmmBROpxGRF1Cza2TZuMgDADLahCaJWq9XpdNRKftnWmqWlpTiOjx49qptFaSZ6vd63tZhln25drLWLi4vXrl1bXl4eDAaI2Ol0VlZW9JqbRvDw0JJ9M7Op06UYdY386l3/Sr/RKzeRTbRXLbH26aefvv/++/fv3//444/v3r07GAw0plaWY5g5OLoN0jRdWlpaW1u7cOHCm2++qY2D6+vrqmFdySR9J4GNX2qWak9WvYO1IyvLK4vDyZBZmxAUfseRqeDxUBtKqk5sqGHJsw0KAAjIAiGwY/cM/pR0ae7nH/RnkziatDALAAAeHREVjdDeYGaRgFFYEaailL0hhBCc995aSlOKAAKAZ6VsELLGACFCUZZZlo1G4+k0K52vIDQECAZYOIQyBBFppZ26Q64uetSWsRYS0MUjIjaiNI0ROsZgIEKUMnhEMe02zFITnoMvWJndbUQhOO9ZRBgUpRj8LMcBQCLCVX5D59kiGGMMKoskq3A2zOJZQRKpGHQFGEVUHo0ZiIG40mQUEfQ+iEin01laWZtfXLZxivily4YhhHa73aTeqU3Jt7KSn1mHzMaYI0eOrKysKKFMLVVYadV99rbVu6klWS1I6OLUtshvcst/E15kfXJub2///ve//+1vf/vhhx9+8MEHg8Fge3tb66oHQGF1K0W329VG+h/84AenT58+c+bM0tJSv9/vdrvqyKjHXr/wO1B+eckpavoXvV7v4sWLt2/fnmTZzs6OSotUatTGVur1tf/Y+NbVz2ffuvkp9TMrdZrGAaZ/qpO28KyJNAgiQg2lXxQGAAOaUZopBVWEBgERY7QRIiMxUlDiW4BYkKIIGAIUhSsneVaUZdXQDAFRtB0TsVJnVQRiPTPN5N0+sL5SsvbM7LwQQfDtqngdAQkDixLo2og05nBllYv03ofgQ9Bud2RmH5iZXWgW0PZn1LnC2thUpCeuOV1qH7WKhiTIWiuqbHfdQqNzXrc5HDt27OLFi+vr6+pY0ZePjtUa1l5kfXO/xVFjVGpN5npAI7n0ggSX+tej0eijjz76wx/+8ODBA2vtysrKtWvXzpw5c+TIkZrx+lXXfF65idS9DQBFUXzyySf/+I//+Mtf/vLBgwcqttWs/dcwHW0ZnJubW11dPX/+/FtvvfXaa6+dO3ducXGx1+vpFq25HeFZ3/5Vf51XNCq/YlZH6vV6V69e3d7eZoA7d+5Ms7GeB9bEJNqfXYmj7sNLZ6ID0Ag9ELFpIrExmh7ZM49LrbUyu4MzQykiwAFnnDRVIEn1Ldi/CwIhTdM4jtrtdrudJklFnSsQCLWxBOM4SZKk0+lEcQvQqK1WlEwlXYMMAIYiPS9rpE4ze9s0kZUjidxuJdop0O10ohiRA0uwZGwckbGdXrdXlNYUrJdNzOyZIYTgGWoTGacAoKK7sw5CPVqcV6iNtTEAcGhUUUhnQDW9FQ0eCIxaikpMfBY8Kp3t/Pz8hQsX/uzP/uz06dNpmr7E6V57i83F/y2C2PQL1vDbWkKjbhVt3r4XDO0FuHv37s9//vOf//znn3zyCQCsrq4+fvz4Zz/7WbfbXVxcrD/ulX6jb8iLLIpiZ2fno48+evfdd3//+98r2FuHzqMeGrr41tfXz507d/bsWeWbOHfu3MrKikpB1TNez+MBP+gb+DqvaIrqlglE6nQ6ly5dCiEsLi/funVrNN5TDGASt8BLDQ1pmkgvDDNPrX5PALCNtdisgB9wNGrvcp/9tX6VcH2Jlec4y2lWZh1xps3CjGAAGSGxEUXUihOKjEUjBKR+FnBERtBkuRuPp+PcCROSVfATs5cZKyaAAO43aNcXr59b1yLqrF/1C4Q4jjvttNdNO63UGiHhwB4FkiQBwdFosrc3KnLHQoBsKlQYMLOayMACAJ4JAFQLSLgS0QUAqNBjmv4mEQEhAQ231UTKzJX2zBzbpOnk1pOmscL8/PzZs2e1pTpNUzJfegHXqnbN4kz94JdagV/q+Z+112p9lCbkqFla4YY06QsqLVpUvH79+q9+9avr168/efKkLMvHjx8DwMrKyqVLl+bm5hTD90efi4RZMWE8Hj958qRuE65Lz/o91XPs9Xrf//73L1269MYbb5w+fXp9fV0pb5U1pNkV04SIH75n38DEfV3jADxTRBAgSZJWq/X6668fPXH0yZMrigzNsqzd6mLDsjUXtZpIwf21HkBIwOA+0QMcWtkHJk0fgs/wIgFAoZgE+5hkz1yrsuhPgwQkwoykiUdBIZnJhJE4AxgEfQDvoQwIgICmTsOJBKj4xILMuu6wAXuurUx9zc2kPoMgijWYxJTGkZpIliDBR1GCQEXhsqwIXgQMkgAGxCoLKar+A4iIQYyIiKrBVnh9FBGDiMDaLw+4/yoiqk0kVxrgHlhim9Sp0ma7NAC0220lPz5x4kSSxsHzS/Cg1e7YC/Ab3/BQj0fxznXVvq6uVCnjRi/cc99EGew3Nzfv37+vimMAUBTFw4cPVa3kwGS+uvHKTaS2TmtkV0t0ImJdkdTjdGVl5dy5c6dOnfrxj3989uzZkydPKlS4bqzWuW6aEviMzKN8JxoKv9IwxuR53uv1Fhfm19bW2HkvnE+m3W4/OK8OF2JTGAVEhRqa/qCqOwdGRBJi5PpngGDRCknzEf0fka3V+kj2NftUmJsqOlgPoORD6ELFBlKb5llY4HCmJgSz5HJkyZcZsHgWYQhiBEkYGaD2FpEEWEQ4hCAQhJEMIBj9qX4lIAuj/hQIIIQkCEZLMSIBgYkgjkxkiEAEArvS2piIvGdXBhEQNIjofE5EQIiIFeEtGjAUvMAs0JaZ8hoKxIkVNYCCUGUb1DOazTxW3fVqIpOkpaK9NRyyvkHKdW+tTdJYGMqybEUpAM8YIwng2WOwHo0lT0ggWg1CAWKdC6JmjEDPeYNnNGxBVdUPHo4VTZHgoTc49NR6VIpyBCHMmtzIsOH6kNPtLEqM+dk5RO1/VUB03Y1Tm8UaqHcgrHwV45WbSI2FRUQ7AdbW1h4/fqwNSco0cfTo0XPnzl25cuW11147evSoRhztdrtWZAUAbQtpJmVfkKDFGdfkZ43a7dc+ZbXF0IBffZNGtsZ76j+rHCtSp9XWRzpJBxMQAOwtvPitXhAp1fL29U8QEBRgZAgEKpMIDKKGhwMgiUEzKzOwcurUCVMRUbm+9iywqlPJM0BGR+dQHQoNArwvgZKknSazbx9CACBj0Hu2ljQnGKm+GIPe5BCCCFr7nDuuTmTlP1Y83qDP1PA2iuJK0joFDiGI2NjYFlVkhXqLa7e0TuzKZ1YA9BNnk3rg8erVz8z8Z7g5s8ermUADrU4KwAECAAfPwTGK9YVHgXa7jRbZe4pNRZBXz4/3QNVdRRQWKAUE9oUUEVQdEgRUeiQGARKHEEgcgAfxgRnIMBmBWSpGVESCgkSAEQEBKJoJUf3+huWVAFJ1FoEhAAkAYIgAWAIggKUIZ8sLAI2NGCsshflsU6uEhydPnpxOp9vb29p1fv78+aWlJa1wfDM79JWbSDX/RNTv91977bWf/vSnvV5vb2+vKAoNMRTqePr06WPHjs3PzyOiMl/N1v0z2KivZdSWV0SUEGEwGOjGVuv8uUb2mxzY+PlFnvlF3kd9AAQEAhRSZVmpXEVAAUIBAYFndMkPUFXrRtWcZo2srG9WHUbVZRYAILI2rUquIqJ/8d4zwyx3xmaWjxMJAKbO/UOD8eQAO8PstgoRzIgR1YJYFiCsHvGBdRcjAYKVihMEkBAbk8dcOVSHR8M+woEjqYmqeOl7rR2mAjKZTLaf7uztjsusbKetI6vL/X4/7aQAAijChFSbKAMSZr8zYXWSBAERAAaDYIkNBoASSIpiJMFLyDEUIrlwGdgH5lJYMBIyCFXe1yAKGBP3wLbIxkQW0AASgLrVVLmdCKpzppeuE4ACVSyCPMNAoU7qoan9zJzm4uLilStXfvzjH/d6vYcPH5Zlubi4+LOf/eyNN95YW1vTzvQ6ffHqitrfREVbv0O323399dfjOH7ttde2trZCCOpCHjt2bGVlpd/vKw9N7cpV8/d18znKjNtGN1tZlvfv379z5854PNbE0LFjx1ZXV9vt9queme/IqGsg9SR/kdVWP7l5s5rdI81xOOvUDLvqmtuB5hN9Zt1or+MAUqT5tg08k+gqMgaZwXuuPV+tiiECETCrVOwzlyqiris2ErPNbw2vVDZB8yPj0fjmzU9//94fPr15a7w3XJjvnzx5/Ic//OHZ82c6SU9YfBBjYjVEaFB3sUAQYASnR40FBAgEHtmDzyDkHDIJ2d7WU/CZlFPxGbpC2AV2LOhEmCKkiMgSkUGKEJiiqL1CSafV6sRpx8QpRCmYGDECMADGBwAyqKgGABaw1PALK8r1Kmh53jd+EegnjuNz58799V//9cWLFzc2Nrz3i4uL58+fv3DhQq/Xq4PuV42R/CZMZJ1GXFxcfOONN06dOqU0fGmadjodzTjU3KIHtuvX/uV1y6l3UxTFp59++u///u+///3vNzY2er3e8ePH33777R/+8IcnTpw4bK//xMZzk+WHUcd1E0gTk1hTqH0Rd1uxjXXmRBp0JDjrVIOGOB/MktQwM8EHPIWar/t5XwpmxZOZj9NQamsWWxGBWYhUYruum+2/T9PUi8A3Uv8jX4aH9x/953+8+y//9M+f3LgxGo3m5nrHjq2D4dZccrZ3lkWEMIAjsAFIYV0IIAIGGaEkZgAGCMAMPgM35Ww4GT0djbbLbDAaboubSjmFUKLLUIICQsXEAgYpRjQGyRAZEEGL7QWT9tqdfrs73+70k848tvtgW5B0ASOL5MX4EAEZBkRRDAARMtf2Dw+DNDW7SVBnDQ5PxEyU8fLlyxcuXBiNRkVRKOH80tISImqR4xtoHf6G9n+tSNPtdpXqGRowPWi4AM3k66soTDe39HA4/O1vf/v3f//3H3744fb2tlIHTSYT7QdotVp/LGXxlx5qNYqiUAC/9inWvY/4bIdiHdSo2SqKQil4FQLdbrc19oFZIqn5QbURnE6nk8lE0ymqG6Epec116pMPAJJU215JifQjvPeHQS0zCwjao6VsmEotPstjVriTEEQ9D6L6JAYRUC4MZZ+KoihN01Yrmb159bRXPYoiPLj3+L9/+95///a3GxuPmHlvmO5Ndk7+97FLVy+urC2nrRbZmIERgmMxZFQ0zAIa8AAOJIeQQTaGcsrZqJjsjEdbo+HT0XC7LPaEMwgZuhK5MOIJRUQQbGAEjEQMohEhAWQUAeK9NsatkHaKdm/amUu7S3FnzqT9zsI6xD1ozVtMLZADQLBi1FdEBhKooK4HkrMAQJXxZBT6LKdc15i1VpNvi4uLKsdSp+BqIHqzivsqxjdR0dbVrJl7OaRLeeC7NbfWq/jazd6S3d3dGzdufPDBByoZNplMxuPx6urqxsZGlmVKh/Oq5+dbHApYGwwG9+7d01xPkiQqfFZr+8izPIP178455R/Z2NhIkmRhYeH48eMnTpzQwpqO+lW1SVUMh862tgacO3dOddagEVyrhRKR7e3t7e1tJU5OkmRlZWV1dVUVrGoa5joHqv3po9GkfgkzLy4unj59Wnv564CGmYlM1cIeROPxyWSyubmpaqhZlqm2wYkTJxYW5vSqvl5H8jNwiBgcT4aTrSeb29vbPjADjLPc77qn21tKnRS12gasiGfE2vwQAIIDKMDvQTaAYjTYuMfZ3nS4PR1vl9mwdCP2OXOOFIQLZEcQCIMlreM7g0bAsxhtaCUAExgABCYSIl9YN46zqE1Jz6R9SPr9xaPtxfX+8nHsrQAmESQCgSGa9fcjVpUYBhAGxirQ3i8j4ecxv9Xo17pmeyBXo79wQ8XsVYxXbiKb9CQH6sUHnMRmCPaqh8yEcabTaZZlMNv8zik1Vl7RSv/pmkj9dt77hw8f/uIXv/jNb34zmUx6vd4777zz+uuvv/HGG4uLiweSHtBw9jc3N3/961+/++67Dx48MMYsLS1dvXr1Bz/4waVLl7rdbhPTW//y4MGD//f//t+vf/3re/fuaer95MmTP/3pT//sz/5MoV3Nu0NE4/H49u3b//qv/3rnzp0nT57Ecby2tnb+/Pkf/OAHb7311oEkdd3B8sEHHyilnjLfzM/PX7t27Xvf+96bb76ZJEkj2N+fCmYYj8c3b9787W9/e/369c3NzbIsFxYWrl279pOf/OTy5cudTqsRgD8fOPACCPQXvykoEJFpJWm/1+l221meaUGJiNqdXrs7jyZFTABM8GwjsvVm4UzCsCyelnuP8sETP9oabj7kYlRme74YBs4RHBkmkoJFJAgySCCUAAxADIyGGASEBQA5CLCQkDBJCQIcyDtTZlZMArYTou50tJ0ONsfD7e7ikaSzbNOuTXrG9gA6YVbJmnmPJLNcpDYQqHp4ZSI/w7LVkioiUgMH9fGa27BJa/Dqdso3kYusk1l1hr7+5Zn10dA7lGeZH7/GMZOUMk3yfeXirttIa7yrVmNf9RR9K6MsS1WA2dzcfO+99/75n/95OBwuLCx8+umnf/VXf7WwsNDtdrXcLw1yw/q1Gxsb+qpHjx557+fm5h4/fqxUdadOnap76bQGrWnf+/fv/+Y3v/mXf/mXR48ehRCU9EXdydOnT2uCCWZxEwBkWfbo0aN/+7d/+/TTTx88eAAACwsLly9fBoClpaVTp041v07dhvj+++//67/+669//WtVAmi1Wk+fPi3L8uLFi9q+1TTcChNXV/rGjRs///nP/+u//mt7e1sDuul0euzYsRMnTjRN5KseSRQvzvfX19ePHFktwjQvszRpzy8uLCytzs8vxVHXYIIAEgAjikDLXFMp90K+Vew9GG/d2du4M9l9TOWUQgFSkJSEJRKLuCCAYAUFRCdZAoMIBwaMgIEBgMQHYCPM4A2IYSHtBhIUsMwOfBApsnJSTPay8fZ490lv8cjc4rqdW4TUQ2QNJgLAwDNULSpgaIY+IpDPn03V9qm7cdRZybJMwxQ9g6FR0X514xvqrjlQ9HgxWOyVZhbqrKjSRl29evXWrVvvvfeeVpBOnjz5ox/96OTJk91ut9PpvET7p+49NQ21BJ3aWc3QNcu7L9EoVr8JAOR5rkpVyrytEi61fvH/3957NtdxZGnC52SWu94CuPCGAAE60YlSS5o2ExMzsxvzbkzEzk+d2InpmN7WqHu7JVGW3oIg4c31tlxmvh8Obqp4AYIkyG6xJZwPEgjULZN169Qxz3keosjVPi7aENMC4hQMPnjwgERder0e6ZVTW39oaCiKGNU9RKJAfvLkydOnT5vNJhHcffnllxMTE9PT06S9p6d0dYenVqvduHFjdXWVSL8bjUa9XifV0PHxcQCgQ2gX2W63Hzx4sLKy8vDhQ+re7O7uuq7rOM7CwsLQ0JBGHewDsG17eXn52bNn33//fb1ep4GWXq/37bffxuPxs2fP/vKXv6SNbdsMQ+l5geNYQigAoFngb7755tmzZ77vJxKJdrv9xRdfjI6Ozs/Pk8oFFTRf95v5utsbJjt1avY3v/mVAO/mnUyr0x4pjU3Pzv9///K/E7F8Ih4HAV5P2KbNFSjhCb8m/ZrXqXRrG63q025lPejsotdWflcpwUAChhKFVCGglBKEAOQGAyalEAoAFSgmAZVUwJgCBRwZoegFSCEcKyaCUCoFqJgKZBhKFqLyTPSlF4T1XqvbCJp7sr3Hh0adbBeSBphZNNg+CwDDEJUUYHBzvx6w/5wcieONLF1UoTtaxtFdOM1n8Reyn2y79gjTlYt0Or24uPirX/1qfHy8VqsZhlEqlS5dujQ6OkqC7m9yCBrDGgifo5EyHov0lJLQIAj29vZoGMswjHQ6XSqVhoeHo00P/b6JOnp9DpZl9Xq9x48f379/f2Njg1QZlFKNRoPY6khrVLtXjcsh/vDV1dX19fVWqwX9GXyqANKAaSaTGThtrVbWbrdJiwoA6CpqtRq1VgZekNqtR6ewqbNEzaWBZYFI+7vb7VIu5nleEAQrKyt6rZRSACb2ad84R8pYfN9vNBpaWFFKubu7S7qbExMT+XyeDviXTirQ5IXhoQsXz/MYnnlvqdvrJdP5Uml8cmImly4YCpQCh3NmAMhAuY1e9Ynwyp36bru+4TY2g04FvAZKj0HIQRLKkoI5Qr6aiCAlVwoVcEQEQxLUEY1QoQIVCslQAUiDoQLTlSAVV2q/6MRQMggRlB+GHF0le8Jve26j6ddVZ48ndlNj6GQnzXSaMYNJFUpucq64oSeUBp2j+ovCqN6C/RxdpH4IE4nEmTNnstlspVKp1WqmaWazWdLD0XH+MaKGATZ8/Q6MIFFQixq+7snTQ761tfXVV1999913W1tb1Me4du3apUuXxsbGBgo0AyF5tG6wubl58+bNu3fv7uzsaI/j+36z2axWq9R3hn7mqxE5pDG9urq6ubmpgeLUFq/Vao1Ggwh9owtCjtXzPFJ60mdFyllEXhsdztNkMNEQm7xkr9ejrtoARxT9l5Ct6XSa3k/0Kdd1ic2+3W6XSiV9bjzCGZFIJIhej8JV3/cRsdPpLC8v37x5c2lpKZFIGIZBYz9/UZNhwEw+NT2Zzqfecy94vs+MWDpV5CyecjgxeyADUAG41V59tbe37Lc3W/WddmtH9GpM9AwVIIRc6VcIcbTtM1iaIDGUCgTrzweGgAp4CEwBqv0Z81AChIhMMQWOQAUokQNDiSIAKRDA5koBcSu5Kuj2/LZoV5RdcUM7G3h5YwLiGQDOFFfSAQb7d+tw3P07bT87F6m9HsV3RNHc7Xa73S4JABBz15scgjhdDMPo9XpBEGjhvYFm/fFmHBGx1WrduXPnd7/73ddff72zs2OaZrFYpA4D8TnTljqjxwgrD/Q7G71e79GjR7dv397Y2PA8j8LPMAxt2y6VSmNjY5RdHuzYhGFIihqtVotQClTbJYSN4zgHQ2OquBMQRw9c0umRbheJPQ3M3ROWKKoETfshL6m1jCBCiRKPxycmJsbGxlZXV1utFh2FaFlXV1er1SpNUuoAVMr9wnexWDx9+jQlE5r03jTNZrN59+7de/fuZTKZQqFgmjH4C5sIFTNQIYsnEvFU3BdSKTPuJIUHSPGXkqA6EDRblZXG7mN/77Hf2em2yqHbYMozmGBMcKUUTZgiSKSJFgLESwOUAoFSMcZAskChABDMkOCgYZmmhRxQSSV8JfxAScNMhBCAChgAYAAoFYSofAMZAjcQBDAJAEIoLxShrG3dBwgdsxfPjYKVZWZcSR4qxrhFq65nwvfjx3c7hISfs4vUjCNEMkRzhwOQ9eOVRCkAqdfrpEtHatRjY2NE3wT98srxeE+VUrVa7e7du1999dWjR4+IjbnRaORyuYsXL545c0YrXOtwLJprY59PZHt7+969ew8fPqThS+wzSNq2vbS0dOnSpWKxGF0uXWDt9Xq7u7u7u7uEBIA+5DuVSlEArgtG2kGT/C+5SDoKwXqIpkSjHQeWnd5Y9GrRqgZKKd/36d0TXXC6hHg8XigUisUiFWH3B7EZo5LCs2fPFhYWCGenOwCUaGez2aWlpaWlpdXV1d3dXdot57zValGLfG5uLpPJEELoL/jtRDBsCxAAOHIDOZocRAhKgZIKEYEBQAe8bbfxtLr9qL77OKysg9cI/B4Dn7MQQYFQoZS8zy/HFPVMJO/rHJGrReACuJAYoq1YyknkeSxjJdOmaSolQt/1e90w9GToKtWVfs+ToSk5UyHxGYVhwEAwJjmYqBQoQ4ZSCem3ntW5y6CV9xrp4VNglZA7EATIrUiAoPPrdz7N/hm6yOjkXLRIpwM6Dbg73v6J92lzc/Obb765e/duuVxOJBI0tEPCb/rhPEYvCPoxYKPR2Nvba7fb5HGazWalUul0OlqRecDFRy9HCOG67tbW1vLyMlGKQD+mRsRsNru4uHj69OlkMqldDESokemze3t7muGKfH0qlRodHS0Wi9rfRWNYHUXqRiSJF1JbLAp/0w6duF4okNRYdEJ3d7vdQ6NIGr0YGRlJJpNae50xRnSl5XK50+nkcjm9GmEYWpbBOSP276WlpVu3bhHXll6ojY2NR48e7e7uzs3NHRH4vy4Y6EXW13/gCAYCGgiK0awRzaEEENTdxtPyzr3q3n23vgm9uikCDiHj0uBEfNzHSvaBhwwlKJA0dbkvZcsVGiEYgtmGkzWTQ/nSnJEoxJI57jggpNfr+m5XBO1WdRW75Z5SMugKUEqCoVh/YEaBFAoZQ5QgUSoFEoPAa/ZqshcKFwwjbcUgHjM5l6AE9EfhFShG3KMSgB8xhvgu2M/XRUb94CtyCL2KKaW63e7333//7//+748fP67X64ZhEFtJIpFIpVKv28IeMNIqyWQyxDZImj8Ujtm2TUGxPpNDn08ChC4vLz9+/LhcLu8LJQaBYRhUnF1YWBgeHtZY62jcbRgGRaCEOoxOEBaLRWprHDr3QrVITaWsVdFJ2lCHvdFPcc6jhCb6WDTVMxCD01+pSjA1NTUyMlIul5vNJjk1mrdpNpvUldJuve+UwTT3haju3bu3u7u7s7OzL/YN4Lru8vLy/fv3FxYWEokEwF+2HCklAIIQSjLgjOb5hFLC5AYIV7rVdu1pdfthde9et/0EZcsExZlCpJk+CQDIOUOmJANk+3x5CgClqaREEMwI92vUtgAb7HSsMJ0dms2PnWaxvBHLgBGHUFhBIELfEM1E0unU7BrDTkdJLxSACAolGtxApWjCE+jwyBFCk/dC6bsdESgp0Aohlh62eGwYeYhg9nMZBRD2/ey7Dj3+2blIODDwS09XtMeiI4JjtGsMw2i1Wrdv3/7iiy9ItoxapYVC4cqVKxo9ExXDey3zPC8WixWLxWKxWKvVXNdVSuXzeUIykl9TfYGUQ6cRqLO8vLz89OnTTqdj27ZeCsuyzpw5Q0rwUQghuTOCjvq+X6lUyPvoxbRtm8I3apUclBOhsJGAOPsaW2GoWy4aIKWXHfpYsSihP/1AibbuLw3co3w+Pzw8XCgUqMRMICcAaDQalUqFukl6tpdz7nmBbZuIkE6nT506RYEk6QUppaiwu7a2duvWratXr46Ojtr2G73hXuH7AwAgOJMSEUwAiSgtBhh2pVt162vNveVm+UmntiFFM4YhR6I9l1JIkrVgzGCMCCH3eT8BJVP7g9EIXI/kCOSmnXay48nReas4DWYSLBuAQSgNUxloAmYzju+YRhAYfsiDQAnhSxlKDJVgChClqRgCgkKlEBDQYMBRBGHHa242gJmmadlG0mBgMg4xAaYClO943DhwR37sEzjKokRbB0dxoukSeTd6Al8apmk4jhaZ1PERxTJ9nhiuZ4F1MwH64Sdplg74WTqHRqNB/QTXdQmuHATBzs4OPbHkkqhzerQLjh5UH4g+dfHixf/9v//3559/Xi6XaT76X//1X8fGxg6dV9XoS5qqlFI+efJkeXm5Wq0SqFsf4r333rt8+fL4+DgtglapJeWpeDxO80iZTCadTu/t7VGTR0pJGixDQ0OkKBI9Z9VXBt7d3R2griJCwHw+T15V64LqvDubzSYSCTpDWgpdZGw2m1GeEXKySinbNsfHR6emJm7duhGGPpGBGwYzTW4YLJGIAcgw9A3DAOAkFqnPNpfLLS4uTk5O3rlzh35JrZsgCB49evT5558vLS0BSCIZoIJJVMD90Js4cEcOveORNZGghFSSMZNzcx9lxAwluyga4G70yvfbm3fc6jNLuIAWKMVAcZTE3L7PDgEIUvV1foU+LH1zIZAxzkAFvaDFLCeRKaRG5mJDc8rJomUIb9ft1A1mmmZKYY5zB4xhO2tl3WKvG/O6PQkNwxAMApQOKpMpR0qmuFBKKaBM2kAZmso3UYStlcZq24SuAV2HLYJR5EZegImASppSAUqBf9k3zluwd85FRgOQg5QzmucxChPRWu/RyfYXU6IqjNBBajroPgOr2ReQQQAg7wbPEx2TUXxB9Thq6eqPWJZFnXHoP2O+78fj8WjF7VUGSwecHX2Q8NKzs7NhGI6NjXU6HeK4PHfu3PDwMAko67hv4IHUNVANuKVqI/1paGhoYWFhfHw8l8tpmWN9XO3QSbO3WCyur6+T8mcqlZqZmZmZmcnn81G0U9RI3XsAzEiSoXrNB2SRaZafeE+imTUl2lRnPFgqMU2zVCotLi4+ePCg2WzqXLtQKGQyGSpuRm+9BgCYJk+n09PT02fPnl1eXl5ZWfE8j1ay2Wyur68/evTowYMHFy6cG/i6Rl8nB02/J6IDYzrM13d5/0KUApQMf+DGQQAGgoEH3XK3ttatPfXbOyxsK+ErEAgM1eFKjQPkETTPgiTCts8EaqBtGXac21nFk2BYQvQ6zb1mdZ0BOk7OTISJRIHFUsBMJ23HUs1Oe12Ge2of2IigTACOJIHJQiK9Z8pQEk0QEkKUnujKbjleMcxSLMtTDhhJSrc5A1QmoAEK3/GGzTvnIl+ERoz2H6JYYp0PwutLIWpoN+ecHmAC7rVaLS0FQU6E+G+ocKbrfZr2RjtcCmqy2ez8/Dzpc7VaLdM08/k8KThq6M9LU3iKUwYCELpqwzBSqdTi4mKpVPI8jwZLCoWCfkoHugoRJCAnX+84TrFYTCaTlUqFQNSJROL06dPXrl2bnp4m4PfBAJbOmQLGy5cvh2G4u7vLGJucnPz4448vX75cKpUOvpl0AZEUePSuAIAQP5Zl0foPLIvGYNm23el0oneNGlMUHetXlD5WqVS6fPny7u5uEATr6+vk1q9duzY/P0+UGbqNQ289IjwHANu2p6amLl269OTJk3K5TAByOuLu7u6TJ0/u3Llz6tRsOp3Wb8RXBLceHKgdEO+MbMZBSgWIXBOG+ypot+s7tb31yt522GmiEqAEKMXw9WbvFDLJUaFSwKVhWXbKSeZMxzEMEwBFr9fc297bfCIDP5EspAvKHlZWPgvcsTMqnslYzWzgxiGMAYACC8BQaCqUEqVCCVyCwlCRowcDmZRSeG6zutcJYnZ6Ko0py8oxNIUwgffJnd9t/wjvoIuMxlYH01v6mRAkpGhBRLwktU65M0aYaQ4a7SSqzkwPW6PRoJG4crm8vb3d7XYJHEMAZuq9ZrNZIpsh+A4FQVEPQm3fYrH44YcfNpvNYrFYqVTS6fTY2NgHH3wwPT0dj8ejedkRjvIgujAKRKfYLR6PU5SqR/cOrQMOhFqk1764uHju3DmCfJNmBoHPc7lcVKwuSstE/8zlcufOnRNCjI+P7+3tSSknJycvXbp09uxZ8q3R+Aj63tB1XfJreq3oxUMtpmhUFf1rLBYjOlF6MdCN6/ObGfp6ow0lACD9SBL/2d7eJjDQ1atXSTZvgDEA+t18xvZT+4WFhXPnzj148IAGgYg0gWYu7969+4tffJBKpRKJRNQpH41vHXhh0506GG4rpRANEEJQbRGQc8bBk34z7FZr5Y1aZbPXrnDp2iikUkpJ0zQgDOCVTQJIBopxJbliFrMc046bRgIUA6nCXsdt7HUqG4Hb8ZtVQxpdx2BxbthJiDlWMm06CTRjStqgpJIGA6MfUErFpEIJyGRItXyFyCxuCMAw8NxWrbL5lFnZfGwIbQMVIFgAICTwd74q+c65yOh3HZ6jkhbUeG02m9vb2zs7O9SsSCaTxWJxfn5+ZGSEkm5d4D/CdK+21Wrt7u5WKpWVlZWtra319fWNjY2dnR1KsqgKZllWPB5PJBLEnkDZ6Pj4eDqdzuVyNBlN8Sy5SMuyFhYWpJREHkyav1NTU6OjozrQO0giO2DR8Rui+SLXP0DBrQkjNCzmUNLv6Nratl0sFq9evep53tjYWLPZTCQSMzMzV69enZmZsW1bDx0eRA5RaXV8fNy27dnZWZoQz2QyIyMjhDekei75r2hS2e12CaKEEQJw6lnrEuRB0E88Hp+amioWi0Q6TX8tFAqTk5OZTEafHvk46Ke9nPPh4eErV66Mjo7S6L1pmqOjo5lMhog58HlpB865XjPLMsbHx8+fP//999/v7OwQ1p2ua2dn5+bNmysrK9lslt6a0O/yyyPV7jXySX+r6ZKjBA37UDOGQnFQgAgchQEBQCd0a73mVmXnidfcUkHH4D5DJVXAFZjIA3i9QFIyLhEVGpJxxR1mxJGZIDn4oeh1oNvmblO6DRX0AjvdTSV5LmdZMduK81iCO0kwY8o3hORMGftCC0wBU4qFEhUAMJRISHWJjCkTEUEo0WvubcSTQ8lMyWI2Nw0AS+Gr0Fn8+PbOuUg4LMUDAM45Ub88evTo7t27jx8/3t7e7nQ62Wx2ZmbmN7/5zS9+8YtcLvdS2o/o0HGtVnv06NGNGzdWVlZohzs7O3r2jho4EKlyEufu7OxsqVQi+vTFxUXiIiQvqb/xtm3Pz89T/4R8MSlP6IeZ7AhXrru9xFVBnldL60Af+q592UGBBP12wee5vjnn6XT69OnT8Xh8cXGx0+nQdY2Pj1OQ9aLISP/Gtm3qGlNzTE/XUGw+EB+RL6D5paiLpIWlKHJgQXRa6jjO+fPnL1682Gq1qtUq8QOdPn2aNJ4OwvsHWtsE7aQL1+OMUeIDIQRjgy/UVCq1sLAwMzND8s26J95ut58+fXrv3r2xsbFCoaDhn0ffx+g2+sbRrDp1zIkIjhYQABCBcQ2P9MBve82dZnm1VdsAt2Zij6sQZIDC58hAvnYMppRgnEsFUmGoGKDB0AJgIELwXQx7DgQmhjJoht2y3x6SIMAwABzTiRmxGDesEFkghYEktigUKoLvcERQiIxxZERmjlIyBRxCQ7pBp9at7/RqG6aVQDO+321nfwPY8XfRRUJU6VQpAqnQXPD333//7bff3rt3b319nSC+yWRyeXnZcZyJiQkqEmkHceieKcwh/PPt27evX7/+/fffr6+vl8vldrvteZ72TZoN2/d9CgFarVaj0dja2kokEo8ePdLchVNTU1rM1jRNCuioz0Cn4bqufiwp6lF9KeEXrYDjOJ7nlcvltbW17e1tkvopFAqzs7OJREJX36IWlUIb2HM01yOXkUwmT506NTIyQm7Otm3HcehPh0J2oqIIFDLTFUWxRNGmVrRqTIkq4ZOit/hgLTL6KUQkpaN/+qd/KhaLGxsbQRAUCoXLly+fP38+n8/rtF2HaTogpd8QzR30QQuHfs2oOEOTiPoVUiqVlpaWaASe4O60LI1G4+uvv56dnSVcVES27CXssHqVarXaxsbG3t5euVwmBSvSi9/PBrQaBOkIhl3RrbYra9WtZeXXLHANCKXwEITJGUcGQpJ2+Ss/VxKkQDBxX2+dAbMYN4FzCAGDAALPlKHBwkAqFXYCvyelFIoDcm7ZpmFziwcMAALkDEEAGAykVJIBKskAKPVAJP1EIRkAoo9gyLDt1jebezkrlovZaUBHoP2ue0cAeDddZLQWSWVH3/e//vrr+/fvf/75599///3m5iY9b4jY6/V833/48OH29vbc3BwVJY+eggiCoFwu37p169NPP/3888+fPHmiaREoxKDAgR6qaEebsD6VSqVcLu/t7ZGbbrVa77///qlTp6hASY+THgWhAEEHStH619E0P91ud3d39/bt219++eX9+/eDICAF3X/7t38bGhrKZrPRHVKbiMBMLCJGqItu0SWlQ5M3T6fTUXEY7eIpao4CdKJeUrtgamfRIaKkVdHVJp9FfLcQcda0MiQCEY12ox8nb/XJJ59MT09vb28HQVAsFmdmZqampqhEeJD8YkD8S7dlBr5X+gT6MrGgVZ0RMZlMLi0tzc7OPnv2bG9vj7ykUqrX6926devatWvvvfce9f3hMPGyF1m73V5eXv7888/v3LmzublJxYpf/OIXjLH9IoxCpYDRfJ5wwW+H3XKvud0sr1nMMzFkwgcZMATTMBlwoV4vy2ZKoZRaeVoBQ2TIDeAWMAZSofBRhUyFQgGoEJSQoVKBAouD2r/FyKXioQSGPGSy/0pWKMEAQKkkZ0jU5Qj7d4cxEYhO2Nnr1je9wqidKkpwlGGi8c5XIt9NF6mNIr69vb2vvvrqs88+u3fv3r179xqNBj0b0K/p0BMIAISMI+YIDQyix5661TTIsbGx8e233/7nf/7nF198sbOz02g0qHyJfX1aKlSReolpmt1u1/M8mtDQ4xmNRqPb7TYaDRIeAgAiFiSkIc0pU6kUIg5R57CvQmDx+PHj//N//s+f/vQn6opQyS+Xy/2v//W/0um0BqxEve1AI1vDjKK5Of1S+zjamDwdpaI6vFV9jS3y9RRw6T/phr7q855GfZy+CzQCRLBz0k+nDaSUiUSCJBYAgGJYiKjRKqWSyaTv+2NjY8PDw7ourMk1qBoYBVENLGB0nY+ub0Q0tMG2TQCT+ldE+Oa6Ll0szT5ev359cXFxYmIiOvnzopsYFW1vNBo3b9787W9/SwSdtm1///33W1tb2Wy2WCwyxgxu/LAn6aletVXeaJc3gnbZsQMOHmLIDeAKpAhwX4X18OO+4JRUzGSAUgpgiLZlOY4D3AShwPOVCFQYiNBlEALjyBkAMAkgFEhmGLZpmkrJQHmgPF8GJhgWAkMDkQlACA0JCDwQIpQKuVIcGSipVAhKOlx13Fpzb9VK5OzkSCxeAAPCfTH2ty9R9RbtnXORA7HP2traf//3f3/66ad37txZX1+vVCoDG9OTNjQ0pMn9B0IG7T6o6P748eMvv/zyj3/841dffaWjUepcx+PxXC43NDQ0NDSUyWTIn1Lq7Xleo9HY2dnZ2dnRbQeiO7x58yY5DkScm5sbGhrS9XtN6HAMRp9qtbq2tvb48ePV1dVOp0Nzja7r7uzsNJvNoaGhgSbMi0z2DfrYRormBnB8B0PFgZ1od0xEYVGok74X0X/SIlD2TZXEXq9H0avulRGg5+jzpwPRltQbYRGN31fJc49nY2NjCwsL09PT9+/fJ6I8yiHa7fb6+vqTJ08uXbqk+9pH3N/ouTWbzadPn1JjkACthmE8e/ZsfX393LlzlmVJAElUFRCA9ITb9DsV5TVM8DmETAkEySAynPLiQZVDV5X6eoyTQA2TCkJB6TYDRACpQAJKJYUiVL1STEiT5GcUKsUUM5jhgBMzgLMQQ4koAYRUkoHkiIgsoLNSCiUAJ5lDJVXoIgqUraBX8Tq7sWAMrCxHWyn5jlcj3zkXSY8fPW++79+7d++zzz77/PPPd3d3CRxHoYFmDuecE35laGgo6iLheVoEqiWVy+Wvvvrqd7/73Z/+9Ke1tTWdj9u2PTo6Oj09ffr06enp6VKpVCwWycEROK7T6ezs7JDPevTo0ebmJoGZfd8nGm06N6UUsSTQA6yblcegzqWJFBorphi51+vZtl2tVslHD0SIh5ruirTb7WazSZ4FAGjEWw/P6LBxoJukjfBPABAEge/7hKzEPuUt9It9Ud4K1lcGpvy03W5rHknaktrxUZqfQ41OmHarW/w6XB3w6ccYGH2RJRKx2dnZxcXFb7/9dmdnRxcrXNddXV29cePGxYsXC4UCVSSP3hXNv9PrgYBl9G0hoEKz2aRBVUSUEpCDkoDKA9H12tVefVd06zYThpTERgGKgWIKflDMej1TBkiGaCCzFdoCDQWIDAGVghAhBBVSNVhKGYa+Ep4hA1LRlYoLsEMjwdF1Q8mZ4pIhICrFwGBgIwq1r6fNJAIqQ6DkCgBDAGFxDGTHbe+061vx3IRlZhUHQP6Oj2m/cy6SnlIKQDY3N7///vsbN24Q9ZZGvRD013GcdDr9wQcffPzxxx988MHw8HAUIaQHNvQD2W637969+8c//pGyG/JchCwZHx+/du3a5cuX33///ZGREUq3KYoEgDAMu90u9WqePn36+eefU8uI+GaUUtVq9dtvv02lUpzzYrE4Pj5OrR4deR0jiiQYZrFYzOVy9Xo9CAIazSZI4ME27kCTSiet5F7X1tbu3btH/N6ZTGZpaYla2LrkOoDMH9gzcaDV6/Xd3d16vc4YKxQKpVIpn89HR7wHPJSOFgm4GovFaGpTN74zmUwul4uy7R80WsMB6LUe34S36haj5vshkR4tLi5ubm7WajXtrBuNxv3792/evDk5OTk7O3v0+y+K/3cchwYuq9UqLQVRE9E9ZYwBggJAJiH0wGv3WuVuoyy9tsORKHLJ9TDSUwB47VlnxUFhqEwBBpgJI5ZidkIxhkpI4QrpCemi8kAFoKSQgQg8FXZQ9gAkMJPxBLeLLByG0PDCnoHAmWIgDBAMGAqGIBXKPsk5E8i4YgIlA2BccUNK7Lmdcqu6mcrvWPEhsAw0Yicu8vVMZy7Uq2k2m1QM0rMlFMUQFnJ2dvaf//mfz549u7S0pJVMol4SInJRm5ubX3755fXr11dXVzUDWDweX1hY+PDDD3/961+fOXPm9OnTVDujhxD7RIQEigSA6enpfD4/OTnpOM6DBw82NzfJcddqtVu3bhmGMTExkclkhoaGXNel8zleGoiIIyMjS0tL1Mon9drFxcUzZ87QUDMc6FMPeAp6N3Q6nY2Njd///vd//vOfSfx2ZGTk6tWrH3/8cSqV0j13jdaO7k0HfUKIra2tGzduXL9+fX19nTE2PT390UcfXb58eWxsLIqfh36IFx1edhxnbGysVCrdvXsX+1yQw8PDk5OTNBT0oug1enV6A+K/oNiTrvGlg9LHM2r6X7p0iebZdbhNQzvffffdmTNnxsfHaez9iPPXqxqLxRYWFi5cuEAM7SQEcu7cuYmJCSqjM0YoxwCEG3QbvVYt6DZRBBYnODYI2I8fAYFTfvqCSPLQWqRS6IemQFtYthnL2akhI5kRhqWk6PaartcKgw4o38BQSggDN/A7oVuRosQhADuRTI9l/Y6R5DJs+J0eBK7qdcNePfRbSgQKBUOBEAKSvCwD5AoVV0whMJCAAUgVhs1ue9dtl1Nei5mZvkT5u2vvnIv84cwMI51Oj4yM5PP51dVVHTI4jlMqlc6fP//RRx+dP3+eUuxUKkURk/awUfC5UoqKhtevX19bWyPFFQBwHGdubu5Xv/rVP//zP7/33nvpdJo6ALopoae/dVOCKLNGR0eph1upVEiJRSm1s7Nz48aNxcXF+fn5oaEhzXFwvOfWcZxTp0796le/ymQyKysr7XabPCbld7r6eej0EURKkM1m85tvvvntb3/73XffNZtN3/cLhUK73R4aGjp9+nQqldKiNAMRaHRXQog7d+58+umnn332GaFVRkZGXNc1TZOudKArEh1JllLGYrGZmZnz58+TQEIYhkNDQ2fOnDl79iwVVY9wMZocSJ8M9AudA8iwYy/1oWZZhlIwPDx89uzZmzdvPnjwgDIGGlStVquky+i6bjqdPnpXem2TyeTFixeFEMVicW9vj16oNBm5j8RQISADCFXYabeqvXZVBa6JkispFCjchxEqYABSHuUhDzcJRqgcNNN2Ip3MjycLo1YiK7khAr/RaridhvA7KD2DK6EUhL7wO+3WdiIzHE/NADqxzOiwbWXCohAtJoXfbnZr253ahttcV249DAIDAmSCKalQgmIKmVIAyDiwUAZMCiVCkDx02267JvwO4wKUfLdLke+ki+x2uxoOMj09ff78eeLOoeR6dHT07NmzV69evXTp0vT0dLFY1GQ89EAOlPAR0fO8hw8ffvHFF3fu3KHgjvLrhYWFv//7v//7v//7a9eu5XI5XarTD/xBVDPnnNRRfvOb39Cw8M2bN5vNJgC4rru9vX3jxg1ClesA7XjPrWmaExMTlmWNj49XKhXP89Lp9Ojo6PDwMD1OOlg+dJSNHLoQ4unTpyQPTakiTaBvb2+TmqDu5ESXDp6PImlZaEJ5ZWWFvPPKysrt27dPnTr1ySefDAAkybRmA2MsHo9PT0//6le/SiaTT548CYKgVCotLCzQvOOhGM/ofjjn1C5rNpue5zmOk0qlLMuibwhBnV402v+GlkgkTp06dfHixXv37t24cUMIQVlkEARUgKb85ogQUtd5AMC27ZmZmWw2Ozc3R1Hk0NDQ2NiYrjYEwldcSAgCr9tq13rdFoIwkSkZokIAUEhT2URrdpSK4KGnpIDH0sNmYig5MpQam4sVRpmd8BRTUjTaDdFpCr/jqMBkIBBAeMJvNxpbdno4FquiEwOWiCUdm2el6pkIwm17mc1eJtOpGu3amteoCK9jQEik4gpBKmJlY7gfqQhAyTCUQbfbrrntmpnpgZ16u7fsrdu76CIty6LHPpVKnT59+te//nUsFtvZ2QGATCazsLBACgSlUikej/fryqHWv9bfSOiP5Xmet7Kycu/ePcJgA4BhGMVikULRpaWlTCajMYza9eiGqXpezJeCytnZ2Y8++qhWqzWbzTt37tBT6nketSyr1aqWizrec0uodeoaab5rGq1hTCPbfkDtDJgGJN6/f//+/fvlchkiw52+73ueR+ccJV489Gzp977vt1otIkMiOCo5LIryaMuBCmmUMGl4eJj4FsmzpNNpqmbqiaMjcDPdbndnZ+fJkydPnjxptVokwfbBBx9gX8WQjnV0tnsMk1JRieDs2bOLi4sbGxu7u7u6H4X9uc8jaH4AIHqzaPVodLXRaNi2nUqlnme/l0KFHDwZtMNuXXgdrkLFIAwF8v3WMEMAkDR/gyC5EqCYQB4yUhlkqBAUM9BWCApAogSUCgCVEUI8nZuIFyYKpbH48CSkigBGGHZl2Ja9mvRbMhQCQCGXKJlyVdgK2rtea7OXeGZKxc0cc+Kc2xwQQPEEj8eMWNKxEyYaphAyDLpKWkB04hgSZAgVKOAmjysImBIcMAy9oNMI2lXotcAuvsVb9pewd9FF0pdGKUXTZvQmp8QklUoNDQ2VSiXCaZMHjH5rBzgX6Au6t7dHbWjqQRNMcmpq6pNPPiG+nGiXHPrlS3rePM/T4x/UmiRfnEgkpqam3n//fXpytre3KWqr1+vff//9J598MjMzA4fBoV9rEainEf39QNc+KiKsh3Zo+kVK+c0339y7d+/x48fUiabLpI4NARKFEAcbygP9B9pbOp2mGWfP82g4J51Ox+NxzV0UbWrTb6LnRpiB4eHhZrOJfQILy7Locrrdri4lDxjVo7/55pv//M//JGqJTCYzPT1dr9f/8R//MZFIuK5LfCJBEGj6yLdkkjGeSiVmZqbOnTuzsrLs+66U0Ol0Mpn07OypfL7IuckYYe+fA1dGTb8AKPwnvCcBZuH594rBDQW+9Dvd2pbf3DZVW6EXikAZXCEgKFMGqCQoqQAFGkzJhPTCEHpm0kikwEki2paK2ZhAERMKPBYIHqApuenYPAssmSxNmom8lcqDlQHpQK/jlbcaeyth5YlsV5hhMpbyMZQYcMNH2TB6RnP9QdjtpAqzieQkM9IGs8DghmPwRAzMFGbiNksV7CHkznq7xzxE1VUggPU486mBriT6gWFyA2TAgHEMRa/mN3YgaEPoS8N5aZFkoIX417R30UVCxLPYtj05OUlIaeyzv0TVoPT7fGDttBPpdrvb29sbGxvVapXgx4iYy+VOnTq1sLBAgQxtSRklZYgUbBLaXKvZaDAgTdfmcrnJyUlK9iuVCvWOq9Xq1tYWCXu9CiLkbRm5fh3acM7L5fLy8vKDBw92d3cJU0JrRQl7qVSiFnwUsH1w/gT6jelTp04tLi5Wq9VKpcIYo97RqVOn9JpEW7c6Q48GubSAuVwOnh+RJMrIF10X5fj//d///dlnn9GFcM6Xl5dpWJ7SCH1r3vpq09dgZGTkypUrFEK6ri+lHB4evnTp0tzcXDabZQyFeDs5PgIwUCL0hNv23Ybyu0yFAiXqKBslKoEgJDAAAxQTylSGifEhMzth5YqWnXZk3IKkgzkB6BpuyD1lhtxwHCggS9qZDLPjYNqACrp1r1V2Kytu9YnqbKJoopJCGIEKpWIAwFCG7YYKgjb4oWx3mlWGaRsTaFpWNm67OadgGmaSW8PKltwZspyc8noKAgABKAAJ6GmB4ghcAgAoAMakQOFi2IOwC69Jw/HXt3fURUJkeozyzYNIFIKVRUOVQ7+mnU5nbW1tdXW10WjoPWez2VOnTs3MzFCMppuV9LT3er1KpVKv15vNJoVLxWIxk8mwvjozbUZUsiQuSqqkdLiNjY3V1dV6vU7UZ38hVMpB00chkPP29vb9+/eXl5eJlUOHycVicW5ubm5ujsgTX/R+1qdNt+Ds2bO1Wi2TyWxubhJHJJU7KMQ+uIdoaeKI+6uLni/yboi4s7Nz//79Z8+e0UuIeiYPHz5cX19fXFxMJpPa0b9F05hZIUQ2m7169SpjrFQqdTo9asefPXv2zJkzmUwK3gB4FH0n7b9dFASe3+u0vW6Xhz4DQSE6NX4lMAYCFANkACxE0zWzEMuzwmxibDY+VErEszbYoOKgUiagw13gHhg+MBNUDlQcTAdAguhBZ7fT3GrUntV3V3qNzcDbsyHgTIpACsE5t4AZACglBJ4b1Hfbrs9YF1XSQocblp1NxfIjBYyniw4zY1Ysk4rl2/FCq7GLiACogCkFuK8yxqhgoy82DEPfd1UQvNutGoB30EXqXEkXFuF5hQbajOpQBJU4Ym/0ONXr9Xq9riNEorohnTwqpUUr7r7vP3369ObNm8vLy3t7e5Zlzc7OfvDBB+fOnUsmk4R/JgkXy7IoIiNl1Ha7TUdsNpu7u7utVkuruxwjunndRy4aiCFivV5fXl5++PAhzSPpGis18S9evDg5OZlKpXSv4+C66dIkzZiPjo5+9NFHCwsLFEUODQ0VCoXR0dEjqOeOvoSjHag24vHsdrtRPS/TNMvlcrVaJfDpS6cAj2EDUIF8Pv/+++9PTU11Oj0NAqNJ+eMd9tCaL6AEJaTv+W5XBCGXinOkQZcfNgOmUClABRiiqey8k5lJlM6nRk85+bxtxwA4CAsCB0ABc4G7wFxQDIQDwgZXgd+B3lat8bRee9RsPPVaW8JtctkzuMklCokINjMs4CwMpeOY0vfcwBeyyRlD2ZOCAzDPj3uBa8ULqWQRY0kwEzE7l4jn22gicKWYUmH0aQUNYmUKQIYi8APP81znlVfsx7J3zkVCpJ2qH6EjuJ2PeA61yh1xiWOfh4Zy5OHhYap/UfBIcEuKWb755pv/+q//unfvXrVaNU1zbm6O+FkXFhZ0wKIbRDRorBHOVLVst9tRku2/gmFfINu2bSHE8vIyqdRSbKvpi4jGjVgYDka4UT2fKHCHOlRTU1PT09OdTocxlkqlqJk+MMt0qHiOVr+gUqkOHl+xbkjfBNZXqaXzrFare3t7zWaTRgbgbY8hRmFMdLakodbreXSN9Hr2/fAtHhoVgAyl8KQIGEiTIwMFSoDEvi7N/lYKmAQm0AogGYuPxgtzsdwM2E4AygwCCAUIH5QC5oJwA+zJUKEvzaArGt2wV2u1n9bbj1vNR73eBhNNE6SJjEtUIZOCMW4CM0NQbuhz01IKQAnTkI4RMsmU6IWhVN1OwLnXLIfdjmkXQJmcJx0ni2Ag6b4qBEBAhrg/BqSUApDIGEgVhj4V909c5OufUH+uLhrZ4fOqhNEE7YhIRHdsiGaGSo2amJqaD5rWQU/jlcvlBw8efP/990+ePKFQsdlsZjKZs2fPzs7OUgdWfwoAaA6HXKeOeT3P07T+f7VypE5Xqcn+7bffPn36NFoNJJE/AgNQPVf1JW702updDeyZnAK9q7TP0p/SrjZaxNTuUk9Va9VDei3pdxh1hA69KCJX10BX+hQlB51Oh0D+A3f8ba2nVouLst5qdh/OmVK6noAv4yk95GYBDIL/aboQpUSlGCr2PKZHIVPAFEhQIJEpZAK4EAA8ZjkZy0oHgK7b7DTL0O0aHiCI0PAEc0PVlaFSnmn4XDa7Qa/S7q13e6uuvyWDioGBZRhMGSoIw4CjMqQBUklfyRDQ9ZRUVtw2nEQ8xh3pCxEEPvgKgtBrBN1m4LbNQAJywJhppRlaCBz3k2v84fugQCkBIBkD2Aeh+GHon9Qij2n6GdO/OcjE9VLTbpRcpGa31ZNkAM+p9NGnPM9rtVqtVou4LUh/plKpaIUpPfgM/TqdTjYpbx04w79aD05XAFZWVm7duvX06dNot9eyrKmpqYsXLy4tLREjka72aucetYFL0MBJvaWGZEbfZwO4H+zPaFcqla2trWq16jhOPp+n4cVXSbR1/TH6ZSD1cHrtaf91jCnP1zXtgjlnfVpE9ib5vX73/9CNQWBKohKoJEgpVSABkP/wnEpgCAqAKWAAYDGwmbCVACVMKbxuvb33xC1vi2bXRKnMQBq+VD0hBHgmCxj6vu/W/LAmoMFlhwswmMFCgwlD0MvLMCRnnhQBk2ibIONJJ57MO7G4BX7YrdUC6QL4EgwRtoTXFoEPUgIzgNloxhXjTEbRtYPXC/1vhRCBVOFf+pa9ub1zLtLzPCp+HczX4Pk8biDSPGiqT92oZbxot9pRRh/yg06ZtqQPEkpZ94goW4RIDqgi5GxEcB2Ns/4KDzAdgsiHlpeXnzx5QsPUurabTCYnJyfPnDlD1JYD8csRDJvRzRBRKwgeWvsbADkppQhRf/v27a+//np5edm27cXFxQ8++GBpaYkUE48+Lg3nZLPZWCzmuq7+SrRaLYoiNbrzrXe09dRQlJQEAKQEpfY7KEEQ6rz7zY+INIuCCkGCDJUQqPbxZ4JYKxTbn4Cm7UHaFtpMGiBBCsAA/WbY2GruPAprVZMLNCUYApgnhULfgECBDIKwJ5VnmIJxppjNhUDFQeyPpaFt+IwLGShmW3bSVvlMLlcsJR2btasVt1ZXMkQVcJBKelK6CkIAAMYVM5FbCjQnMNOC3dFQcf/5RXnoi/kdtHfOReon8FA7GNq8aEvK3YQQNCdHDKwUUQKAlJL4cmjkVn+/Lcsi/cLTp08HQdDtdql7e/bs2VKpFGVa1NBoQmIDgKbOHsjco15AO9a3HlrSpUkpNzc3ac5SZ/qEHs3lcnRdUYFDqg9o0tmD00TRn6PgAYg0iA69KbSwjLFut3vr1q3/+I//IPa5eDxOvCSpVGp0dBQiDbpDzTCMRCJBJRF9JuSIfd/vdDokTU7l5qP9FL3tKN8nOGd0kF8jOg++MAacuI4lw1AQxQnxjBQKhXw+bxgsDGlKcnCOPrqYA7/vrzZC6AshDGQcWRiGttEXCOF68SmAZYgcASwu4jYwCCH0wFSGdEVvD9wtQ9Z5GIgwUBgCBqAUD22lUErf4gwNE9FQiiuwGJMKVSBczjlw9GXgC2BWwklkbDs3kpsZGhqCWNDYfbq9Uw06PQMRUYUi5LYCpsBEUAFIC2N2N/AMwwCf2jKIyKSkpA0NxhUwIZUUgr48BLFQvq/4D1Wavz7s8aX2zrnIt2X6WSXBPC35QlknMVC1223qm5MzpTCkWCyeOXOmXC5nMplWq5VKpUZGRs6fPz88PEysNlEZv263W6lUiKBMI89pNk5zcUfP6i9Xl6SAkdR47t+/r0fRyZukUqm5ubmzZ88SEayWz/6LGq1VtVp9+PDhjRs3Hj161G634/F4vV4fHR1dW1tbWloiyM4ROyGWIB1FarLLIAioVkivAaLvfen50Cut2Wz2ej3SlqD/6iFOPYlw5CkxRBBC7ezsrK6urq+v7+7uxmKx8fHx06dPT0xM0Hx3EFDs+drrjOo54iU8Ut5FkUArQSpBMCU5eBx7CtscfQShIJQoUCHHECR3A88Ai3FTAVeKK6VCJRAlWBCCVChDxdGIxZJDqdxYKjGcT41IJVrlve3daqvVYX7IlGSMSeUrpNEdlBwZVyBRMuzLYhPfD523BDAV8XDo05Z4EkX++KahQrFYLJFIkAgXABDPSqVS6fV6JGFI21N0kMlkzp075zjOmTNn2u12NpvNZrOkX6jjR53ju667t7dH6BNyiGEYJpNJGiLWNUrK0KODQDomeotOkzFG9ArPnj0j5T/sqwOS3z9//jxJXfd6vaNZGt+KUYjquu7u7u7GxgaBooi5fWtriwbPk8nk0Tm+aZqpVKpQKKRSqVqtpu9sJJTbr2dhnxf9Rbsi3qPt7e3Hjx9vbm5yzjOZzPz8/PDwMJEnaZDZ0W0fISTnrNVq3b9//w9/+MPt27d3dnbS6fT4+PgvfvGLX//61/PzpxAJhgGvSTQBADzqH0Fj8tW+6DRTsi97IAFBIAuYIdDmYANIgYZgIJhADAUXEuW+0CACIjAEhiZDhzNHMVsqJqQQEAAGHJVUoUJumql4ejybn84WZ51EDtxevb61tbNZrZaV69pSKFSKQShBSUTk+ykIokQ6Z3nwkhFRKQkIdB2wXyVDUCfCDD+qafU7mghOJBKNRoMeg1artbm5Wa1WiTNRi9aTQyGc49zcHEHT4/F4MpnUnpR8HDVA2u322tpauVwmCAtFZ4VCYWRkhES4oJ9SRXPA6JTe2zJSH1tbW3v48OHu7m6UczeZTE5NTZ05c2ZqaioWix1dwH2LRgci4UaSw6ackTFm27buFEfZzA6aYRjJZLJUKpVKpWq1SuLpYRhms9lMJkOTUTpVP1qzyPf9Z8+eff75519//fXa2ppSKp1O//rXv37vvfcuXLiQTqfV81o3L1jn/ay80Wg8ePDgT3/60+3bt9vttm3b6XS6Xq8TCGxkZIj2cYw4SSFTyIGEZfo+hQ6uf9LNbsFAAhdg7btIMCUyhSCZRCUlgkQA4AiESOS2HTPNhBHPoh0LwHDDwAvcQPlS+ojKtmOZbGloaDaVnQArB8Aru8uV8tNyfUMGHccALlAJgpQAAGNoMGbQ3CVTACiVEqCE+iGKZJEkmgqUTEn6PWfMeG3Ky7+6/ZRdJAVx9HqfnZ29c+dOtVql2KrVaj148IAEP4vFop7e0+6M2F411Jx2SD/rMNDzvLW1tTt37qytrbmuS/2fZDI5MTFBwGzsMydq2pvoNAWFP29rpphqf3t7e0QKGe0+lUqlCxcunDlzhigvEZEoDv/S60+12lgsNjo6OjMzQzqxNJ5M4osaQHM0Uw5xAJNU7N7eHq3k+fPn5+bmiG6S3m1Ht2vCMHRdd3l5+fe///3169drtRqpTbTbbdd1i8WihhYdnWhTeEg1lu3t7bW1tWq1Svl7q9WyLOvUqVOkYuQ4dhgK43UVrJ4f4qQWMANUQKhxoPiRRMAAABSTYCgwAUwAqcCSwCQAoFIgJRj7BOCICFwhZ8rkZjyVzsdyRenEu4FstjqtbkeFwjCMbCYzPDQay48Ct8Jmp10v72w9bLc3Ar9umWAiYzJUSqBUgMCQG4ZlMBPAAMlAhDIMESTNHQIq2BdChIij7+Ml4ZAy1LtpP2UXSd9127YnJiYWFxe/+eab5eVl8m5EHP3VV19NTk7G4/FEIkEPXhQwjM/LSWveGt0N397e/u67727durW7u0vT35zz8fHx+fl52i19UKM6NDmYJqN8u9hyesKpWgf9OoNt23Nzc5cvX56dnf0rJNdRozXMZrNnz55tNBqjo6O7u7uJRKJYLF69enVubo7O5+jCXxAEyWTywoULlUpFSrm2tkaMRx9++OH58+cLhYKun8DLNIKCINja2nrw4MHq6qouwty9e3d6enpvb29mZoZeVy+FH+g0gmqjFLBTF2h3d/fBgwfLy8vT09OOc1Tj8UVrBogKOSKnrJgOh4D9ELJPqqQkA8lQ7nd5FANlgBSokAGNcksAxUAKMJhEpahYycJQCgmKcyeV5YWRFFhW0zOaPRTcsZxMKhlLx8FA0apubq3W91aD3qYIawbrMlBSGigEqACQmcwEw7K4ZXETgIOUypfSD5RSuB9C/rBcA9eoFCIwg5uWdYwl+mvbT9ZFRvUG8vn86dOnT58+vby8vLW1BQC+729sbHz11VdDQ0PxePzs2bPUAT903Biel+UjJrHV1dVvvvnm008/XVlZ0XDoQqGwsLBA5S3dAcA+z7bneSQ3Sv2cV9RBfEUjfodMJkNaDuR/SYZUC09rVre/QplcHyKZTC4uLmYymStXrpTL5Xg8nk6nJyYmxsfH9ZIe4SXpjTI8PPzhhx+mUqlyuUzq29PT06Ojo6Tp9ipkuoQ3aDabhG9VfUVZTTvS6XRIa+xodl4pFWP7AiG6AkMvSADodruPHj26cePGwsJCNpu1LOO1l1oHj4ohcES+r1HT3w3pVQuijFTAVWgoaUoJSoJShlRMSlMKBSFXoSTfqphSiApQAbe4J9xqq66a9VyqYGZG0lbSSpggrLgZQwsgbPUqT3f3VnbLj93OpiM7Nusg95SSShjQn/IxuIXcMrkJzASFECoVhMoPUelb32/X4H7ZkmBSugrPuTmAkXg37SfrIqN6VbFYbHJycmFh4cGDB+VymSDH7Xb74cOHmUymUCjEYrHp6emoktQAIwNE0Oyu6/Z6vTt37vz5z3/+6quv6KGlz1JSXyqVNJ+u/mC1Wq3X67VajSRkc7lcKpWybVuTYr2hGYaRzWZPnz5NCSmJTySTyXPnzp0/f356ejoej9PQ5F9iovmgEfCeDpfJZFKp1OzsbKvVIgcXi8X043E06zg1rxGRVBwINkCoHQIYDPBdvmg/1F6naZzoLGOj0djY2NjY2KjVatls9qUOdx/Vh5BMJvP5fKFQWF9fJxdJseTm5ua9e/eePXs2MzOTy+WOARxQgCHykBkMDYFhv0GMgFICIDBBG4FkEDIFTPU5dBQwkFxJBAlKcSUBFSjSYZVcMlQyGXeabtCoVXy0pJUbtkZ4KpGIZcE3wLBBudDZq+1t13bWgl7ZxJ5QTTSEAUxJxhU3ABULpRJgMDQMxSxAExSAkCBCKQRXoCQTAPsCZAiAjCFnCkGFoHBfdYchmBw5f9dna37CLpJMSxhns9kLFy4QJqZWq1GitLOz8/XXXxPvJHGYj42NQcR9eJ6nhVko9CDH+uDBg9/+9rc3b97c3NykuBIRh4aGxsfH/+7v/m5+fp4KWxoGtLGxsb29/cUXX6ytrTWbTSLOuXLlytLS0ptfo3YNQojR0dH/+T//5/Dw8MOHDzVFjU6xo3XPF7kSqutFGTO1DyKnpuGHRyekemidsN+0DplM5tDBu6M7yFHU6tFLcfTAvlKKSswrKyv6Yi3L2draefZsrdXqBIGgTIKQ4YcaY0DUZ/l8/uzZs1988QVpFmluXd/3iYOOONUPfde++DwRAGOJZCJbbFXynW4lCHsmhIiSqHIFcIGcS2AAXEkBCkDJgZ2hREV9GoVKMkCAEJBxFMiY53aY5ByY22hvP33i9VixFCTyI5DIQKvVK280dtd6tVXerlm9jidbIu4FDEw/bYW2JYCBkNgODIE2544TSxeB2RBKgKDjtTyv57d8G9EwMAAIUSjGUDEpua24CIVhWgrBCwIr7cQL6dBAg/3Qt9Tf5IOJxY+Il/zJusgo0pgYYakiee3atS+++IIEWBhjOzs7f/7znwklvrW1RR2AVCpFLDgAQMhzghxWKpW1tbVbt27dv3//m2++If9IrY8wDMfGxn75y1+eO3eOgDWE3DYMw3Xdcrn87//+719++eWzZ89IQHllZYXkHK5du3aM69JMPBD59nDOKZBMp9MXLlwgsol8Pp/NZqkwquGQR+S25Bw9z6tUKoSLIvD2yMjIyMgIvHL4qUk2D8ptDzwJr85n8SZGVYhSqUTKFo1Gg+6v7/uNRmN7e3tvb68vp8FftisSoonTtNLt27ebzSZdDo26lsvlx48fr6ysFAqFdHown3h5TcC0DScFVkJyW4LFmAQVKiAAEQdgAgFAcgUMpGBSMiWYNJgEJgXN4OxPc6NCJoGBMli/FukFbYUmoB2GKDq8WTW4oYRopN1su1lt7G3Uyxteawe8lik9ZkKHCQCTKZMLG4WQEIamClBZTsJM5exkFswYKAmy6/rVXneXgeQSQ2BAcS3up+ZKKaYYAyEAkBncsnksxuNx3XaKLtE7ZT9ZFwnPOwKi5vV9v9frua57/fr1brdLL//d3d2vvvqqXq9PTk7Oz89PTU0RClL3cKSU9Xr92bNnKysrT548efDgwbNnz549e6a5zmzbHhsb++CDD37zm99MTk4SuTSx4BDQ5Isvvvj8889v3bpFlVCqXo2MjPziF7843qUdxAzpOmMmk0kkEgRmImg0bUCp5UufUprdrlarN27cuHfvXqVSicViw8PD7733nmEYhUJB9YmHj/42H5quHjz6SzvIb9Gotz42NhaFfwFgp9PZ3Nzc2trq9XrpdProc1EKlAJae1oWzXii6Tx6vR5Byi9fvhyNx1/pMtFEO5lIZmwn4Zo2BxMhUABcSQUggQHsj0ArAIGATAomBQsMJoAJwWTIWIhcoQmAEiwJHNBgwCRyhoFkIRohZ4JJ4YlAdXyoe77YrdetXrvVru90W2XltizwLUNwE0zJQXFLoomADCWi4gZaNhipeHLESeTBNCHwhWy67nq7t57AngLqnjFUDMDgEriSoARgACAVGsiZ5SRjsZwTzwr2rrugd/38jm1ReA3FLKlUamJiotvt7u7udjqdr776ynVdguPUarXvvvvu2bNnjx49GhkZIVLudDpNyTJ9ZHV1lYgY9FiOYRj0YExNTf3yl7/8p3/6p8XFRR2vUfRUr9dv37796aefPnz4kARk6K+VSmVvb09XxI5xXVGjRFUTtVEnga6a2ji02YB614sOUalUvvvuu//8z/+8efNmuVwmyclGo0GQeN3tOfqBH1j/qB88qAv0Uof75kaT9VQMSafTJKShlDIMk+idtra2Wq3W0NAQY1w7wcOui0azBSUQp06dOnfu3K1btwgsQRfe6/WovtnpdFKpxOs05RAUAzNmx7PxRKZrJiBsIXCaYZEADCTBrUnnSyFDAEkDNhgCSoVSIghkCFwiQW/YvtINqcsyxbhQjBvoSQVK1P2OhLDle6EI3dDvMdXlZmBggCCVVCYASmYAIJPIpAKOVpzbCTAyVnzItHOgDBBu4Nc9b0eEZck9KQh0hGxfQBu4UgwD5KHiIEGAYZmxlBXLgplANKK1l5Mo8scx8iAEQp6fn4d+E+Du3bsQoY0Jw7DZbK6trTmOE4/HHcchugrXdUl+jyQDAYDI0EzTdBxnYmLiH/7hH/7H//gf7733npZjpISr2+3eu3fvu+++owEMguMQho5KVzTcfeyLipLEDMQp2gcdRJ+9tPZXrVZv3759/fr1J0+e0Mtgb28vFouRzrjWsTjaokRn+gw1UFT/8xX70W9udBTSQC8Wi8+ePfM8TxcNqtXq2tpapVIZHx9HdKSUlmW8eFeAyIWQlmWNjY2dO3fuwoUL1IujtIPu7LHuL5PSZFygnYwncrFkxvNrKuyAUkwBV0phKIEpMACAwDVcMS4BQfa1EPYjOJpHBFCAwb53RAsgRKVkICUEgGBCiIpBt+m7HREqUMJUIUPJOONooAqlDE1EJQMlPIkgFPpMCRYDMxtPTyXS02AVQVrg+W675nbKIDuAgWKhQgBlcMVQcS6Bq5BBqFiogEngzHDsWJbbWWAJxk1499xi1H7KLlKHJ9iXbXEcJ5lMWpYVi8UMw/jDH/5AjP/00Pq+T2JSmoiBOIc0I2xU7Q8A4vH47Ozs3/3d3/3jP/7j2bNnc7mcbds0aEiziU+fPv3888+/+uqrlZUVrehAiOWpqalTp04RbfUx7OD84oDEq6ZSj5b5dEB3RO0vDMNer1cul8vlslaR7Xa7xF8bBIGedn/p4tPbgqQTu92unnSKx+PU/KVa7V8ncKCjUAliZGTEtu1erwf9Fkqn01lfX9/Z2fE8Lx6Pc37UdI1SinM0DKYUpNPp+fn5y5cvr6ys9Hq9TqdDffxisTg8PKx7fa9sTCJnYIIRS2QK3VTeb22JgJnMQOUDAijFUEqQ5GsAkCluCMOgQJGCRqKapDwXJYBkIIAhKMEkU4orqlYyZnCOwKSQMggtbkglpRAAVPrgyBhnTMlAKCVBAfCAsQAtNFNGrJQbWUzlJoEnwPODXrddq3iNmgES0BdMgWIIiIoxxbiSqCQyoUAqhcBM005biaLpFEBZ0K/8DnTw3p1w8qfsIg8SxJJrsG17amrqV7/6VSaTGRkZuX79erlc9jyv2+3Sa58CPXqG9W80vsSyLJI/PHXq1NWrVz/88MOzZ8/q9g4Ba0gK8datW//93/998+ZNYgyCfmyVSqUuXbp07do1aoC87kVpWJLv+91ut9freZ5HwmfJZJLAfZR0a5YHFRFBO/rLRwRINKkSTZaz2aym23mVx15H02tra3fv3l1bWyNKHlJVm5qa0vTm8LapcF9k1IsvlUpjY2PpdJo0b+nQnudtbW1tbm7SVD5jL1wiwkJwbgGAENIw+Pj4+MWLF6kc2Ww2adTy/PnzCwsLBEuKLiMcmUsqAGCmkhINx0kVY5mhxl4ygApnlhIhgKCMFFBKZAoAlGGElilMLgzCaxsSmORccpAGQshQSgwUC1ABIgc0UdmMcQSOClCaTAEAAnAUIARIyQQgYwwY0VL4yiAMkcOMFBhp00pa+eF4fjKVn2GxIVAcem6v1WyXa0G966ABQKGuAYoxZaACaq8zkBKUQKa4bcaz8eQQWlmFDrK3QCL3F7WfsouMWvS9RDNwtm0PDQ3Nzs6Ojo4+fPhwdXV1b2+vUqlosUAqtNM/idAMEePx+Pj4+NjY2Pz8/JUrVy5evEhS8cQ0o5QiP0LIxO++++7bb78l4GSU05DK/BcvXjyGi9SqzdRkX1tbowwxlUrlcjmqomazWa2GqLksoz7oCJcUj8eHhoYmJyfHxsbCMKzX677vk3S1VgbXSwovfuBpNfb29r7//vv/+q//un37dhAEqVTqvffe+/Wvf51IJEgK8aXn8xaNGms0QZ/NZqmmTFmB53l7e3u7u7uNRoO0y190OpxjEOzzRQohDIMVi8X5+fl/+Zd/SSaT5CIB4OOPP7506RIBLaNrQj8chbsEEMAMtNBJGU4GzIRER3GphI+Ec3zOGABHxQkUCQgKuFKWgBiopESuVCDAU8AQJaAJaEvlMLQs5EpKGQqUChENjjIEhQyZhQyBM0E6H4pzw/ARgeWs2JhpFVginx4ezw5PcCsDyCFoB24t7FT8ZkV0XDPFApASJSikYJYpQCUZKqEIiGRKHjPMjOnkwE5JZXHF4F2JFw+3n7KL1Olk9PHTsD5Cbsfj8Vgsdvr06Xv37m1vbz99+nRvb4/cIgWSVOYnCgZK0xYWFsbHx99///2JiQkqPupknI5ILOWffvrp7373O0IFUk5Hxy2VSr/85S+vXbumCShfy3Qlsd1u37t377PPPvvuu+/29vYSicS5c+fef/99x3GGhoYAwHVdPeE38Ewe4Y/oNXDlypW9vb0//elP1Wo1k8lks9m///u/n5qaSiaTlCNHiYRftB/f9588efLHP/7xD3/4w5MnT2gYsdfrjY6O0sA47rNPi5eug64b0IVEIZkqoglx9K5o/U3TnJycnJqa2tzclFIi7ks+0MT99vb29PT0wPLsM4Lj/s+2TZBPME2TMJILCwuGYZC6Nw2Vk/TFABPaq7wGFIBCE8AEM5HMjWSLk9Vevdvu2WiZCEoFQgqJUjEFjAOiAuaGQYoJZjHgUlpxIzXCGzWADAcvNDxknmIhAHBhgjIZWGpfZFZyJYlVAkCZjAOAREZdIEDGAAwmmSFjzGasxO2RWHIimRuN53OxVMKIxUG6qltrVh+VN2+L3k7KAkPKAOUPl6sQKeYFEAp6kglmp7LjI1NLqfw4cJspS/vH6OL81bRMXsV+yi7yUIsS9pAkdywWGxsbm5ubq9Vqm5ubFEp4nkfjt/TUOY5Donfj4+NU78/n86R+Q3ujlI0+UqlUbty4cePGDerwkH+kIDSbzV68ePGDDz6YmZmJx+PHoKqm4l2323327NnXX3/9xz/+8d69e91u1/O8zc3NbrebzWZLpRJ1tI+3PtlsdnFx0ff98fHxTqcTi8Xi8fhHH300OjqqwdvkmI6uGREz4+bm5t7eHs2f7OzsAMDW1laz2ex2u4SOOvp5OJR6R+veDDA+HO1qaScUSGYyGT0hCn2etFqtVq/XPc8DSL1oJweBTPS/2dlZasFprQ6lVBAI03ztGVNEAG4DJIxYzk4PG4m826sxEaISCJJa6lQbD1H2Qrcn3Z7qJaAHyMC2YrnRrAAzkAhhyAPBPYUBA2aGMQAjUFKiZCARFJf7KTAqCcAUggSmgAnGFIBEBFDcUJwnDHPUsked2LCTzBpxB2wJfi1o7zR3n9XLj7z2ExXsgmgGygUmALBfD903haC4raTFYwU7Neokh8FMAhhSwevTaf617WfnIrXpPDGXy2UymYmJCc/z2u02Na+j+oX07FFumM1miQtSC7lEFRo0g+ynn356/fr1RqNBXWzHcYhXbXJy8he/+MWHH344NjZ2PCp/Ou1Wq/Xo0aOvv/765s2be3t7VCddXl4uFAofffQR1UOPNwBLARo1NBYWFig05pxT80EviM7ij9iVlLLX69XrdSrFUurdarX00FE0Z3+Rq9V8E/D8iOHBNv3RNVadyxP3balUoqIt9GcT2+329vb29vZ2u90eHi5GB2z6EqeDFmV0ZAxMkwNo1QryYq/9lpICGAdAAwwbk/nk0ES7sdtp14JuAEqaTDFApkBJJUApFNLwA+4GvBvwHqLD0qkMn8lkRtFDAAiZkFwoFgBwI0gAGAG4igliwUAlEdTzLpJg5ygRFDBUwIRnGnHLHGJWEYw0MAD0wO96jc1m5VF541Zr7wl0yobqoHKlCIEjKLo1EoABSolSMBRog5V00lPZwnwyMwlmEhQoEADvOtnPz9dFYkSvihgfHMdJpVLEjaaZKXSXhpwOPZmUrYdhqJ8BouQKgmB1dfXLL7+8fv36xsaGpueiT42Ojl66dOny5cuTk5PkNI9x2vSpSqVy//79Bw8eNBoNgogTORvV13q9HuHeHcd53c6gxugQVTtdgi7L0pVGeTBftH9y06lUamhoKJfL0dAnAJRKpWKxmEqldLX0aFqNgcCQMu6DSEO6la9ysYSOpDl6wzDCcJ+qTgixt7e3ublZr9epQPlKQO/nt9Fskpxzw2DHIENUChBAAUMwwEnFc6OJ4ni7sdvxO1wKpRSwkCulQElAA4FhGIZ1t7dn+hnTyZlg8EQSrDS4FgCzmVRGAEyAMjBMAhjAAmACQEJ/gntQgxD74jMIABI8F9AAngIwQHjQ6/q9ahjstOqPWtWH7b2HfmvLEF3OQmYoKSVThiTfqgBAKpSCQYiGp0wzNpTKz6SLc5AYAmYJJeFdSqhfZD87F+n7Ps29RCUVNXRZK3np7aO94CjKDyLq3rqYtb29fevWrT//+c/Pnj2j1ifN/Pq+n8vl3nvvvV/96ldnzpxJpVLH5rVFxE6n8/Tp01u3bq2srJDboilJQjXFYjG6uuPBJrRLIpEy/XsNY4wW/vDFIr10MtPT0++//369Xn/48GEYhqlUanFxcWZmhlLs6Noecb1U56XVpveQPjpBU/EV+In1nSKO4VKpVCgUHMdptTq6aNBqtba2tgjeYFnWKyJPaBshFOfImA54gfzsa99k2huAEmByGxL5eG40OVTxujXlBoHnA0iGCkAwQAShek2/ttlwsspgiWLJtuI8NMA3QWUIFInSlxggWAAWSNWnVetz8mKf+psuA39QDtufHzQ4yBD8GgRB4HZ7rVqvsxe65VZlOehuQ7dqCNfAEFFJRIUGAGP7e5AAUjApEALGfIjFkiOpwikrPQ08rUIluWSgJSXeXfvZuUjyj/SzfkSjkx7R5+3gZIj+WeMc9Z7r9fr9+/evX79+9+7dZrNJ7FtE1mtZ1szMzJUrV65evUoCD8fu4SqldnZ27t69+/jxY1KnoSAoDMNisbi0tDQ7O0sasMdbn0MVIw4WBF/Kzk37GRsb++STT+jySQDr9OnTFy5cyGQyUUQnHJmzR1lFyuXy3t4eDY9alpXL5YaHh4kmI0rIdNC0ZyfWu1KpNDk5+ejRo1arowniXNfd2tra2tpqt9u5XC7qIl/FV0oJjO1PKGpgP2OvkUgigNEn9hHAAdBktpUqZoYneo0tv+4FXhtEaDCFkqRiBXe7slru4RoDrvx24KR9YVhBzMaWRAi5J0xPMA/A4GEaJb3z9gVp9YlH1r//y37rnEEYBj3P63puO3AbXrcRtOphr9FrbHHZMaRnAoAyhFIAXCll7MMhAUBKlBKVYBAyZsfy6fxkOjcFTgHAFkog9tj+RZ+4yHfJBtyf9omHpr0DUVI0JdQuUreYq9XqzZs3v/vuu2q1SmV72tI0zZmZmb/7u7+7cuXKxMQE1TGjgPbXOv9Wq3Xv3r1vv/2WSDQ0GolzPj09ffHixampKa1t63ne69LoUqEQn9NEldFTPfhuONRoY8dxFhYW8vn8xYsXfd+nvJtQNRCJ7I6CCvZFLIjD+Pvvv6dRJVKOXVhYuHjx4szMDAXRRwszYF/g0DCM4eHhycnJdDq9s7Onb0ev19ve3t7a2mo0Gtlslia4D+zncHdJzWvyj9CXPzyGcQaCZFW5KSBkYHAnmcoPe8NjzbAdtCsqDBARUIBSppSxUImw5+Ger1C0a9wwHbBtFefCVih9sytMNzQ6AIyHaS5tkJK8n+q7SCIK2o8VFHGGAyoJAApZANwPul5QE0FThR3ptVXXU55vhJJLQECFtkCmAAUyBlKiH3lglEIQDARiYWg0Vxw306OADkjgBrXjQ4QTXOQ7ZlFCquiTeTBuoh8GaF91MDLQDCGqiydPnqytrZEToSmaMAwdx5mfn//oo48WFhZSqRRECHqPYcTndu/evXK5TNQyhJQcGhqan58/e/bs2NgY6S/CyxR3D7WBIkN0BaILQnYEH5oWX6U21/T0NMlFkOoZ6dmSozw64NVrFQQB0bx/9tlnNK1Eclqat/GIrB+eH7XS3MPxeDyq6hUEQaPRqNfrnU7nYHlUa2fDgaAy+ie9PNSxOYYCIk0OMgAAQwBn3DHj+WR+qtesg1WWSgEPgLtMhEwCQ1TSV27drQZhY1sA2ugkrQSEHECFRkcYPcE8hshEjEtTih+Sac2ippCixn3/yCiTAKmAKW760hNhU8keB49JgX4IvrIMBwD3lw5BISiUoCRXkiupACWyEHmILADbg3Q8O+Okp8DJ0hUixcAqYPhXZcI/hv3sXOQRlKtH/PMge13UaZKmoOu69XqdlLsBgEjSEonE1atXP/7448uXL2vpGL2fIySkaf96A2LcILL07777bnt7m/Jr1ZfDzufzV65cmZubIwcEAOSgX9Q3f2kAe7DdfLA/8yqxpIqomxE2gFLdVwyfNWdau92+f//+Z5999tVXX9FA/dbWlu/709PTS0tLtLYHyxfRwjFEZM2JZXl0dHR9fXNvb09v0263b9++vbe3NzExkc1mdcxISXQQCM5JemXg+/DDf6O/5BwPvcVRbuMoyXkQBAYzSWcVERRKBM7MJBqmkw9zgfIDWd9+1PF2bYMZTAa+p7gpmQqwLUMXlWUgF7LZ6AEDE0AChgCC9AqVQqGMUBHbZNSkQgCpIqm3zrKljcqi2cb9uqHBwAAOoVSAQhlSolDoSSYQJZMQBzPw/QCEtGIeWK5KpAoL4+MXhqaucWcClAUc9l0qSI4GvOPA8Z+hi3xbNkC8SA9/MpnUTXAaZ56amrpy5crHH3+cy+UGNBHhZW0K6D/Y5FOIo+zOnTurq6vNZlOzBFFMdOrUqampqUwmo7ls4fmQ8ND9H2qHBVCvDV6hAJP42CnapasgFNQRkenB/dCW7Xa7Vqs1m00C9tO0ux7BDILg6Gh0oOWdTCaHh4fHx8dv3LgV3abX61UqldXV1bNnz0opByqJjLHXFX2lVwJd/gDCQd8+vcj7XCQKAIGBlCABUIGlAMxY3sm6qaGm53XduucHvpIICMxkQikGIQMJSijkgAwMBOHTrhAkV4opoCYQghAIqJhCiX0GIIWSkmJUFFHu/8wgNEBwJUmWS4JB0jgKAFEqhgpJOUxxVACKo+z1fNuIczveFoYnbDNVSg8tFkrneGyEWSnFoa9PFjI0EdQ7XoiEExf5hqZnCk3TzOfzc3Nzo6OjAEBiodPT0x988MEnn3xy4cKFZDKp/Z3++Cv2YTWd9erq6q1btzY3N13XjU4W5nK5c+fOnTp1KplMktc+ut08YFHGoAHE4puzCZBjogEk6EPf9erRgY6IpqO0abpeTFRJ0fa6epn+9UAIHI/HS6XSzMxMKpXS50asTjs7Ow8fPvz4448LhQIip5WguiRjx5T9oRUYGEaMBvI/lLYHS+IMlARgaCfj2SFDuhi2q6rtNv3QF0wqKYCjlAqVEgICUPviq4rEbehYSNPd9BufoWSKSZRsH7sIEiVDkEiT2T/8F0AJ9PfPSDEABUTNq5hCAMUIpgnA6c2BIEPVNQxbYsxXlhUrFkqLo+NLyeIoWHHgDEAqYKAUKkDggO96rwZOXOTbMtM0R0dH33//fWIm39vby2az77333gcffHDu3DmiM6Ato92Jo0M5HVbQA0zSUU+ePGk0GtBvZCulEonE5OTk2bNnJycndXJNxT6twni0DdQN4HlHeTwiP+3coe8WB+jaom2fowcZ6YdEIkFt6O3tbT3nNzY2NjIyQmD+VzkrjfFExHQ6PTIyUiwWSeNXr0Or1Xr27FmlUpmcnLRtc+A0Xtcomj74AqDXGPQ7ftEQUqGkaI5clUSGykApwElZ+dKQ6CK4NQ7tOgtCYKqHIBmiVIpJqaREFKhCg5sKGCD0CS+YQqTeCUcBfcT2D//FQ/4LIMMI/TEoiYoBSLYfV5LYIgMwCOgjUZpxqyu55xlGbCg/dm506r1kfhKMBHAOQHkPo8AVlAnw7ufZJy7yuHYQ9ZLL5S5cuGDb9u7ubq1WI5qsubk5atFAJHB4FWrbKOua7ueSwCmR8VDuhoilUunMmTPz8/NDQ0Okpg2vP+V66GlEoaDHFmsk70PLRZhNAAjDkHxHlO/nUNMOOhaLzc/Pf/zxx6ZpUhw9MjLy/vvvLywsZDKZI64iuh/oAy2pHFksFmmYutvt6s8StGhra2tpaSmRoOv+KZ0AACWfSURBVM47HCt2BADwfV8zmxB81bZtOjrVCugm/rC8z2Fx9tGLCiCUhsEZ2FmrMFFQQjHuC2x7gelLUD6AMpAhY8AkQ1QoEUKFIIEjKglMoQKktFtRt/oVvgBMIBeAiiqtlP6jRMVkv/eNijFgoAD3iX55YJgdn6FVyI0sjU5eShbnwMrDfk9GKQgAEMEANPYrnO/6cM2JizyuRWuRVGyitnI8HnddlwDqqVQqkUhQHncoRvoIFznQcK9UKg8ePLh37161WiXvSTFIMpkcGxtbWFgYGRmJhmlHgxYH7CBV30Cv/xjro5V/KKYm8PzY2Fg+n7dtW3N/0MZHJNoU99H4EzWjpqent7e3fd/P5/Ozs7Okxx0NxI64X9GFjcfjo6Oj4+PjiUSiVqvpkwmCgMqRrVarUMhRV/rYXtI0zVartbm5ubq62mg04vH4yMhILpebm5sbmF8AepHs//sHL6YQpGLALFASEMAZsvMyp6AbKCFA1ZQIm0oIJgODAUNgijgflVSAKAUYDKRABmAAUGWDKoAykuSyQ8I5RX7PJLZzBaRWuz+Noxgyxfb7LqhAKVRMoemztJXJZwtzpYkLyaEZsApgJIAbUnqUnaO+XrpE9a4Hkicu8o0s2gQgJBBNIkZjlhc9ukf3lOlJpv0T6+L3339PjBXE9auVBmZmZhYXF2leRQt4QZ++92hHqYNEfc7UYKVDvHT05QgTQjSbzbt373711VdPnjwJgqBUKs3NzRHFEbGEaTaKowt8dD5KqXw+T2RLrVaLmM2I146u9OhT1QhWHa/Ztj08PDwxMZHJZHZ2diiwBQDf90mqqF6v+/4YAHBuHNtF+r5/7969L7/88v79+3t7e6Zpzs3Nzc/Px2IxGu+BwRKqPOAyGNVBpQImFGAMnJF4wSqCFXOSHctUnd1OuxG4bSV9k4lASlTS4IAAgBKJXBKZIp8kGSrjMBd58MvBgDGOBqNJRBSgFWtRAiKAVMjk/jAkA8VC5tjpqcTIQmlsMZmbALsIRgKYDQiIDoAECPd7UfCue0ZtJy7ymKa7IhT+DBCvabowvf2AjtUrTteQwwqCYHd398mTJ+vr6+Qisc+hXSqVZmdnFxYWNO+Z7pkePfscvRCiKdLM6pqrXAMJj7E+3W53ZWXlj3/84+9///uVlRWl1MjIyMTEhGmaS0tLS0tLFPrRUY7I4gfAVSTATY17fJ50HV721tEuUvUVyoi9ichD9X6klJ1Op1KpdDqdvvKPAS8GjR9t5XL51q1bn376KbHtCSGIpfzcuXOWZdFdozXf//KIw5WlpQIhAIXBmDItA5JWltvxeNJh6NbX/b3NHlZF2EblGYpJqVAKSqoVSERAZIAMFFeKKRWtQ9LS6At73nUKMGhSBiWVNfvhLVOI/RYQBzAUcEDmYSIztFAYu5AcmQA7DRAHNACh54aWYwEAAt8H5KOOlE/aNX/jptHRNKBGGWKv12u3277vU5eA6L71locmuUfjLg/aQKq7sbFx584d3XilcDWdTl+6dOk3v/kNqR3orJ8+9VLko+d5xHZTr9d3dnZWVlbq9TrnvFAoUAaay+WI3u0V9WqiZhhGuVy+fv36N99847put9tdXV31PO/+/fsXL16k0JiGQY/IsiGCrNTzSIZhHNx+AEV06DJCvzukuUgSicTw8PDMzMzdu3dp9Jv20Gg0Go3G+vr60tJSIpEIQ6nHVhFf75FuNBpra2vLy8vLy8sU4z9+/NgwjBs3bkxMTBBuiVhI9k8VOdJ8C+l39QMuBEADwOAMOCgBgOgUbCcuQ2ElctIqgvGsXd10exVLgW1wP+hwpgyUBlNCKSWFVFKiVIor5Hp0Iso5gIgA+zAe+qehQIU+pe2EJgLDlMoIafBGKCG5QhNZzIklC/mRWHEuM/d3yhkBywFGbe5AAVqOtQ+5Vxz3kesBkFAiWu+4lzxxkS8xCjro+0SxRr1e39jYePr0abvddhwnm81OTU3pgZa3ZRpXSK6ZwMbEXEkTNdTInp+fJw7tYx+o1Wo9fPjwu+++u3HjRrlcRsRCoXDhwoVf//rXxKZ+DJlGAHBdt1qt7u7utlotYkgKgmBnZ6fb7QZBEIXyvFaUqjcm0M/rsnVEoTb0Jsvn85S/dzodiMxfkrJ2t9tNp9M0TSglIL52IImIrut2Oh0KYKnPppntdcD+3OhkBLQIIBH4fr2u7/8pZCPvGctP27E0mllmp5xEvlffDNt7gd9EyRQECgKUUimpUDKGyJBxE/E5rYjny7gU2e3fcaYQVUhNdoWoJAt9CBQLFVPMCiQHHrdimWSymMwWc/mSk5sBs6SMDHAkGKbcr2DunzfVLfv1SDqKceIifwqm+9etVuvOnTtffvnlzZs36/U6DWlcu3YNAChl+0sQJhuGQdTfJEtLWJ9UKnXu3LkzZ87k8/mjCcAPNQrHAKBWq928efN3v/vdN998Q1FkIpHY2dkZGxsjoKUQ4njUltBP1bUsGjlHeF5l+xUD6qgz1QTvh2750guPov1JhyuZTO7s7Ohp9DAMt7e319bWyuXy0NCQpsU9RqJNHHrxeNy2bQpU6W7q5j5hy3WzSPWjLFAMUDJgQKW+A/GxAo5gg51jZixhpc14tpsqtsrZ5u4zt7krew6orhCuki4DxZAAvELsj9zQUogfXKT6AWXRF8IGJqUNwEEqxaQyBFoCzBCtEGMCYmClYunhbH48WxjLZEtGMg+xIhgFtEwACRAoCKgbz4ArxX7wjwMu/922Exf5coumro1G4/bt2//1X/91586dbrdrWdbw8LDv+/SYaXzPm5uecWaMZTIZmr/e3t5eXV0l6qBz585du3bt1KlTlmXpYtarmwaa7OzsPHjw4OHDhyQtjYitVmt5efnJkyfVapX0Do+YxX6ROY4zPj5+/vz5nZ0dqsHRVYyNjSUSiWhB4BX3H222DLTgD3bhj76JGnqFiJlMZnR0tFAo0Ny3hnNSG5p0GkiJ4XjvPsIqXblyBQB2d3ellJOTk5cuXRoZGdFYTn3yUkpE1ie/IacpAYCrfsc5wlSGwBRSRGkw23bMuOWkbCdh2slevditbUHQCr1m6LeF9CRIBYAQKPCFCvorsf9mVSAYIHlGBUqpPk2RlIZhSMUkcCkNgZZgCWYkGUvZsaKTHM4UpnLDU/HMMNgZ4A4wB7gJCGpfpRb73fN+b+aHW8T+Vvo1Jy7yJabBzwCglOp2u1tbW/fv39/a2gIAKuSVSiUilXjzWZSDRknQzMzML3/5S9u2Hz58mEqliHjxgw8+IPbyYxyX3EGv11tbW3vy5Em5XKYese/7SinqV7Tb7aN7KUeYbdvT09OffPKJlPLhw4etVmtsbOz8+fMXLlygeWo6AY2Nf9FRtPeM0tB1Oh0igqPKg5a4OLqsSTZQ5E0mk5OTk5OTk/fv3yd+Yk2SRCTkhOs8lL3iVaxQKFy5csU0zUKhsLW1RfrAly9fnp6ejsfj+ur6b0TYn3hEgB9SVIEAz3dX9t0LKqYAAThwE7jJjFjCjjnxbDg0Wd15Jrym2ym7nVrgtoXXC0JfSdcwAqYCQI3+6dc9UfZp2BQVQwnFHhoGKEMqLtFRLM6sjBUrMiuXH56KpUqpwriRyIORALQATQCmmB4qpDiXo86j8XmIj7IVAr7bWTacuMhXMf30+r7vui6JN2i6szAM2+02qcccI9p6kenUntqvqVTqgw8+mJ6eXl9ft22b+gyE6aPtjzcY1263NzY2Njc3iduGZnLokqO58Ku4ngFjjBWLxatXr2az2a2trW63m8vlJiYmTp8+nU6ndSj30tGdgVFIIQRhDJ8+fYqI8Xh8bGxsZmZmeHgYXkarcWikyRgbHR2dnp7OZrPtdpveiEop3/dJNrbX61EJUgjqv7+em0ylUvPz8+l0ulQqERs8zT4SPjQ6IHDoTcQoJTgpHWqiHpCAjOZwlGKIJgADK8uzFk9mh2Kp0Gu6rUqvXfG6da/T8jrN0O9g0AEVSBkKKaQSlGv3OX4oGFfI9n9QYATMRtMxjLhtpUw7F0sOxdMjZjyfzIzwWA7sNDBTSFTADJMpAKkk4QsQEcDUXEKAAV3Pvv9UTCF/90GRcOIiX2raNdC3ORaL5XK5fD5PdLmkPTA2NkYpNjVV3spxB/JQwzAoHzx16lQQBKTd+CbUvPRZkt/a3d2lmRwtR5FMJqm0KoQIguAYhyAsPUmhkVYaKX0TlwctnabpPGLRBg7daDS+++67P/3pT9QfdxxncXGRFFmHhoZeGk1H2xS6Ijk0NDQ1NZXP53d2dmgd6Hbv7e2tr6/XajXfnzRN4xVBVAeN1HIymQzVJX3fp0XAPg0wPA+w3deRQQYQAMh9Adh9X0IL1YdwK0DF+yk4Q1SAJvAEMNsoxAyv7SSySW8k9Jp+t+W2m2Gv6TUbXPjhvvlChFKFitDmDBgDxoAbuM/GgrZy0txKO7G0FUvbTjaeKpjJAsTSIDmYcTAMIWSIihkyhAAAOIZEcrTvW/bj1AC4AAz7Ura2Qg4a8/Nue8kTF/kSiz5LjuMQ/nlxcVEpVa/XbduemppaWloaHx8n1dm3ddwo8JtmnOk0stlst9ulITZd5j+Gaybf12g0dnZ2aLaE1F/pQXUcJ5fLpVIpOugxlMK63S4N29GcOLWYsC9QTrgleIUBcJ2J0za1Wu3OnTu///3vK5VKo9FQSlFxNpfLEfTqiPt4qKMn/hFCBTiOQ6kALUW73S6Xy7VardvtplKpPg3a65mmONK64dFpzijdvcaK0Vmi0jIyAKh1FCjhh/3/6vS/Py6wvzGaABxsE8y4kQgM6Tt+N9Zth72O6nZUGIggcANP+IEXekoEAgRTABwNBsxkJuPMZAYyyR0zOcSdtG0lDCsGzALDATMGpgOBBGYBcGCSI52NDCHkwBAUYF/aGwAUSCXZAArzb6NVA3DiIl9qup2qqQZPnz79b//2b59//nm1WmWMnT179pNPPonmvG/L9COtfyB8oian0C2XI7LgAdmDKKNwEAQrKyubm5vQn1ympD6Xy01NTZVKJapyvkqKfTCYdRxHt7PpPPWYJkS4fgnVdEQtMuo76vX6nTt3vv3225WVFdd1qUr48OHDYrF44cKFM2fOkOZM9MZF72O0WKxDwjAUjDGSR3/8+DFRhOi13dnZefz48blz59LpNKEjj3ETo9wZGkgQBAHnXIND+43+fWJKAADgsE9LRicEz4Nj2P5vBqMwvt/nURagCdwBBoASLGkmwQQh2w0EBULGQYGQoZKohCD6X0SOSjE0kAFnHFAybsSygAYgAjMA+Q8kFHb/LH9otnMOJurgEPtO3AAGNqDU3gbpr0xf1zttJy7yJaZVEukrHo/H5+fnqcbfarWIRWJ6eppihGPU7P4KdnDgmp7VTqezu7tLMhI6IOWcZ7NZopslYPmrXFHUP5LrITg0Ze50uAG9sOgpvTTRptql7/vtdrvVanU6HT0v2Ov1arVauVzu9XrHwIeapgEA2Wx2eHiY8l8SAtI9K4qyC4XCm5RQoq6Z9kPvBlqiH1Ls/RkhXTNlEJ17PFBHhcNxmkTpiM99qg+XYkkHQIJSRr+lDQBGH0Cuk5X+D0woBhGo+aFnggeOftjf2Iv/9E7bO/c8v2sW/caQo8xkMuQiCQBMI3Gqr8n3Y5/vIed/KCeFlLJara6srGxtbekzp1gvl8udOnVqfHycZqiPdg3R+PHAqAboKcyBvsTrLhRFYcTn2Ov1fN/XO3Rdt1wu7+zsdDqdYrH4uuVCOpFCoTA9PZ3P52nEXktrVKvVzc3NSqUyPT1tWccBh0bfSfQbvVye53W7XYKdkkKZVhvXUeexC6AvPiGu8/eXFg4YoJKgAAe+RT8rO3GRLzH9FafiIJXzqfNAOZ3m+3sH40eA5xoU8HzdYHd399mzZ7VaLbo9DSBOTk4S04QeeXxpx0YX1OgQvu/rjrzmu4XXZ2mLfpAKHdT08DxPFze73W6r1fI873hLJIRKJpPj4+OkO6aJ2ghdtLW1tbu763leIvFK5JsvWn9NSgIAQRDUarXNzc1qteq6bjKZJOZKUuCBAyXaY+DJXrA9ghD73OIMfvhvn218n+ZcIYAEhQoVIqf3bPRGw+u/5P527V18qt8pi45n0VOq/0k/02bv/jdmgOPadd3NzU2Sf4ky7lCDfnh4mHgiyO+/CsmYpj6kfwZB4HkewaEAgES+Bsq1r4j61hvQmAq9nCgdJo9MOThJih/DKI4rFosjIyOJRKLdbkOfa67b7W5vb29sbDSbzXQ6zRg7hlyXel78RylVq9VoQGttba3VauXz+bNnz7733nvXrl0boOd428aAGYQW2v/vPjmuJOiQJjkHAEBGmcA7/9X+y9qJi3yJRUnJ4EjZr5dSFv4oFn0+9Q8UxTx9+nRvby9aBQOATCYzPj6eTqeptaL/+qLrOjSLD4KgXq8vLy8/fPiwUqkg4sjICHVUogTs8Gohif6rYRjkIrVnpIuSUnqe57ruSxVsXrR/RKQKbC6X29nZ0X8SQlSr1a2trXq9PjY2picRX8sGmlGu6+7u7n755Zd/+MMfnj592mg0crnc+vq653lUAiYmuuj6HGPA9MXGDvmvosgR+zk4+0Ey4cCdefu5/7ttJy7ylYz6vxAhGdPhj/Y70Urcu2MHczQqF+zu7j59+pSybOpOkAJPLpejLFs7zT4h2Ev2r2MfaqrcuXPn008/vX79eqfTQURyPZZlzc/Pm6YZHZh56eCg3oDmxwkQqv9KRQPXdT3PO167jM4hlUpNT0+PjIwsLy9Tzk5iZPV6fXNzs1wuu66rdRpeywZcZK/Xo0b5gwcP9vb2lFLNZhMAbNsmBnXLsuhFomsXb/cL8XwHh769fYeocH8Csj+ueWg/6N3Pmd6inbjIl1gQBBRMDUSRURjNQZGGd9moHdFoNHZ3d4neRgtvmaaZzWaJ8lbLUWkM46EWJc6h35CLvHnz5h/+8Icvv/ySQC1UQJybm5uZmYm2sF/qIgmlqNULKIoc6IyHYRgEwZu0y5RSsVhseHiYhl6iaXuz2dzd3S2Xy61Wy7Ztx3ltiOhANcb3/WazWa1WW62WVvHe3t6+c+fOrVu33n//fUQ0TVOXcd+2P9Jd6R9cJGI0qHzOgf6Fxmr/huxv46n+EU0/jdFp5eiXhgqUx/aPVFPTP9MPNAion1KNnjmGUYRI5087NE2z0+msr69TRqkf4CAISDBgaGhIQ2oIrHNEdEwP+cAve71er9ejXrnv+57n+b5Peb0m6YliAI7Yv6bzoA/GYjHCVOqxHETsdrvtdjsIAmISItP0QnCY2gT0vXOfC5IRhfvo6KjjOJqsjLL47e3tnZ0dTZ/8uveXvkI6HqSYmhiF9dtCSlmr1b755ptvv/220+mQagWdlf5WvB3DV+hkP79Kb/Pof4N24iJ/ZNPUNdRzaLVa1Wp1Z2enWq0S6zW5D3o4j+EoKRiMdpODIKD6WrPZpKEX2tKyrHQ6PTo6SnMm0QmQ13pOGGPUTqGEWiPD6Wk/NnyEPmUYhm3bGnmuITLkiPX7AF752e4nB2CaZjKZHBoaGhoaisViqq9JSyTk9XqdvPDrnnZ09eguOI6TTqfHx8cLhYLu+BGZJskT7e7u0oW8dDrzxP4KdpJo//hGD0MYhjs7O+vr6+VyudlsJhKJkZGRubm5QqEQbZu87s6j4S09bJ1OZ3t7e3l5uVqtRp9527aLxeLs7GyhUNAMC6/SgIq6AAp84vF4LpcbHR2tVCq1Wo2UvsfGxmhO+eAHX2rasZJeDaEIoe8ihRC9Xo/w5K+bGOqLMwyWSqUmJiZGR0efPXvW6/Xo2unV1el0PM87hnOPAndoh6RaMzc3VyqVaPQT+ySV6+vrX3/99dzc3OzsbDwe1yCqqLDwm9rPPSh8bTtxkT++0UNerVZv3rz5xRdfkFK24zhnzpz5h3/4hytXrhA1DpWo3uRA9Ji5rkugPBKb1c8e9WrGxsaiMgxHjAYeeiGUDsfj8YsXL+7t7cVisY2NDcbY7Ozshx9+eP78+ePFRNGTTCQSA1GkUopcJCXXxwtUpYR4PD4+Pk4r0Gq19N5isZjjOJZlHWNWXZvm7DBNk7js5ufn19bWer0eRfq+7/d6PeLuvHjxIjF1Roe7jn3oE3sTO3GR74T5vr+5ufn111//3//7f2kA2TCMtbU1emhTqZQWJnzdPQ8IjZHMA2mzUAipM1PbtguFQj6f19mfLuEd3VcdwBUxxhzHee+99zjns7Ozu7u7nPOxsbGlpaUzZ85oYUV4tSgyOp1CfBDkIgfgVuQiqWSp2+WvCDCQcv/M4/H4xMTE4uLigwcPiKbEdd1UKlUqlUZGRpLJ5PEKztFKqJ7OXFpaunTp0qNHj+r1uibWIwa25eXljY2NUqlE9Qrojycc59gvuOKIjNfR/z2xExf5DhhJXO3t7a2srGisImPsyZMnd+/e3dramp2dJbn6Y+w8ytRN2Vyj0djc3KQoSW9GagFTU1O5XE53kI+entZ28MQ455lM5ty5c1NTU8Sl5jhOKpXSPQp4nSxbf0RKSS7ScRw9rke/pwEbanNFY65XJCRHRMb2uSOvXr3aarUSicTu7m6v1xsaGrp8+fLs7GwikYhwTBznFuiUmXOez+fPnTtH6PFyuayrzO12mwbnCUrxF0Daytf878/dUZ64yB/ZKDOl+RbSNtF9T8J4UxeC4qZjoOT0iLTuCO3t7T1+/LhWq1FkSjVHy7KKxeLp06ez2SyNnEd3crR3PohNoZNPp9PJZJIKqdSooccenkc7vtT1R90c0QlTN0k3+slFkialFgR/9SiS/CP0c+2zZ89yzkdGRiqVShiGQ0NDRH+XSCSEEIy9dqFgoINE5VrDMBYWFi5cuHD//v1Op9Pr9TBiUTL2t1yLPLHXtBMX+SMb+Sm7b/Twa2lWAhLrcO8YgaTGlNA/aa5mY2ODhA00UQJFkUTpprNaejLJjR4dTg4A6SEixBoFlh+j3RQ1Arc7jkMvjOjbggp5x+g4R1e01+vZtj00NAQApVKJdBpyuVw2m02n05ZlBMFx8DcHEeDUl5+cnDx9+vT4+DiN1mgazUQikUwm6R2gE/C3SEV6Yq9lJy7yRzaKqhCxVCpdvHhxZ2fHMAzXdYUQly9fvnz5MpFpk3jpMfZPzsswDBrOq1Qq9+7dazQaFL3q/C6dTi8uLmYyGeplD6DBj2gTkXuliR29GSKSSLf+DQV3Gld46NjiiyyK0qfglM6TKHUBgK6OLkpP71ERllphR/j3qO5rIrHfpyqVhguFHPks6pL1GcwO2Q+d1RGH0IugLwQRCX15/vz5f/mXf1FK3bhxw/d9qnsuLS0Vi0VC8uvY+Ri3/kXL+fZ29bOwExf5Ixs91aZpkosMgmBmZqbX66VSqYWFhffee69UKhGP4fFqkTRqTc9wGIaVSoXEaoIg0P6RtFLHxsY0M/brWpTRh2IfDfCmAiJVEo5RKBgYQAQAEoDUVLXQhwTQSMzBVTreqyWKEtcQRXgeRKUZNo+3aJZlDQ0NnT9/3nXd6elpQoy/9957Fy9enJycjFafTzraP6KduMgf2XSFMZ/PX7x4cWhoqFwue56XzWZzudzw8HAmk9G0svD6Dzw96pQCd7tdkmylgIs2IHc2Pj5+6tQpcpHHexr1LJ12GXpwiOK447Vlo71yCodJ8jAakFJRstvt9no97cuirfDj3ZdDfz7o5Y/nv7Avs3Hu3LlisXjt2jXijiSpsnQ6HT3WiYv8Ee3ERf7Ipp9w6nImEomZmRlyNJRq6X70sYdSdC2s1WoRh7auDBIij8Au4+PjxMSlP/jq+4/2GXT32XVdqg/4vu84zvHEbMmil0+UaLrbq8um7XabJAxfpYv9igfV/XF9XVHJcn1rjh0dE31GLBabmJjQjSbq+w+o/fytMAD89OzERb4rRs+D4ziEaBn465s88DqUo0ZNtVqN9n9IiYHm4V7XP5JFQS30wWq1Wq/XCTRj23Ymk6Es/q2I6BqGkUgkyEXqbq9SisS1qal9vBmegYuKkgHrf+oj6l7W8dwxRviiXvQupOMe+xJO7K3YiYv8kY1gwzptHGBU03mi6mvLvC6TAvkLxpjruvV6fXt7u16v686vEMK27ZGRkYmJiVQq9brj2Pqco/+sVCo3b9785ptvlpeX2+12Pp9fWFj46KOPlpaWolQgr2U6giPGoHQ6fRBiSfrmWs38IDrydS9KN+W73S410BBxaGgo2j56k+AuiidXETGGgdOgSP8d5Nn7mdiJi/zx7SCiMBo76Ofn2Dun/ZCY187ODrFq6yTONM3R0dFSqeQ4zqEP/EtroAM0Daurq3/4wx9++9vfPn36lCS3FhYWpJQ03fgmS6Tz0Gw2S8S60ZPsdDrNZpPaUATtfJMSHsWJRIn05MmTcrlMk4iXL18uFArZbJYaUHoZ3yTQ09Ar2g/tllrzJ1XIH91OXOSPbJoZTJPx6PpaFEN+vPgO+q7Q87xarba9vV2pVFzXxb4kIfW7M5kMhZCHfvzVD0To962trZs3bz59+nRnZ0dK2Wg0ms3m2NjY1atXj+EiD4LMTdOMx+PU1I6ixEktiwZs4HnA9vGg157nbW1tXb9+/f/9v//39OlTwzByuVyv11tYWDh9+nQmkzleXULbANNoNISM/jJa/Tyxv76duMh3wgZG/QYSrjeJIzQwUEpZLpe3trY0Yw0l4LlcbnZ2tlgsHnqglx46mu1alrW3t/fw4cNnz55VKhXCXUopm83m+vo6DSO/ySrREjHGkslkMpmkcR1yIpQF7+7udrtdwmnSGh7bvzDG2u32jRs3/uM//uOLL74ol8umaZJexb/+67/Ozc3prhS8Pl+cPsSh5zZQizghQ/tx7cRF/sRNe4poZGrbNjlKRMxkMoVCIZlMHk/BMQrKCcOw0+k0Go1WqxUEQbSHo9Vm3soVcc6JW5d0FqmXEgQBVQzfylGIg7JSqayurm5vb5M6RbvdfvDgwdraWqPRSKVSpmlqbvYT+6naSQD/E7doT4Cap+RTGGNBENi2PTExoXs1xz4E9CVxGo1GuVyu1+u6skYeTXdsj2dRr0cdm2QySWOI+gJ93+92uzS7+eZhOGXB3W63VqsRCTmxmTWbTSJvpxgwGkue2E/STlzkT9/IWxmGkU6nSRKA/AjnfHR09MyZM5OTkwepK45hBE6s1+tEyqB5zzjnxLf4VmpqtLdYLKbLuPT7IAh6vZ7v+1EGozcBSFJmTQTDBFONxWKjo6NDQ0MUQr46E8eJ/e3aSaL9EzftpDKZzNzc3IULF7rd7u7uLiJms9mrV69eu3ZtdHSUipXH2H+0Fkkocdd1oV+e0wSOtm2/CR+tPhYAaAUbrfqgR1BInuGtiL1Q/3pmZubKlSvdbndzc5OYPi5evDgxMeE4jsZFwkm58CdtJy7yZ2HUljlz5kyn08nn89vb24yxQqFw8eLFS5cu0dzh8UIhjXohn0guUgucktvVPLjHHkCMGjlcGrCJnraUMgxDoswZqHser5cSj8fn5+f/4R/+IZ/Pr6ysMMZKpdLVq1dPnz4dFao9sZ+2nbjIn75pSZmJiQnO+dTUVKvVoo7H2NgYhZBw3L55NNkk5I3rupojhzZIJpOZTOZN3MoAmYVGj0fPgYqhVEM49uVEj2gYxvDw8LVr12ZnZ8vlMgDkcrmRkRFKvaNEv29l3vHE3k07cZE/cdPIc01XUSwWiX2HcOOEjtR1vdd91KOgbuoCD1QDaaSaJpHfMCHVgSEJatu2HeVzoyjybXW0VV9Zt1AoDA8P+74fBIFlWTQseKJN+POxExf5E7cBxKVpmgfJH6M8hsc4hCZ6oBGa0dFR6MuOEwFaPp8fHh6GY/kUvXNNN+n7fi6XGx8fz2QyjuO0221yWIZhZLPZ4eHhaBR5bG0sOlVN1DiwaNELOcm4f9p2cndP7E1NuzDTNIeHh2dnZ+fm5og+3bbtUqk0Pz8/NTWVzWaPAb08FM1OwgkzMzOjo6PkxVKp1PT09Pz8PPlN2vKk0Xxib24nUeSJvZFF5Q8ty5qYmLhy5Uqj0YjFYr1ejzF26tSpa9eunTp1KplMvpUjEspyYmLi6tWrUspEItFqtUZGRs6cOXPp0qVCoZBIJKCPVTypEp7YG9qJizyxt2MUS+ZyufPnz1uWNT093W63GWPT09MXL14slUok9Hi8GZ5oPKhJ2j/66KNSqbS4uNhut4eGhqamps6ePZtOpykpfi0F8BM7sRfZiYs8sTcyDa+hYI365oVC4cyZMwSQzGaz+XyeSDDfkA5H/8w5T6fTZ8+enZ6ePn/+fBAENLVNZN0DHzkeW/uJnRjZiYs8sTe1qA9SSiWTyVQqVSgUiFqCppiJz+J4YV00hIweK5FIJBKJfD4PAHqSh/zywMdP/OOJHdtOXOSJvanp4ZaocA3RCNHPmp3sGF5ygPZxQCNbCEGZu2b0OXT/Jy7yxI5tJx3tE3sj02OLUUAiKRESD5uOJY+tXTMQRQ7wDdPvgyDQ0J8fe0lO7CdlJ9+nE3sj06Fi1DfROLYeYT648avbAK5zgFVTwxU10EebPp8T3OKJvYmdfHtO7MRO7MReaCcu8sRO7MRO7IV24iJP7MRO7MReaCcu8sRO7MRO7IV24iJP7MRO7MReaCcu8sRO7MRO7IV24iJP7MRO7MReaIZhGDQUodWWifjvRNTtxE7sxH5uRiMPJDhMbM1Gr9ejf9BwmOaaP2FJObETO7Gfm+kxVuK0BwAjHo/TLARFkWEYUix5EkWe2Imd2M/NPM8DACEEabIDgNFoNHZ3d588edJsNklMnSSVTxibT+zETuznZoZhMMY457VazXVdIcT/D+ecTiBU8vNpAAAAAElFTkSuQmCC" alt="赞赏二维码" style="display: block; margin: 0 auto;"/> </div> <!-- 右侧竖排文字 --> <div class="side-hint right-hint"> <span>按</span> <span>←</span> <span>↑</span> <span>隐</span> <span>藏</span> <span>窗</span> <span>口</span> </div> </div> <el-row style="margin-top: -5px;margin-bottom: 5px;display: flex"> <el-alert style="display: block" :title="tip" :closable="false" type="success"> <el-button v-if="need_jump" @click="btnClick(opt.jump,'opt.jump')" size="mini" type="info">跳过本题</el-button> <el-button v-if="!hidden" @click="btnClick(opt.auto_jump,'opt.auto_jump')" size="mini" type="default">{{opt.auto_jump ? '停止自动切换': '开启自动切换'}}</el-button> </el-alert> </el-row> </el-row> <el-table size="mini" :data="tableData" style="width: 100%;margin-top: 5px" :row-class-name="tableRowClassName"> <el-table-column prop="index" label="题号" width="45"></el-table-column> <el-table-column prop="question" label="问题" width="130"> <template slot-scope="scope"> <div style="font-size: 11px;" v-html="scope.row.question"></div> </template> </el-table-column> <el-table-column prop="answer" label="答案" width="130"> <template slot-scope="scope"> <el-popover v-if="scope.row.style === 'warning-row'" placement="bottom-end" title="相似答案" width="240" trigger="click"> <div style="font-size: 10px;height: 220px; overflow: auto;" v-html="scope.row.answer"></div> <el-button slot="reference" size="small" type="danger">查看相关答案</el-button> </el-popover> <p v-if="scope.row.style != 'warning-row'" style="font-size: 11px;" v-html="scope.row.answer"></p> </template> </el-table-column> </el-table> </el-main> </div> </div> </body> <script>` + GM_getResourceText("Vue") + `</script> <script>` + GM_getResourceText("ElementUi") + `</script> <script> const tips = [ '想要隐藏此搜索框，按键盘的⬆箭头，想要显示按⬇箭头', '想要永久隐藏此搜索框，按键盘的左箭头，想要显示在屏幕中央按右箭头', ] new Vue({ el: '#app', data: function () { return { tiku_adapter: '` + (GM_getValue("tiku_adapter") || "") + `', search_delay: ` + (isNaN(parseInt(GM_getValue("search_delay"))) ? 2 : GM_getValue("search_delay")) + `, gpt: String(` + (GM_getValue("gpt") || -1) + `), show_setting: false, hidden: false, need_jump: false, tip: tips[Math.floor(Math.random()*tips.length)], opt:{ token: '` + GM_getValue("token") + `', auto_jump: ` + GM_getValue("auto_jump") + `, stop: false, start_pay: ` + GM_getValue("start_pay") + ` }, input: '', visible: false, tableData: [], passw:"password" } }, created(){ /** * * @param type 消息类型 * @param receiveParams 消息参数 */ window['vueDefinedProp'] = (type,receiveParams) => { if (type === 'push'){ let length = this.tableData.length this.tableData.push({index: length + 1,question: receiveParams.question,answer: receiveParams.answer,style:receiveParams.style}) }else if (type === 'clear'){ this.tableData = [] }else if (type === 'tip'){ if (receiveParams.type && receiveParams.type === 'jump'){ window.parent.postMessage({"type": 'jump'}, '*'); }else if (receiveParams.type && receiveParams.type === 'error'){ this.need_jump = true }else if (receiveParams.type && receiveParams.type === 'hidden'){ this.hidden = true }else if (receiveParams.type && receiveParams.type === 'stop'){ this.opt.stop = true } this.tip = receiveParams.tip }else if (type === 'stop'){ this.opt.stop = receiveParams }else if (type === 'start_pay'){ this.opt.start_pay = receiveParams }else if (type === 'update'){ this.updateScript(receiveParams.v1,receiveParams.v2,receiveParams.href) } } }, methods: { save_setting(){ window.parent.postMessage({type: 'save_setting',search_delay:this.search_delay,gpt:this.gpt,tiku_adapter:this.tiku_adapter}, '*'); this.show_setting = false }, tableRowClassName({row, rowIndex}) { return row.style }, btnClick(e,type){ if (type === 'opt.stop'){//暂停搜索 this.opt.stop = !this.opt.stop this.tip = this.opt.stop? '已暂停搜索': '继续搜索' window.parent.postMessage({type: 'stop',val:this.opt.stop}, '*'); }else if (type === 'opt.start_pay'){ window.parent.postMessage({type: 'start_pay',flag:!this.opt.start_pay}, '*'); }else if (type === 'opt.auto_jump'){//开启自动切换 this.opt.auto_jump = ! this.opt.auto_jump window.parent.postMessage({type: 'auto_jump',flag:this.opt.auto_jump}, '*'); }else if (type === 'opt.jump'){//跳过本题 window.parent.postMessage({type: 'jump'}, '*'); this.need_jump = false }else if (type === 'opt.confim'){ window.parent.postMessage({type: 'confim',token:e}, '*'); } } } }) </script> </html> `; addModal2(html); checkVersion(); } function dragModel(modal) { // 获取拖动句柄 const headerElem = modal.querySelector("#hcsearche-modal-links"); if (headerElem) { headerElem.style.cursor = "move"; } // 设置初始位置 const pos = GM_getValue("pos"); if (pos) { const [left, top] = pos.split(","); modal.style.left = left; modal.style.top = top; } else { modal.style.left = "30px"; modal.style.top = "30px"; } // 确保模态框可见并置顶 modal.style.position = "fixed"; modal.style.zIndex = "999999999"; modal.style.overflow = "visible"; // 简单的鼠标事件变量 let isDragging = false; let offsetX = 0; let offsetY = 0; // 鼠标按下事件 - 开始拖动 if (headerElem) { headerElem.addEventListener("mousedown", function(e) { e.preventDefault(); // 计算鼠标位置与模态框位置之间的偏移量 offsetX = e.clientX - parseInt(modal.style.left); offsetY = e.clientY - parseInt(modal.style.top); isDragging = true; // 临时增加z-index在拖动过程中 const oldZIndex = modal.style.zIndex; modal.style.zIndex = "9999999999"; // 添加临时鼠标移动和鼠标松开处理程序 function moveHandler(e) { if (!isDragging) return; // 计算新位置 let newLeft = e.clientX - offsetX; let newTop = e.clientY - offsetY; // 获取窗口尺寸和模态框尺寸 const windowWidth = window.innerWidth; const windowHeight = window.innerHeight; const modalWidth = modal.offsetWidth; const modalHeight = modal.offsetHeight; // 防止拖出屏幕 - 左侧和上侧边界 newLeft = Math.max(0, newLeft); newTop = Math.max(0, newTop); // 防止拖出屏幕 - 右侧和下侧边界 // 保留至少50px在屏幕内，确保用户能够访问到模态框 newLeft = Math.min(newLeft, windowWidth - Math.min(modalWidth, 100)); newTop = Math.min(newTop, windowHeight - Math.min(modalHeight, 80)); // 应用新位置 modal.style.left = newLeft + "px"; modal.style.top = newTop + "px"; // 保存位置 GM_setValue("pos", newLeft + "px," + newTop + "px"); } function upHandler() { isDragging = false; modal.style.zIndex = oldZIndex; // 移除临时事件监听器 document.removeEventListener("mousemove", moveHandler); document.removeEventListener("mouseup", upHandler); } // 添加临时事件监听器 document.addEventListener("mousemove", moveHandler); document.addEventListener("mouseup", upHandler); }); } // 添加快捷键控制显示/隐藏 document.addEventListener("keydown", function(e) { if (e.key === "ArrowUp" || e.key === "ArrowLeft") { modal.style.display = "none"; GM_setValue("hide", true); vm.hideTip(); } else if (e.key === "ArrowDown" || e.key === "ArrowRight") { modal.style.display = "block"; GM_setValue("hide", false); } }); // 如果之前设置为隐藏，则隐藏模态框 if (GM_getValue("hide")) { modal.style.display = "none"; vm.hideTip(); } // 初始检查 - 确保弹窗在可视范围内 setTimeout(function() { // 获取当前位置 let currentLeft = parseInt(modal.style.left || "0"); let currentTop = parseInt(modal.style.top || "0"); // 获取窗口尺寸和模态框尺寸 const windowWidth = window.innerWidth; const windowHeight = window.innerHeight; const modalWidth = modal.offsetWidth; const modalHeight = modal.offsetHeight; // 检查是否在可视范围内 let needsAdjustment = false; // 左侧和上侧边界检查 if (currentLeft < 0) { currentLeft = 0; needsAdjustment = true; } if (currentTop < 0) { currentTop = 0; needsAdjustment = true; } // 右侧和下侧边界检查 if (currentLeft > windowWidth - Math.min(modalWidth, 100)) { currentLeft = windowWidth - Math.min(modalWidth, 100); needsAdjustment = true; } if (currentTop > windowHeight - Math.min(modalHeight, 80)) { currentTop = windowHeight - Math.min(modalHeight, 80); needsAdjustment = true; } // 如果需要调整，应用新位置 if (needsAdjustment) { modal.style.left = currentLeft + "px"; modal.style.top = currentTop + "px"; GM_setValue("pos", currentLeft + "px," + currentTop + "px"); } }, 500); } function createContainer(className, childElements) { let container = top.document.createElement("div"); container.className = className; // Ensure container doesn't clip its contents container.style.overflow = "visible"; container.style.maxHeight = "none"; container.style.maxWidth = "none"; if (Array.isArray(childElements)) { childElements.forEach(child => { container.appendChild(child); }); } else if (childElements) { container.appendChild(childElements); } return container; } function render(tagName, elemId, childElem, isFixed, newPos) { let doc = top.document; let elem = doc.getElementById(elemId); if (elem) { elem.innerHTML = ""; } else { elem = doc.createElement(tagName); elem.id = elemId; // Make sure styles are applied before adding to DOM elem.style.position = "fixed"; elem.style.zIndex = "999999999"; elem.style.overflow = "visible"; elem.style.left = "30px"; elem.style.top = "30px"; doc.body.appendChild(elem); } // Create content container let contentNode = doc.createElement("div"); contentNode.className = tagName + "-container"; contentNode.style.overflow = "visible"; // Add child elements if (Array.isArray(childElem)) { childElem.forEach(child => contentNode.appendChild(child)); } else if (childElem) { contentNode.appendChild(childElem); } elem.appendChild(contentNode); elem.classList.add(elemId); // Apply animation class with slight delay setTimeout(function() { elem.classList.add(elemId + "-show"); }, 10); return elem; } function renderModal(childElem, newPos) { // Generate random ID for the element const randomTag = String.fromCharCode(rand(65, 90), rand(65, 90), rand(65, 90)) + rand(1, 100).toString(); // Create the modal element const modal = render(randomTag, modelId, childElem); // Apply drag behavior dragModel(modal); // Apply visibility based on GM_getValue if (GM_getValue("hide")) { $("#" + modelId).hide(); vm.hideTip(); } return modal; } function addModal2(html, newPos, footerChildNode = false) { // 创建干净的拖动标题栏（使用成功提示框的颜色） let headerNode = document.createElement("div"); headerNode.id = "hcsearche-modal-links"; headerNode.style.cssText = ` background-color: #f0f9eb; padding: 10px; text-align: center; cursor: move; font-weight: bold; border-top-left-radius: 6px; border-top-right-radius: 6px; user-select: none; overflow: visible; width: 360px; `; // 添加标题文本 let titleNode = document.createElement("div"); titleNode.textContent = "学习通小助手-考试端"; titleNode.style.cssText = ` font-size: 16px; color: #333; `; headerNode.appendChild(titleNode); // 创建iframe容器 let iframeNode = document.createElement("iframe"); iframeNode.id = "iframeNode"; iframeNode.width = "100%"; iframeNode.height = GLOBAL.length + "px"; iframeNode.style.height = GLOBAL.length + "px"; iframeNode.frameBorder = "0"; iframeNode.srcdoc = html; // 创建内容容器 let contentContainer = document.createElement("div"); contentContainer.className = "content-modal"; contentContainer.style.cssText = ` position: relative; border-left: 5px solid #f0f9eb; border-right: 5px solid #f0f9eb; border-bottom: 5px solid #f0f9eb; border-bottom-left-radius: 6px; border-bottom-right-radius: 6px; background-color: white; overflow: visible; width: 360px; `; // 添加元素到容器 contentContainer.appendChild(headerNode); contentContainer.appendChild(iframeNode); // 创建并返回模态框 let modal = renderModal(contentContainer, newPos); // 确保模态框可见并可拖动 if (modal) { modal.style.borderRadius = "6px"; modal.style.overflow = "visible"; modal.style.boxShadow = "0 2px 8px rgba(0,0,0,0.1)"; modal.style.width = "370px"; } return modal; } const init$1 = async ($TiMu, select, wrap) => { let question = formatString(filterImg($TiMu.find(select.elements.question))); if (select.elements.type && select.elements.type.includes("input[name^=type]:eq")) { select.elements.type = "input[name^=type]:eq(" + GLOBAL.i + ")"; } let data = { $item: $TiMu, question_text: $TiMu.find(select.elements.question).text(), question: question.length === 0 ? $TiMu.find(select.elements.question) : question.replace(/^\d+、/, "").replace(/[(（](\d+\s?(\.\d+)?分)[)）]$/, "").replace(/^((\d+.(\s+)?)?)[\[(（【](.*?)[】)）\]]/, "").trim(), $options: select.elements.$options ? $TiMu.find(select.elements.$options) : undefined, options: select.elements.options ? jQuery.map($TiMu.find(select.elements.options), function(val) { return formatString(filterImg(val)).replace(/^[A-Ga-g][.、]/, "").trim(); }) : undefined }; if (select.elements.type) { const getType = getQuestionType($TiMu.find(select.elements.type).text()); const val = $TiMu.find(select.elements.type).val(); data.type = isNaN(getType) ? isNaN(val) ? val : parseInt(val) : getType; } else { data.type = defaultWorkTypeResolver(data.$options); } if (select.elements.answer) { data.answer = getAnswer(filterImg($TiMu.find(select.elements.answer)) || $TiMu.find(select.elements.answer).val(), data.options, data.type); } if (data && data.type === 3 && data.options.length === 0) { data.options = [ "正确", "错误" ]; } try { const r = await wrap(data); if (typeof r === "boolean") return undefined; return data; } catch (error) { console.error("Error in init$1:", error); return data; } }; async function WorkerJSPlus(options) { if (GLOBAL.isMatch) return; const match = options.match ? typeof options.match === "boolean" ? options.match : options.match() : false; if (!match) return; GLOBAL.isMatch = true; if (options.hook && typeof options.hook === "function") { if (options.hook()) return; } const defaultFunc = () => {}; const main = () => { setTimeout(() => { showPanel(); if (options.init && typeof options.init === "function") { if (options.init()) return; } const select = { root: options.root, elements: options.elements, ignore_click: options.ignore_click }; new WorkerJS(select, options.wrap ? options.wrap : defaultFunc, options.fill ? options.fill : defaultFunc, options.finished ? options.finished : defaultFunc, options.fillFinish ? options.fillFinish : defaultFunc).fillAnswer(); }, GLOBAL.delay); }; if (options.intv) { setIntervalFunc(options.intv, main); } else { main(); } } var WorkerJS = function(select, searchHander, fillHander, onFinish = function(need_jump) {}, fillFinish = function() {}) { GLOBAL.index = 0; this.init = init$1; this.fillAnswer = async () => { let arr = jQuery(select.root); while (true) { if (arr.length === 0) return; await sleep((isNaN(parseInt(GM_getValue("search_delay"))) ? 2 : GM_getValue("search_delay")) * 1e3); if (GLOBAL.stop) { continue; } if (GLOBAL.index >= arr.length) { let auto_jump = GM_getValue("auto_jump") === undefined || GM_getValue("auto_jump"); const next = await onFinish(auto_jump); if (next) { GLOBAL.index = 0; setTimeout(this.fillAnswer, 300); } if (auto_jump) { iframeMsg("tip", { tip: "自动答题已完成,即将切换下一题" }); next || setTimeout(() => { iframeMsg("tip", { type: "hidden", tip: "自动答题已完成,请检查提交" }); }, Math.max(GM_getValue("search_delay") || 2, 5) * 1e3); } else { iframeMsg("tip", { tip: "自动答题已完成" + (arr.length === 1 ? ",请手动切换" : "请检查提交") }); } return true; } try { let data = await this.init(jQuery(arr[GLOBAL.index++]), select, searchHander); if (!data) { GLOBAL.index--; continue; } iframeMsg("tip", { tip: "准备答第" + GLOBAL.index + "题" }); const formatResult = await formatSearchAnswer(data); const hookAnswer = data.answer && data.answer.length > 0 && GM_getValue("start_pay"); const formatAns = hookAnswer ? { success: true, num: formatResult.num, list: [ data.answer ] } : formatResult; if (formatResult.answers || formatAns.success) { iframeMsg("tip", { tip: "准备填充答案,当前使用免费题库" }); const func = !hookAnswer && formatResult.answers ? defaultFillAnswer : defaultQuestionResolve; let r = await func(hookAnswer ? formatAns.list : formatAns.answers ? formatResult.answers : formatAns.list, data, fillHander, select.ignore_click ? select.ignore_click : () => { return false; }); iframeMsg("push", { index: GLOBAL.index, question: r.question, answer: r.ans, style: r.style }); GM_getValue("start_pay") && String(GM_getValue("token")).length === 10 && catchAnswer(r); await fillFinish(r); } else { GLOBAL.index--; iframeMsg("tip", { tip: formatAns.msg }); } } catch (e) { GLOBAL.index--; console.table(e); } } }; }; // @thanks 特别感谢 qxin i 借鉴 网页限制解除(改) 开源地址 https://greasyfork.org/zh-CN/scripts/28497 function init() { rule = rwl_userData.rules.rule_def; hook_eventNames = rule.hook_eventNames.split("|"); unhook_eventNames = rule.unhook_eventNames.split("|"); eventNames = hook_eventNames.concat(unhook_eventNames); if (rule.dom0) { setInterval(clearLoop, 10 * 1e3); setTimeout(clearLoop, 1500); window.addEventListener("load", clearLoop, true); clearLoop(); } if (rule.hook_addEventListener) { EventTarget.prototype.addEventListener = addEventListener; document.addEventListener = addEventListener; if (hasFrame) { for (let i = 0; i < hasFrame.length; i++) { hasFrame[i].contentWindow.document.addEventListener = addEventListener; } } } if (rule.hook_preventDefault) { Event.prototype.preventDefault = function() { if (hook_eventNames.indexOf(this.type) < 0) { Event_preventDefault.apply(this, arguments); } }; if (hasFrame) { for (let i = 0; i < hasFrame.length; i++) { hasFrame[i].contentWindow.Event.prototype.preventDefault = function() { if (hook_eventNames.indexOf(this.type) < 0) { Event_preventDefault.apply(this, arguments); } }; } } } if (rule.hook_set_returnValue) { Event.prototype.__defineSetter__("returnValue", function() { if (this.returnValue !== true && hook_eventNames.indexOf(this.type) >= 0) { this.returnValue = true; } }); } } function addEventListener(type, func, useCapture) { var _addEventListener = this === document ? document_addEventListener : EventTarget_addEventListener; if (hook_eventNames.indexOf(type) >= 0) { _addEventListener.apply(this, [ type, returnTrue, useCapture ]); } else if (unhook_eventNames.indexOf(type) >= 0) { var funcsName = storageName + type + (useCapture ? "t" : "f"); if (this[funcsName] === undefined) { this[funcsName] = []; _addEventListener.apply(this, [ type, useCapture ? unhook_t : unhook_f, useCapture ]); } this[funcsName].push(func); } else { _addEventListener.apply(this, arguments); } } function clearLoop() { rule = clear(); var elements = getElements(); for (var i in elements) { for (var j in eventNames) { var name = "on" + eventNames[j]; if (Object.prototype.toString.call(elements[i]) == "[object String]") { continue; } if (elements[i][name] !== null && elements[i][name] !== onxxx) { if (unhook_eventNames.indexOf(eventNames[j]) >= 0) { elements[i][storageName + name] = elements[i][name]; elements[i][name] = onxxx; } else { elements[i][name] = null; } } } } document.onmousedown = function() { return true; }; } function returnTrue(e) { return true; } function unhook_t(e) { return unhook(e, this, storageName + e.type + "t"); } function unhook_f(e) { return unhook(e, this, storageName + e.type + "f"); } function unhook(e, self, funcsName) { var list = self[funcsName]; for (var i in list) { list[i](e); } e.returnValue = true; return true; } function onxxx(e) { var name = storageName + "on" + e.type; this[name](e); e.returnValue = true; return true; } function getElements() { var elements = Array.prototype.slice.call(document.getElementsByTagName("*")); elements.push(document); var frames = document.querySelectorAll("frame"); if (frames) { hasFrame = frames; var frames_element; for (let i = 0; i < frames.length; i++) { frames_element = Array.prototype.slice.call(frames[i].contentWindow.document.querySelectorAll("*")); elements.push(frames[i].contentWindow.document); elements = elements.concat(frames_element); } } return elements; } var settingData = { status: 1, version: .1, message: "", positionTop: "0", positionLeft: "0", positionRight: "auto", addBtn: false, connectToTheServer: false, waitUpload: [], currentURL: "null", shortcut: 3, rules: {}, data: [] }; var rwl_userData = null; var rule = null; var hasFrame = false; var storageName = "storageName"; var hook_eventNames, unhook_eventNames, eventNames; var EventTarget_addEventListener = EventTarget.prototype.addEventListener; var document_addEventListener = document.addEventListener; var Event_preventDefault = Event.prototype.preventDefault; rwl_userData = GM_getValue("rwl_userData"); if (!rwl_userData) { rwl_userData = settingData; } for (let value in settingData) { if (!rwl_userData.hasOwnProperty(value)) { rwl_userData[value] = settingData[value]; GM_setValue("rwl_userData", rwl_userData); } } // @thanks 特别感谢 wyn大佬 提供的 字典匹配表 原作者 wyn665817@163.com 开源地址 https://scriptcat.org/script-show-page/432/code function removeF() { var $tip = $("style:contains(font-cxsecret)"); if (!$tip.length) return; var font = $tip.text().match(/base64,([\w\W]+?)'/)[1]; font = Typr.parse(base64ToUint8Array(font))[0]; var table = JSON.parse(GM_getResourceText("Table")); var match = {}; for (var i = 19968; i < 40870; i++) { $tip = Typr.U.codeToGlyph(font, i); if (!$tip) continue; $tip = Typr.U.glyphToPath(font, $tip); $tip = MD5(JSON.stringify($tip)).slice(24); match[i] = table[$tip]; } $(".font-cxsecret").html(function(index, html) { $.each(match, function(key, value) { key = String.fromCharCode(key); key = new RegExp(key, "g"); value = String.fromCharCode(value); html = html.replace(key, value); }); return html; }).removeClass("font-cxsecret"); function base64ToUint8Array(base64) { var data = window.atob(base64); var buffer = new Uint8Array(data.length); for (var i = 0; i < data.length; ++i) { buffer[i] = data.charCodeAt(i); } return buffer; } } function start() { try { removeF(); } catch (e) {} try { init(); } catch (e) {} } WorkerJSPlus({ name: "学习通作业", match: location.pathname === "/mooc2/work/dowork" || location.pathname === "/mooc-ans/mooc2/work/dowork", root: ".questionLi", elements: { question: "h3", options: ".stem_answer .answerBg .answer_p, .textDIV, .eidtDiv", $options: ".stem_answer .answerBg, .textDIV, .eidtDiv", type: "input[type^=hidden]:eq(0)" }, wrap: obj => { obj.question = obj.question.replace(obj.$item.find(".colorShallow").text(), "").replace(/^(\d+\.\s)/, ""); }, ignore_click: $item => { return Boolean($item.find(".check_answer,.check_answer_dx").length); }, fill: (type, answer, $option) => { if (type === 4 || type === 2 || type === 5) { UE$1.getEditor($option.find("textarea").attr("name")).setContent(answer); } } }); WorkerJSPlus({ name: "超星旧版考试", match: (location.pathname === "/exam/test/reVersionTestStartNew" || location.pathname === "/exam-ans/exam/test/reVersionTestStartNew") && !location.href.includes("newMooc=true"), root: ".TiMu", elements: { question: ".Cy_TItle .clearfix", options: ".Cy_ulTop .clearfix", $options: ":radio, :checkbox, .Cy_ulTk textarea", type: "[name^=type]:not([id])" }, ignore_click: $item => { return $item.get(0).checked; }, fill: (type, answer, $option) => { if (type === 4 || type === 2 || type === 5) { UE$1.getEditor($option.attr("name")).setContent(answer); } }, finished: auto_jump => { auto_jump && setInterval(function() { const btn = $(".saveYl:contains(下一题)").offset(); var mouse = document.createEvent("MouseEvents"), arr = [ btn.left + Math.ceil(Math.random() * 80), btn.top + Math.ceil(Math.random() * 26) ]; mouse.initMouseEvent("click", true, true, document.defaultView, 0, 0, 0, arr[0], arr[1], false, false, false, false, 0, null); _self.event = $.extend(true, {}, mouse); delete _self.event.isTrusted; _self.getTheNextQuestion(1); }, Math.ceil(GLOBAL.fillAnswerDelay * Math.random()) * 2); } }); WorkerJSPlus({ name: "超星章节测验", match: location.pathname === "/work/doHomeWorkNew" || location.pathname === "/mooc-ans/work/doHomeWorkNew", init: start, root: ".clearfix .TiMu", elements: { question: ".Zy_TItle .clearfix", options: "ul:eq(0) li .after", $options: "ul:eq(0) li :radio,:checkbox,textarea,.num_option_dx,.num_option", type: "input[name^=answertype]" }, ignore_click: $item => { if ($item.is("input")) { return $item.get(0).checked; } return $item.attr("class").includes("check_answer"); }, fill: async (type, answer, $option) => { if (type === 4 || type === 2 || type === 5) { UE$1.getEditor($option.attr("name")).setContent(answer); } } }); WorkerJSPlus({ name: "超星新版考试", match: () => { const cxSinglePage = (location.pathname === "/exam/test/reVersionTestStartNew" || location.pathname === "/exam-ans/exam/test/reVersionTestStartNew" || location.pathname === "/mooc-ans/exam/test/reVersionTestStartNew") && location.href.includes("newMooc=true"); 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}, init: () => { R({ type: 2, content: GLOBAL.content, img: GLOBAL.img }); } }); GLOBAL.timeout = 10 * 1e3; function uploadAnswer(data) { const arr2 = division(data, 100); for (let arr2Element of arr2) { GM_xmlhttpRequest({ method: "POST", url: "https://lyck6.cn/pcService/api/uploadAnswer", headers: { "Content-Type": "application/json;charset=utf-8" }, data: JSON.stringify(arr2Element), timeout: GLOBAL.timeout }); } } function uploadAnswerToPlat(data, plat) { const arr2 = division(data, 100); for (let arr2Element of arr2) { GM_xmlhttpRequest({ method: "POST", url: "https://lyck6.cn/collect-service/v1/uploadAnswerToPlat?plat=" + plat, headers: { "Content-Type": "application/json;charset=utf-8" }, data: JSON.stringify(arr2Element), timeout: GLOBAL.timeout }); } } function parseIcve(questions) { return questions.map(item => { const options = item.Selects.map(opt => { return formatString(opt); }); const type = getQuestionType(item.ACHType.QuestionTypeName); const answer = item.Answers.map(key => { if (type === 0 || type === 1) { return options[key.charCodeAt() - 65]; 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} } }); })(); //安全网址请填写在上方空白区域 // ==/UserScript== (() => { // var token = 'dampmQGPizKmgwAI', //因为淋过雨，所以想替学弟撑把伞。 var token = GM_getValue('tikutoken'), jumpType = 1, // 0:智能模式，1:遍历模式，2:不跳转，如果智能模式出现无限跳转/不跳转情况，请切换为遍历模式 disableMonitor = 0, // 0:无操作，1:解除多端学习监控，开启此功能后可以多端学习，不会被强制下线。 randomDo = 1, //将0改为1，找不到答案的单选、多选、判断就会自动选【B、ABCD、错】，只在规定正确率不为100%时才生效 backGround = 0, //是否对接超星挂机小助手，需要先安装对应脚本 //----------------------------------------------------------------------------------------------------- autoLogin = 0, //掉线是否自动登录，1为自动登录，需要配置登录信息（仅支持手机号+密码登陆） phoneNumber = '', //自动登录的手机号，填写在单引号之间。 password = ''; //自动登录的密码，填写在单引号之间。 //----------------------------------------------------------------------------------------------------- var host = 'http://14.29.190.187:54223/', rate = GM_getValue('unrivalrate', '1'),//倍速 accuracy = GM_getValue('accuracy',80), //章节测试正确率百分比，在答题正确率在规定之上并且允许自动提交时才会提交答案 ctUrl = 'https://cx.icodef.com/wyn-nb?v=4', getQueryVariable = (variable) => { let q = _l.search.substring(1), 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Z89e7a+vt7X1+f3+3WMyKten6rhf/jvbW1taPlC1YzBzs7O9vZ2JpNRH3xJtaKSrTrBorK/EMI7dq7pwJEoaw4jx/XfRrSuJm+mBqPUYg1w55UEgdpUKjU1NfXo0aOtrS141uVyub+/f3V1taWlJRKJ7Afbn8ivLCdH0zsWoLhd193d3d3Z2UFsHtXHuVyuUCgoErDXDOTBoeacw4qMRqP4K9IdxWJxcnIynU6nUinVzpA0HxP6Qi8BrOlaoxM7kla1rcyxY5PR7lcQ6hUAcV6opI6nYqDoa6Zd1XFCdR4DRgoBDzFq58GkiQSa4ziFQgELAErzJJ39buVERb4XYhhGMBhE8ZzaEj6fT71y7H2id6oxTdPn89XV1bW0tHg8Hmx+IYRt28ViMZVKraysYKOiPFG/wrueoQ9NoH99Pl8kEkE5IxGZpomqHr/fD+V7Yj++czlxtN+xQBOhxLi7u7urq8swjEKhEAwGu7q6+vr6YrGYsmWOEZPSm1DD6gmHw21tbZFIxDRN1YzFtu3t7e2nT59+9NFHTU1NpFX+nezStyEwz+vq6vr6+gYHBz0eTz6f9/v9bW1t3d3djY2NPp9PqUgVrDiRX19OVOQ7FhiJlmW1tbWdP39eSrmyspLP5+vq6jo7Oy9fvtza2qpc1ONZc6p1AdSlZVnxeLy+vt7n8+kcjplMZn5+fm1trbm5WS+mPlGRb0NQaJhIJD766CMp5bNnz5LJpMfj6e/vv3DhQktLC6KrKl1zoiLflZyoyHcv2ADxePzcuXONjY2oBQwGg01NTT09PfF4XL3z2OFI5cfBHonFYolEwufz7e7uqssir726utrf3w+aBtJKyN/1JH1ogqMxEomMjY3FYjG0x/F4PIlEor29va6ujjSn4eSUeodyoiLfvaAmxDTN1tbWeDxu2zayNIFAIBKJEBFKd98I7g/xr6ampvb29nA4vLW1hUw3ajw2NjbW1tZQOKjkdRo2nMhhooCi4XC4r6+vs7Mzn8+DjBLVNXoB4gl6/B3KydS/e1FxRiIKBoNEpJoI4g1wylSRzCtdHNpN99S8Xm88Hu/u7q6vr0fLAQQry+UyynvQBVtRWpyYMG9JVD2+StGgsSLkzSLhT+TYcmIavHtBFYrjOKpflaoFrpFjOLwqmIV/wjaBIRmNRlHajD+hEnF9fX1nZ6dQKKBtNGk4xBN5s6LogaENgayiKvMmcnQAfr7rkf5Ly4kV+QqiujipnqXKS33NKyOLovDPqHhBlkZxGSCMqLdLVcXdR8TyoSLVlfGRurq6pqam3t7e27dvw82HLYNG22tra6DXVdBIPeGjX/ZXMHP06mwkl4gIZG4wjdFmS2E/3+xX63DU1wGKHyg1cUaVlNOX02suLR3ofmDpPRyUE3P1CDlRkS8Q0ORAxajtofatquFVzfneVNhI4bdd10VDK8dxfD4fGqe8ZitBIorH452dnYlEYmdnB0WK8LjRvgo9r5X217tl/cqi3ylabm1tba2srKysrBSLRa/X297e3tnZGY1Gj6dNbNvWa4EUCFRRbyiCXp3J4v0Xpd/VmBVflF40eaIcXygnKvIFovOe6kSBKErBP9Ub3mBYXXWy39nZQe8EKWUsFmtsbIzH436//1VbUddIQ0NDf39/c3Pz06dPFeVPuVzOZDLonKVzF4Ik4p3MP1VrezD52Wz24cOHt2/fvnnzJoCEY2Njn3766fDwcDgcFkK8ag2PHvKrgWr/pukadT5m3IJ+DKi3qZPgRFceJicq8sWynz2fqq4r1tbbUB+2bUspl5eXb9y4cfv27YWFBcuympubL168ODw83NPTg3TKsXev3+9vbW1taWnx+Xz5fF410UZS9dh1dW9JVB/H+fn5a9euffPNN/fv3wer5urqKpCefr//GLOhzOSaxhh6El/Xle/VtBw9Y4pgibTDG55BzUT9hu7r15cTFfliUdhAKBFU7KGlMhHV1dX5fD7Fx/WmMhtInkxNTf3973//4YcfkskkitUymQyaWyH7eWw4jpSypaVlZGTk4cOHs7OzxWIRtYn9/f1NTU2BQABK8513UFF1QVLKXC43Ozt7586du3fvbm1teb1eKeWjR4/a29vPnTvX1dV1PDILmMx6VAGPUtWh6+WYvxUpl8uWZdm2Dda7QCDg9XqFEF6vt8bAfP2gzYctJyryxaJCUSCnymQyKysrjx8/3t3dtSyru7u7u7sb9Xxv8Cj2er3b29tzc3NTU1NLS0tCiGKxmE6n7969Ozw8XCwWlcd0vPXNGEskEleuXNne3v755583NzeDwWBHR8fVq1d7enp8Ph9pm+cdmhjKGmKMlUqltbW15eVlHE7o9pVMJpeWljY3N3Wg0ssLjCy42zgFEX2Gw66Scr+5ckzDMNbX12dnZ5eXl8vlckNDQ3d3dyKRQAId79F7Qrzr8b6/cqIiXyx6rKpcLk9NTV27du3atWvFYtE0za6urosXL54/f76jo+MNYtlw/qdSKQQHVWO83d3dUqmkCGCOXbsNm+LUqVNSyt7e3u3tbdTzjIyMtLW1ITQJ6+kNdjt4nclHQimZTKbTabziOA7MPZwfYMd5VcHHC4XC1tbW5uZmJpMBuqCrq6u+vj4cDitr+rdlbaVSqevXr3/zzTezs7P5fD4ej1+9evXjjz/u6+tDe7Lf1u28QzlRkS8r0ErJZPLevXt//etfEQuzbTsej+/u7obD4XA47Lou6mFeXwzDME0zFArV1dV5vV7Q34IARsXdlQd6DEJvwzBKpVIgEDh79mx/f3+xWLQsy+PxxGIxJI7R8RVvfofWE74XkdlSqZTJZHK5HMbjOI6U0u/3Q5GpjMSrXt+27bW1tTt37ty+fXt5eZmIgsHgZ5991tfX19/fH4lEVIzyN+RuP3ny5Icffvj6669RLmWaZi6X8/v9LS0tpmnqBeAncrScqMgXCzw4znk+n9/e3p6cnHz27BmyBIZhLC4u/vTTT4ZhOI7zH//xH1SF76nmTfQSVt6BlIjBYLCzs7Ovr29ubq5cLofD4Xg8fvbs2ebmZtUBiva2VXl5cV0X/QKJCBXBusB+RBdA1a72nUw+pg5hte3tbRSVQ2PKav9boLKCweDxqo+KxeKTJ0/+9re//fTTT+jNHQwGt7a2/sf/+B+9vb3wRhW6633D/ShnWb0Cart0Ov3w4cPFxcXt7W0iMk3z3r17AwMDIyMjY2NjpAHUFNr3RA6UExX5YtHJYpGuKRQKRISkjZRyYWEhEok0NTV1dnYODg56vV4FPVGhrlf9Us55Q0PD0NDQ1taWaZrr6+t+vz8ajf7pT38aGxuLx+NwgfHmYzjayhTFP5W2BU4QolIW77bJlMqSqYo9KE0w0aLJVygUAtb9VXe767rpdHphYWFmZmZlZSWbzXLOd3d3nz17Njc3t7W1BSzq24MuvKbsP70QPC0Wi7Zt61Nn23Yul1M8ofoV3vVNvNdyoiJfLGpjYGciker3+6FNyuVyLpebm5t78OABCp+bm5uVxkFl4TH0Cyyj3t5eZITS6TTaxg4ODtbX17+RVV4DIYYWqMEVvvOIFU4C1OFhqguFAl7BG6C+sfOPNw+gE97c3Nzd3YWdCL2ZzWZt2wZKAQHZ91BFKqk57UzTRFhGTaPf7/f5fIFA4ERFvpKcqMgXi8pmmqYZDAbRRBB7VRXSbmxsPHr0qL6+vqurC7hu13XRov549hdQOF6vt6urKx6Pl8tlNCHABfX+MHSsGBksC33P616qSgfhxXfLNKOyrtCSKLhUFrSixqFjQfcNwwgEAtFoNBwOo+4TExuNRuvq6kKhkF70+f4zHkGPW5bV2tra39+/srLi9XrL5XIwGBweHh4ZGQmHwzWH4omKPFpOVOSLRfELcM5DodDAwMD58+d3dnZyuRxsPYTGVlZWbt682dHREY1Gg8Ggqgk5XvUCgNDQYpFIRF0EPIP61Y7Ns6sni3GD0IyIHqiq3nerH2tQR3rrGPwpGAwmEoloNHo8E09KCervoaGhzc3NjY0NwzD8fn9fXx/aEMJXAJzoHRZiHjH+mnp5PK+Ojo4rV674/f719fVCoRAIBEZGRi5evIiVSZp/8J4r/XcuJyrypUQZXD6fb2Bg4JNPPpmZmdnZ2UmlUopFwrbtlZWV7777rqOjo62trbGx8XVwhao99H47tEY/HtsKgBJHHAC2UqFQyOVyQM8EAoFAIPDOmQpV/RzCaj6fD8EN9QbAORsbG5FfOkYsEuGLzz77zOfzLS8vc87r6uouXbo0NDQUDoff7e0fT0zTrKuru3jxYldXF9wdznlra2t3d7eCju6vsTmRA+VERb5Aak5pxlhbW9vExMSjR4+2t7eVQoEkk8nJyclvvvmmsbHx8uXLDQ0Nr1OYcWCPZuX/vmbVh/q4usH19XXkKHZ3d6WU8NRaWlrC4fCxmxe+EYGLbZpmQ0NDT09Pe3t7Pp8HwUcoFOrt7QV0n46bFkODhI8//ri7u3t7exvdxltbW5ubm1E39T43s64pJNd7Q7a3tzc1Nbmui5whKJEsy9LZ1U687BfKiYp8gehmGrzdQCDQ2tr6hz/8ASpybm4OQX14qVtbW9evX29qakIZH+KSx25Sqow4VWmrNLW+XY9XWKK+hYgymcyDBw++++47VNoQ0ZkzZ373u9/BEgHS+F3NP44Kn8/X2dk5Njb27NkzDNjv9zc2Nk5MTHR2dkKJH0OFYYa9Xm9HRwdCzESkGlirVBtCt++ziqSqEldceWh4CYIo3AXQrwd+9kQOExPns6IjVKHck+mDYEJU71aowlgsNjQ09G//9m/JZHJnZ2dzc1OR5biuu7Ozc/fu3fb29lgs1tPTc2x3Rt+QRzu8x9CP6MTg9XqRHc5kMrdv3/7qq68eP36cSqU8Hg/ox9FRVgUTDrNZDhMApIBnRCS3rq7O7/fj1nDNF/JdKkyiZVkTExNer3diYmJ+fj4QCLS1tZ05c6a5uRm0xEeHHVTWRWGDVLQXj1UIUV9fr/5UM13vVj8etopqorTqdwUO13UiagHe57z8eygnVuQxJZFIDA0NnTt3bmVlpVAo5PN5tQNhWt64caOlpSUSiTQ3N7/rwR4gqjUKMvLpdHptbW1tbS2Xy6Gwr1Qqzc3NTU9PDw8PNzQ01Hz8hcoRhkwymXzy5Mnk5OTq6ioRRSKRTz75pLe3t66uDscJEi9H4KL0P/l8PlATdXZ2YvyBQKChoeFlIoYK3amrEl1XopwJ8Vnbtt9tbOEIObFdfmU5UZEvJeoMVxkYj8fT29t76dKl1dXVVCqFAhi8p1QqLS0tSSnr6+vRzU7ZTe+PqFQ1dFk2m02lUul0GnhsWMTLy8tTU1MXLlxAKfcrcYIBhb6wsPDtt99eu3ZtaWmJMRaJRNLp9J/+9KezZ89iGjEzR/QeqPkiy7KampoaGxsRi9StJJ38+MDrqEdQ84vimlUvAvr6rh/Ri2fjRH4FOVGRL5D9W0WxzPr9/oGBgUuXLm1sbGSz2fX1dWw2mEXr6+v37t07c+ZMe3t7W1vb+2aVQCOABwwGFKDFCPx5vV6YxvPz83Nzc+l0GgjBl7++bdupVOrBgwf//Oc/f/nll52dHcMw0Hu2ra2tt7c3EonoZUuHXUcnbVRdBDDPOiO6AgO9zNhUYFcvElV/ej/7atUExFXW7p1DDj54OZnfYwocvcbGxnPnzqVSqe3t7UwmgwpiKJ1yuTwzM3P37t3x8fGWlpZ3Pd6DBb4nkNItLS11dXXLy8uqpRT4Hebm5tbX11GlriA4L1QigIuurKzMzc3t7Owg0pfP5zc3N3d2dpBDoH39YfaLHmvT1cGrgnvgaOMXtAMiIiEEKnZs2/b5fD6fD472+8YovH9CDmxEcyJvQ05U5Atkf15CNcwSQvh8vo6OjnPnzi0tLa2urkJFYjdKKbe3t9WL76coyysajXZ1dcVisWAwiHAkbiSdTq+srGxubiIl8ko2i2oK5vF4EN9EEzGq+rb0EioSUoN/0ocBIIFiezzMWoeGVRrQMIx8Pr+xsfHkyZNkMlksFhsaGgYGBlpbW71eb6lUUixH76H8ar3VToROVORLyv4aBqqe5HC3P/30U7jbGxsbQEoipBUIBDweD4yUd30TB9yRIrPw+Xzd3d0tLS1PnjxBKzEE7zKZzPLy8tLS0qlTp7xeb42KPMKQyefzpmk2Nja2tbUVCoVUKlUsFiORSGdnZzwexwHzkmli5VrqxS3K6YaziWEc7Wir9BTipM+ePfv555+//vrrnZ2dUqnU3Nx8+fLlq1ev9vb2Kg6k91CUi/02mj6eyH45UZHHFNWy1TCM5ubm8+fPLy0tgZsP8SzLsmKxWCKRCIVCpVLp/azTgNbI5XKmaSYSiZaWFkV9BuWVy+XW1tYWFxdVW23aGxc7TEXieBgbG3v69Knf719aWiqXyy0tLYODg11dXXV1dQpnRkfycYGQTcGDYJ4rl1/xWeDjR1xHDRXG7O7u7tTU1D//+c9vv/22UCgUi8W6urpcLhcMBuvq6t7PhwVBGAQ3LoR4n4f6YYiJTY7FiiBaTcfkD1JeMo6jM/KrGkQwTQUCAaUly+VyfX39xx9/jCW7urq6ubkZDofPnTt35cqVhoaGUCj0QlzbGxm/Cgsoy+swKwOWFBQKnF/TNM+fP3///v2vv/4a9L3Yjel0OplMQlXR3iKTo9MsQoj+/v7//t//e19f3/r6umVZkUhkdHS0t7cX7rCa0iOugzeUy2Wv14uKz8XFxVKpZNt2T09PZ2en3gzyiAClXsLsOM7W1tbU1NSdO3fW1tYA8dna2rp9+/bp06evXLmCmTkCHXxY4ROr9vuuQZ6/6sM9MPgAw9kwjHQ6PT09vb6+jgZEwK4Gg8EDuyep6n4VR1ZDVXenQ1P15sA146+51L+I/CtakTXaCsGsGv5E5VaXy2W0rEEJMNZoIBBQOQ0sGr/fjyZTkUhka2tre3vb6/X29PScOnWqoaEBdWxvZPAq9EYHqVc9ufEy0EX8gpuqq6trbW2tr68PBALZbJa0MkePx7M/z3v0MVMul03TjEajQ0NDTU1NxWLR4/GAm6Ourg4ccWoAR3iL2Kuc81wuNzU1de/evQcPHuzu7vp8vt7e3osXL46OjjY2Nr4wpolqd4Xy2dzcnJ2dXVlZwUNE7NW2bXCAvpCu4sCqUCXK8T92ulm/vlJM6NWztLQEgnQcFYlE4tSpU1euXBkYGEABO1VVnlrY6jEpladOO9Io+/QusmqBYWZ0ZuXj0bL8duVfUUXWPF2FHdmvVvRXmNYhj6pqRX8lHo8PDw/39vZms9lcLsc5j0ajsVjsjQe2jlAoesOvF8aqarKikUiko6NjcHDw/v37MzMztm0jsxGLxRoaGlC+Qi/nZVNVTTDGwuGw3+9XzRTRW5FemixdGa3pdPrevXtffvnlnTt3ML1tbW27u7tgLYNGOKLKSI972ra9uro6Pz+fyWRqlMULY5o1ZYhKmcJqVm0kgKM6hhVZc30Vc4Spm06nb9269be//e3mzZsgAI5Go5cuXYpGo4lEwu/368tg/4GhA6eomlfEXSP6rAqN9LYf+8/jd0ux/CvLv8p97heFrdNRFFjl4CUExZlpmqicAXIQnjVQI7oCxQdDoVAwGIzFYliI6NxAWinL64ta92q0NSwb8qWbf8K+UMSRMCQBhvd4PMlkUkrZ0NBw/vz5oaEhy7IO8+AOG6cKFMIIVX/Ci+qVF5okKBlMpVJPnz6dmppaWVkhInBoNzU1TUxM9PT0vJAMTQ3edd1MJrO6uppMJpFqV5MWCoVCoZDH47Es62WsfhXWUIkgNbHK+H2dZ623rnVdd3d3Fx1prl+/vrCwAOBBLpebnp6enZ29ePFiIpE4MLpi2zZVcaCom4ISBMOFMjbR00adhfrdKWWK/fK+1UG8VfmXU5FKCcLzUkW76IudTqdzVSmXy1JK9LpijAWDwXg8Ho/Ho9Eo2gfq9RiwkkzThI9To1DeIPGU4qCEBsduxMVVKkMV1am+iQeK2sbK6vT7/aOjo+VyuaOjY319nTHW3Nw8NjZ26tQptXMgL/S2FIyx5m1qkOp26MiArOpflkql5ufnV1dXS6USFHqhUFA9Y2Ox2MvYpFAQW1tbS0tLqVRKDRUWaDwer6+vR6fpw57XfspuNXjQ8WKijt2ZUj909YlyHGd2dva77767du3a9PQ0KJYxyZlMZnt7G2VROPBA56N0GdYDTqxkMgkYL9pqKh4gj8djmibYhZGwAmk5LGKqmhTHpgv57cq/nIrEI2eMqSYe5XI5k8k8evRoZWVlfn5+Y2NjZ2cHpPwqouTz+YLBYH19fUdHx9DQECCEKpmIlaofs2/7LtQXqSIZhE3BDIg6maOvoGsu5fn6/f54PH7p0iWEC+AmNzY2Inp4vPuCAlIWpe4L12iBI4YK0297extdg3A1lMPDmHphrbciJC6VSqlUamNjI5PJwJ7CX71eL0ob1aF49JBIi+jhrEISCcbafoDUq4r+gMrl8s7Ozr17965du/b48WNMAlWjB5ZlwV9hVcEzhfrDMMrl8srKyvr6+pMnT5aWlhYXF3d3d5UJieWE/pdtbW1dXV1dXV3t7e3xeFyVeMLihtJ/P0mP3pL8y6lIxBCxnQqFws7OzszMzMLCwo8//ri0tLSwsIA6ZWADsRrQGgUolubm5qGhoZ6enrGxse7u7sbGRqWParytt1Tkq+s1BXzJZrO7u7vr6+tra2uu6zY2NnZ0dDQ1Nb0SGBP73Ov1JhKJ+vp69TrOEpWbesmrKVsP22//jnpJWB/MonK5nM1mkURCjE8pKa/XC7/4Jat0YEmhwkcVjBJRIBBoaWlpbm4OBAIvWYSOuyiXy6VSKZfLLSwsbG5uohS9vb29tbX1GGBY9dXqTMIR/uDBgx9//PH27dvgTMKpY5omaNx6e3vD4bAiQ1MqTHVjn5mZuX///tzc3OTk5Pr6+tbWFigFlFEP2zMUCjU0NLS2tvb29g4PD3d1dXV2djY0NMRiMZ1yyXGc962g9u3Jv5yKxJHoOE46nV5dXZ2amrp27drdu3fX1tbW19eTySRVK2fU/lF6wbKs1dXVpaWlhoaG+fn5CxcuDA8PNzc3NzU1oUme/kX7879vZPzYGMqJBsQvmUx++eWXz549e/r0qeM4/f39H3300dmzZ1tbWw/DzdVYQLhf1YEAkSnoJgXQqfn40UoE11F4bx1fopKq6sUj+C6xe23bhopUoQMUOHq93mAwqFgnjla4MDaLxWIymcxkMiqngWGoQAoSSkc8Lz3IABWZz+f/8z//89GjRzMzM1LKzs7OixcvXrx4sbW1NRqNvtLzrcFUEBFKJO/evXv79u2lpSUMtVAoINSDrhIDAwORSETPvcDQLhaLi4uLd+/evX79+p07d5aWlra2thBbR8hVsYFgJWxvb8/Pz9+/f7+5ufnJkydYSF1dXYj2IlLJ3nUvo19ZPthbVTE7PWioUhO5XO7Jkyfff//9tWvXHj58uLGxkcvldBIKHWBIRMD9lEoltKyZmZlZXV29c+fOp59++tFHH42Pj7e1tWGRKb9GdRal16O8rRG91xiu7zjO5OTk999//8MPP+zu7qJjMpiH/vjHP4bDYcStDuzkpSMc99NTohECXoGi1NXiy8T+9iMEDtxdR0wObBwgGaEudWQfqDGgIlXXs8MupWKjSPXk83mFpDFNs76+Ph6Po9ns/onaPySqtmAzTfOXX375+9//fu/eveXlZZ/Ph6CNz+fr6uo6xvNVaw+3k8lk/vf//t//+Mc/pqen8Vfw/qKBxPDw8OXLl7u6umBN27aNZl6lUimdTt+4ceOrr766c+fO48eP0SIcTjqWDcLZVF3neMTlcrlYLMKdevz48czMzKVLl37/+993d3cnEgmqJn8Ow4R+ePLBqkidIQa7AgW8QojNzc379+9/8803P/744/T09NbWVqFQwDbTOwvCQ4Q+VURnan/Ozs5ubW0Vi8X19fVsNvv73/8eyJjKtFYNJUWJ+GbvC0knDDibza6trU1PT6+srBSLRQw7GAzev3+/u7s7FovBU65R+m9bXsbq1Edy2BThHrFvcXSp8AIAqgADvhDJqINagsEguk2g3yxjDDE4eNlEVCqVjnAkddgAGJRXV1cXFxe3trbAiFEulxcWFsCS96qQL30eYD6vr69PT0+vra2hhy3+BMxpc3Pzp59+OjIy0tzcjGgD7hEnyu3bt//2t79dv359eXk5lUrhpKzJIqpHg7NHVYWCQhRsT9ggn376Kec8FosJIRCL0Af8oepH+oBVJGmYCXiR2B6lUunZs2dfffUVjmXk9WAhEpHP5wuHw+FwGA3mAYNIJpP5fL5UKiHAj7PX6/U6jgMaG9u2/X7/+Pg4wn86T4yiGnsbdwcnEZ5jNpvVW0sjhjAyMtLd3d3a2kpECqhU0xv2LckR1tyr6mgpZT6f393dLZVK6rNSSsuygsEgGkMr/OBhAhsTUYVoNNrU1BSNRguFAvL47e3tg4ODnZ2dwWCQXrThmdYRk4jy+fzOzk46nc7n80RULpeRXclms3obsmOIlLJUKm1sbDx9+nRhYQFXg4JG9+CJiYnPPvusv79f1TLgNjc3N2/duvXXv/71f//v/724uKiGocKXmDcYnsqGgEJEaBVp7mKxuLKysrGxkc/ncXejo6NoE0QaZvPXSVG+K/mQVaRedAX7MZfL3blz54svvvjb3/42NTUFlAbe6fP5kLBGogM9lKEHc7lcsVhMp9MzMzMwHrPZbKlUwsXT6TTq1Uql0qVLl1pbW7FMdTX0BtN/NXauYRhg8QLcBHckhNjZ2Xn8+PGDBw/6+vrq6+uDweA7h/sqZBLT5IWfwu0UCgWoSP1P2O16MveFlyIin8/X3t4+MTGRy+WWl5fL5XJdXd3IyMjExERraytC1UcUMuq+PPA9fr8/FovV19fDq8BaAm7mGNEVWILKmlOFgMD0YEG6rhuPx8+dO/fnP/+5r68P4WaFvd3c3Pzll1/++te/fvfdd4uLi8rhCAQClmW1tLQ0NTV1dHQkEgk1QillsVgEGAig+o2NDaQrAX2bnZ3Fgg8EAv39/T6fT+lW3X7/IDPdH7iKpCr3gcfjyWQyjx8//vvf//71119PTU2VSiUkaoF1mJiY6OrqOnPmTG9vL6qqccwiuw1/9tmzZyiAe/bs2fT0tKISWF5e/v7777Fjo9Gocv3exumqXxa/h8Ph1tbWeDy+tLSEox5wtrW1tQcPHoyOjnZ1dQWDwf3Y77cqNWh5VTP+SvoRwjnHEVVjlOlQ55dkDIL+6uvrQ1Jlc3OzUChEIpHu7u7BwUH0n1Cl94ddhPbGK6LR6MDAAHjUMZLGxkZM+/HonXQf1uPx1NfXd3V1JRIJpMsty6qvrz979uzVq1evXLkSj8dhRGNV7Ozs3Lhx4//7//6/b7/9dn5+HrXtYOfs7u5ub2+/dOkSMuCNjY3K48E3bm9vb29vI73z6NEjoFCJCMRxU1NTHo8nGo2CAxA57hqU268Tw/mV5YNVkfszEtvb23fv3v3hhx9mZ2eBWsAB2NHRcfbs2T//+c8dHR39/f2NjY1erxdeuUJO4LREzXVPT8/NmzcNw8DRCm24tLR048YNv9/f1tYWDAZVUfYb10q6ZgHqDV2uTp06tby8vLu7q6JRaD4zNTXV19eXSCRelYP2zY6WVWt7a56RkiMsXClloVDIZDKokVevezweFQ95GXClOl0ikciZM2daW1vR4xd4adCqvzCmqd8RPHe/39/b2/uHP/whkUggo93S0jI+Pj48PHwMGh49tCerPFIgJH369Gk2m0Un99/97nejo6PQjyo2WiwWHz9+fO3atevXr6+srCCvAiK+3t7ezz///Pz58xMTE42NjY2NjQpersC/TU1NjuOMjo6eOnXq/v3733333ddff729vV0ul/Geubm5L7/80u/39/T0AEhAeyOzH6R8sCqSqhoESzmbzT59+vT69ev379/f2dmBAWgYRktLy0cfffT73//+448/jsVidXV1QPxQlXUKdgpANrFYLBqNRiKRpqYmQDHm5+ex8Uql0sLCwu3bt7u6uuLxeE9Pj1rlch8p7+vI/hIXv9+fSCRGRkYePHiwtLRUKBSwN0ql0vz8/J07d3p6eqAlFVT7V3CIasapLG6q5sFe0sRGaU0+n1dgflUS5/P5IpEIctAvY7/ooQ+v11tfXx8Oh13Xhbeu3vPCQCRVk9o4ikCLeenSpe7u7lQqhe7eHR0dSKEcY+rU04Gr29TUdPbsWcbY9PR0Pp8PBoM9PT1nz55ta2vDAICdKJfL6+vrv/zyy88//4waJDgTHo/n1KlTn3/++R/+8IeJiYloNBoMBlUhtsJRQh3jtPD7/c3NzdFo1DTNGzdugC/DNM1isTg5OdnY2Hj69OlIJKLXcX3ASZsPVkWqmDoR5fP5hYWFe/fu/fLLLwgd4g2xWGx0dPSzzz773e9+h/YyoPOB9oT/oph+kNgJh8MDAwOo5DUM49tvv93Y2LBtu1gsbm9vP3369NatW+fPn8fV1HZ6g0tHd7GVoolGo8PDwx0dHXNzcyhBUaiUp0+fPnv2LJlMNjY26tyLv4JAg6PGAyQ6CGsgbIoqlBf6yKgNRQ5BJ5tAuiYUCqFBWI2BeeBgdGwmq5KQkwaVVRV7qnPDYddRWgxXQFVSPB7HZ4UQiGzk8/lXzWjjLNH7jgEc3tTUNDo6Cqh8JBJpbGzEBKpjo1Qqra6u3r9///Hjx7C4ES4Mh8MjIyNXr14dGRlpa2tTBYWYQK5168WShlnQ2dmJvyLQtLS0BH2dTqdRJ37+/HkF2lcD/vACkfQBq0giQiUZQid379795Zdftre3EfK3LCscDg8PD//7v//773//+6amJrVcdLYo0kwPEERCvTY2Np49exa79+uvv15fX8e2z+fzc3NzDx48GBgYaG5uriEC0C9bs2NVH2ec/Ni0+lZRy1qPHigjJR6Pd3Z2Xr58eW5uDoVlquBvY2Njamrq4cOHzc3NsViMXtS3+g2KilWBeWxubm5lZaWxsbGhoWFwcLCjo4NVOcOPuIhlWZlMBnueNC44ONctLS3xeByeIDTXYaeRvnv14nr14oGNcfYbp7zaf1w9DqAjQa+JIk4iwiM4Qj/qrOlSI2HUw6AKEo97RKi0JgKodLpt20+ePHn69CnUJe4xFotdvXr1v/23/3blyhVEDxWctibeqh6EYRiRSMS27fr6+s8//xyFQzh3kZNcWVl59OjRL7/8cunSpUAgoB8nJ+ma35IoAKPjONvb2wsLC0tLS9vb2z6fD6i3rq6uixcvogRFB8HV5OnkXipJBUePRqN9fX1jY2Ozs7OZTAaYm2KxuLy8jISgOuePpvlROGQdyKn+pOevj5ZEInH69Onh4WFwZCkoNQrjHj9+fObMGZX6/BVUJHS0aZrog/j9998/fPhwdXUVvbBhuXd2diIiLA+n/sUkwJBURZA49rxeL2zSt+ff7S+RYhoFutT4z9WaUWCDo0e139XVu4rjW1iVh4k0DV7j0qqiwGQyuby8jO4gGJ7f7x8cHPzkk08QtYRRCc2o4zrVGHRMPmLcnPOJiYn5+fmtra3Hjx8jGQhC38XFxcHBwebmZr0u48PTj/QBq0gVhAb4dnZ2dnV1FQc+ABBDQ0MXLlwYGBgIBoP64iAtEk+aisRihWMopQyFQgMDA0ACLS8vFwoFZEjW1taePn06MzOD9gN0SDhS98HxV8QQQTqL99TUHR/tsPv9/lOnTl24cGFqamp1dRXJX4x5cXHx3r174+Pjra2taNP6K8y/qucpFoszMzM//fTTvXv3dnd3EdI1DKO/v7+9vf2FyhqHXKlUKhaLytpSgTOAB97GHe3nbVRPRIWqaxxzHSf4MqPS1ShwiIgtFovFcrkcCoW41n/iaFu7VCotLi4+efJkZWUFtTdEFA6Hx8fHAZxEYXtNfICqpTLwl9U6xy0gDzYwMHD+/PnZ2dmlpSUoXyHE+vr65OTk8PBwX1+fqtZ9GUaS36J8sCpSiZRyfX19ZWUlk8mgRJeI6uvr+/r6Ojs7FSyDad2ZHcfJZrPFYhGKUuGTSbMlAR/p6ekZGhq6ffs2IpJE5DjO8vLy3NxcKpUKh8P7MSL6K/C2UqnU7u4uOgQgZZRIJBAYqgGdHaFQ0Bzi9OnTp0+fxnmg2CRx7D98+LCvr6+3t1e11nrbM49tgw7ji4uL29vbmLrNzU2cK+l0WvEVHZHZAKoZERI9oQwCkVfCDx1P1Eyquj3XdYvFIkCRymXWs/YvHJL+CFRL3nw+j5ocImpoaIjH45FI5OhkFL49l8stLi7Oz8/v7u5C2SEVeebMme7ubqUfkVxSVjAQ7zDJfT5fKBTy+Xz6quOcAy+BMi08QRxac3NzGxsb8L51k+LDkw9WRSpeSERPNjc38/m8KvKNRCItLS0oGdQb1CA/s7W19ezZs8XFxVwuB46s3t7e9vZ21F3hylhGwWAQjQOnpqbU6Z1MJlGQoHP2KdEZENAhACH2hYUF27YTicTAwMDo6GhfXx/Cbfrwjrhf1PC0tbWNjIxMTk4mk8lCoYC9AYzk3bt3BwYGGhsbEdh6UzXjRz8CbEvU5CHeD5geYmdURV8fTWqJcJjqEIB5wMZW7CFvPKOq10fp9hFU/Obm5vb2tpQSoHGYw7q7+vIC/9pxnMXFxenp6Vu3bqVSKcZYR0fHmTNnhoeH0XbisPAoFnmxWNzY2MCQ8DpWZn9/fygUUsTGwIETESJCjx8/Ru2N1+sdGBjo7Oxsb2/X6TJxKmP9t7S0LCwswNe2bTuZTKKgKBAIQO2qxr8fmHywKlLVMjuOs7Ozg2pcLDXgJMLhMPANpHU7EkLs7u4+fPjwq6++unfv3s7OTjgc7uzs/Pjjjz///HNAeZA8xda1LCuRSABKyaqk/Ol0Gpw0L9w2rus+ffr0n//8508//bS6ugondHx83HEcGBGsyqT/wvvFFkKEtL+//+nTpyCDISLGWCaTefLkycOHD0+fPl1fX//rpGtw/Pj9/rq6ulgshv7UwCE2NTXFYjG/3/8ysBggfvRAJB6WsiLpbVYKy728jdvb2zdu3ADpjm3bDQ0No6Ojn3zySW9vLzTFS6pI5aFT1dH54Ycf/vnPf96+fTuXyxmG0dnZub29HQqF6urqdAh6zT1i0YK5Cv0qUCsB1dbQ0IAhKV4SOElra2s//fTTN998Mz09DUDPp59+euHChWAwmEgkVOIL34Wqs6amJq/XCxUJIkGY9ggC/Aq2/LuSD1ZFQqCeUDsFdYP6BBAZYIPpgUjXdbe2toCbffDgAQ7Yubk50zR7enpaWlpgtqiAjsfjQTMGoM1h6SjOhf2ZaNqXy15eXr53797t27dRL7y4uOi6LtDsqiXLS94ssCZdXV1DQ0MPHjwAcwFVq1OWl5efPHkyPz/f1tb2K3QWBQUDCDW6u7vHx8eJaHt7mzHW3t5+4cKF9vZ2qtJKCiGOoI2AilQRQKpWXuqxyDe+P/XANB43ivR/+eWXL7744saNG6jMCQaDKysrgUAgkUiARY29dAMsWW0+urq6+sMPP3z55ZfXr18H0hZ1MsFgcGRkZGhoKBQKHX0doOtR/ogXOeeApgHEo17knOfz+fn5eajI5eVlxaXk9XpRrqqy3jAIUGEJHxwDRsEiEmg1afEPT1F+sCpS+S/A5em+bSAQqK+vBzJWBafxpGFygpY5m816vV5sTiSp8/k89oDKWoLwGRhaeLUKZAc6AziSB64brOxisQjKAxzFpVJpe3sb3VABYXtJqwQ8Ln6/v7W1tb+/v6enB+SAQCYRUSqVwn0lk8mXNN9eRzAnQD6PjY0Vi8WWlpaNjQ2Px9PX1/fxxx+fOXMGqbOjExE44UBgoTP6gP23JqP9Brfo/swGigUePHjw4MGD2dlZcLwnk8lIJPLs2TNE5XQv9eiRqCCM4zjz8/PXr19/8OBBMpmE0yCESKVSKysrYNnZXxOpn7IAD6DbklLofr8f7XMVK6DK+ZTL5c3Nzbm5OVSsosj9yZMnY2NjwOer7QDAqWVZ6lJI7KjISc3Z/1ZX1LuS905FHtiJkPa2tIbPdXQhBN7v8/mQbcRZCriPCr3rlMuKLUZFMIkIvHtI2EHRINeBt1mWlcvlGGOhUAhvw/GrENoqhq06B5BGyIojHYj0aDQKwxNamzFWV1dXLpcBbSENG7S/2YvCPyOODqjHyMjIkydPdnZ28O0ej8e2bXSOHhoaSiQSClOi+HRRkfYGfXAVH0AYd3x8HPdYX1/f1NQEyPcL95Vt26lUCo62WgN6MzU9SQI3U7XeVpaper4qQVzDzn3g4BVKHKqhVCo9evQI7Mtg1sAq2tjYAIEF2lfog9SXljo+FYwBK216evrrr7/+4YcfcCorOhIiwhmgsAGHrXY9AajS1ioWYVkWpgK7QCFtC4WCog6Cr62CiUxr+KE8dDhMCsCPPg04CPGLatx0xCBJw3KQVgdRA5+i96lQ571TkXrmhPZmMNUvL8NYozOSEZFqjgynu1QqlctlPBs8HhRiI08dj8ebmprAl8cYi8ViiURC9dhTu0spU0TB8RUgczarojDeB/rLjLHOzs6uri7A2ZDR7urq6u3tDQaD+9GaR9wvxoMvRXy9ra1tYWFhd3eXqiE8VEw+efKko6MDaFDlS76NFakMJb/f39jYiGYPSCup+AOMoCOeKQJtCgmv1Bzsd1Wio2tJfFABABWcBTtZ+cJITx/NC6k/blhec3NzcLHVcg0Gg6jvPnAO1Ys1ZjtcnLW1tZs3b964cWNhYQGxY9wvESGjiGJqVU2wXzCfChWg0t+2bWNl6nOi7IbGxka0ptnc3MTKaWtr0xnXdUgTEcGthhAROvPoZPUvDJfvD6HSXuAU5H3Tj/QeqkhdarZuTR2CovA57LNUXRNYN9BfqA/DI2daNZ46eBsaGoaGhi5evGhZViqV8vv9fX194+PjLS0tcKUVvEOZgQgjqnQNamDVAGpMAP2OOOdnzpz57LPPfD7fkydPSqUSopDnz58H5yvtNZ+P1pLqyvX19UiGzs7OKvuLiPL5/OTkZFtbW2dnJ6rRa8Jtb+/xwQmlKqQcWoBrvcgPE/h0ynih6i7yer2KCa1meqXWpAGOAmMsm81mMhkiAskI5vaIs7bmeWUymWfPnt2+fXtubg7wQLzu8XgaGxtbWlp0IqUaa6jmqSkrL51OP3z48Jtvvvn555/X1taUTQ2jtb29/fTp0z09PQo6dsRQa6qtccsKNqAWuaJYb21tHR8fX19fn5mZgQN+9erV06dPx+NxRNuVo4NADZLXio0f047Z0y3Hl/G1dZgH1KtueL5XyhHy3qlI3U3Yj2/QZ7Cm2cD+67Aq6XcgEFDoEPg+6HkELakXRXDO4/H4xMSEx+MZGBhYXV2NRqPd3d2jo6MoBVEXF9Xe0+jMB8ccuAqv16uKuPcvGv0uUEL32Wef9fT0APQDLr+BgQH4obQXQHfEEtTx7YZhdHR0jI6OPn36dG1tLZ1Oq5Z+Kysr9+7dA+gX06JG8sYfpW68KMhOTU9tdV+H7Q2E/BCO0F+3LAsG+9G2m2ma2Wx2e3t7ZmYGHIgNDQ1tbW1tbW2xWOyIu1ZqDkpna2tramrq/v370LPQDghrdHd39/b2Il9Xc1Pq9pXVDEsW9zUzM/Pzzz/fu3dva2uLqoBc/JJIJMbGxsbGxlAae8QkKyPO7/d7vV41S67r5nK5TCYDS1m39cAedOXKFb/fPz8/jwjAxMTE4OCgolbTgxL5fB7xccSLEGdHW3l9bMeAjqtkAL2X9mNlkO96ALWiR3/1rgb64VMT1zhQ1ANDf+S6ujr41/CpNzc3UVYVDod5tXs6NoPH4+nu7gZrQCqVApskfJD9bmmpVFpeXl5YWMhkMioc3tTU1NraGolEdOzhgVYkdGhvb29nZ+fo6KjjOPCvYYfSXp2oBnnE7KltFo1G+/v7R0dHp6amYOfCZEa/p8nJybNnz9bX19eomDe4QHXjAmfJgfpduc+HnXZonoXiJX2cHo8H2vbAUAxpQe2NjY2ffvrp+vXrq6urhUKhubl5fHz8o48+On36NDjGj1hCsJswaU+ePFlYWNDLYIgoHo+DHw8q8sB7VC8qm05Kubm5efv27R9++GFhYUGPM4CTcWRk5JNPPhkZGQkGg0d42VT1foLBYHNzMzhDMQPJZHJxcXFpaQnHrUrX4FCMRCLoTAfOfCCEIpGI6uWpTgjDMNLp9OLi4urqKrr9EJHjOKFQKBqNoqRC7dAjrPJisag8BuUPSa26V18wvxqNwMvIe6cidYNCzXixWETOF81alQ91hKOtrEIUBbe3t09OTqK0hoiSyeSTJ09mZ2cbGhpUkJFVC2y8Xq/P54tGo7ANscNVUFkVhKDc8PHjx+BBweBBat3R0YHtp8fma26TqjsNyjcUCmHFsL10DC+ptvS6MSSO2trazpw509/fD1ioeufu7u7Tp0/n5ua6u7tR5ba/PPz1RXe+1NECpVMTajj6S2FFIqurXkTIWCcxO3BCECmbnZ39+uuvr127Bjh9PB7PZDLxeLy9vf1oFUnVzZzNZufm5mZnZ6FQqBraDoVCOIcSicTLqEiFAE+lUvfu3fv555/v3r27tbWlZ5yAiLx8+fLly5d7enoQZzzCOoOJ6vV6seqePHmCSs1yuTw7Ozs5OQn3WY+G44mgAYnqwaAAwjU1r7ZtLywsTE5OoqoVf0IXXNXqp+Y2DxQkThHxRzbc4/Goj9fc44mKPEr0Yi8iQoZhYWEhm82iMVMikQC/y9GONgRWIfoCJxKJdDoNNbS7u/v48eOHDx+Cix/tOFiVQEW5V6qFtN4WRmUA1tbW7t+/f/v27dXVVaTzHMdpampCm3aUkSjTTw1VDyCwKiWXCi+o0xVqTuXEATOsyUHpojPQ4GrxeHxgYOD06dMLCwvY29gMruuurKzA8q2h2Hgbbg6mCyngXC6Hds/A+qh80RGi0g76DkeSBIECPVWt0sSIlJVKpWw2u7y8PDU1NTMzg7BasViMxWLLy8uqGuqwYVM1r53P55eWlqAjZLW9BLTS2bNnT58+jZ4HB15hv+zs7ExNTX355ZeoW1WNE1B61NHRcfHixU8++aSvrw9q64XTS0SIXfb09EQiEZWlWVlZuXnz5sDAQFNTU1NTk1LEepJEgdJ0qADeg8e0tLR0586dBw8eqAJtwzDa2tr6+/vb2tr8fn+xWMS9v/BRptPplZWVZDKZSqVKpVJjYyOadIdCIURy1Yy9P/qR3kMVqZsVxWJxfn7+m2+++emnn+bn5znnsVhsaGjo0qVLY2NjLS0tqqZlv0BNwMysq6tDcnBlZWVnZwc5FuR2T506hRobGCkq2arYVmhvnE5PfSwsLDx48ODRo0f5fN7n88FmicVira2t6POlguhHRN+UbQVzGMNQkTv8EyRsSDQdUTgIHQ3mDtM04Xx1dnYiSqBYu5G7SKVSKELfD25/I1LDIVgul3d3d7e2tm7duoXK34aGhubmZgBljvh23JTuZWNmAIipOTNwHYSDkQeAlkTFPZLgtm3v7OzAslaglv0iNcYwfATlzDo5HiCobW1tR6d0a2JH8GB+/vlnNJZRhM2I7o2OjqIHejQahabDGw7TGhi/x+Npampqa2urq6uDAvJ4POl0enJyEtR8Xq/X7/erLtjKNYZOrGGHw4LE2pufn3/06NHCwgIRBYPBXC4HyERbW1t9fb1aovQiFTk7O/vw4cNbt249ffoUhUn9/f1jY2P//u//TkSg6VPL4ERFvqwUCoU7d+783//3/33z5k30Rw8EAqieXl5evnDhQk9PDwLMCnBDGpIAZqCU0u/3X758GXX+xWIRRQg7Ozvffvstji9AK5BVgDek7xxlnRWLRaQI1tfXnzx58o9//OP/+X/+n+XlZfzJ6/UGAoHz58+fP38+EAiUSiW9unF/6kn9CZG1yvMwTdLC2FtbW4uLi7u7u8ViMRQKdXV1xWKxSCSCvaobm9A7VHX2YQI0NzdfuHBhZmZmeno6l8v5fD4wpCKhhPfoHFxHd0dQ7o8OQsY5hPlRUEQ9U0HVuuavvvoKbX/wXE6fPv2nP/1pYmLC7/eDHFv/LvVB13WRbsKf8ApOsoaGBjw1xTiHWYV+pGpPAnRqAyYGXx2PxxUv3GH3C9sf0wLenfr6+qWlJb/fr7zsU6dOnTp1ShVB0t44td4xWCnBZDL5888//+Mf/3jy5AnMWOgsVEb19fX94Q9/OHv2bCQSQW4EE654cA8U4GcbGxvPnDlz7tw5tHqHel1bW/vb3/7GOf/v//2/Dw8PY1PgpNTBUjpWBAcSEu5zc3P/+Z//eevWra2tLVjTRNTV1dXf33/x4kWshFAoVJOYBspSFYbt7OzMzMzcuHHj+++/v3nz5vr6Ot4G9iCfz/cf//EfGFUNhOM9kfdORepp0O3t7dnZWeRViAjFT1NTUysrK3Nzc6urq+fOnTt79mxjYyOCSoh04Nnr8HKPx9Pe3j4+Pv7kyZMvvviCqq3WFxcXv/vuO5yEZ8+ejcVi6BRYLBbhgOjFW1S1+JDc/Prrr69fv456QewKWG0jIyOA1Chz73jWmRBidXX1p59+unnzJhiuYrHYwMDA73//e9Ce6+GIw7K6UsqmpqbBwcHh4WHGGKYxGo2iJypKy/VI2RHjUXaHHouA7qDqslZzpXACGKFt2/Pz87dv37558+bTp0+JyOv1ptPppqamRCLR2dl5BN5Y0ZXrIzEMA2eVnq7Zb4qi3Kitre3cuXPJZDKXy2Wz2Wg0OjQ0hNs/OpSpHPZIJNLc3NzS0gJCMMZYY2Pj2NjY2bNnm5ubjw4XlMtl5MQ455lMZnJyEr1lVENHBc1pb2//6KOPRkdHQcKoUJx0JDiJqo4XWt2eOXNmbm4unU4j814oFJ49e/b1119bllUsFlHLCFQjFL2C7mLvwDjAUrl79+5PP/1048YNNIRAAaKUsqOj48KFC42NjTh4SPP8VCtmvA4Gmbt37964cQPYeHQPxcNKp9OGYWxtbWUyGcQBajTAeyLvnYqUGrF2uVxGO1aqRoXwIDc3N3G2T09Pp1IpNCQKBoMqK0172ZtRBjc+Pr6wsDAzM7OwsICCtlKpND09LavdUYaGhhAg109FVZBg2zZQFA8ePPj666+//fbbmZmZra0tFUOJx+Nnz54FLaPiHVAlFq+qKG3bnpubu3bt2rfffru2tpbL5aLR6NzcXDweb2hoAOeQii4dtqoYY62trR999JHjOC0tLTMzM9lstru7+9y5c6Ojow0NDeoseRlEG+yCQqEAv5WqiSxVmKHAbjWaK51Oo2XFrVu3YIlgZnp7e8fGxtDEQl8ApBEbw+ytSWebpglsYw1gu8Zgx9j6+/v/+Mc/1tfXb2xspNPpeDx+8eLFkZERsHkeIcp9xuJBrSFczo6Ojs8///zjjz9GT+AjLqK8WsZYLpd7/PjxrVu30JuQNOXS1NR0+fLl/+v/+r/OnDkTjUYVOkfd8mHX1w1hHAYLCwsrKyuKhLhQKDx69Aj7olQqofchgu8q8A0LDvYjCNkePnz4j3/845tvvllaWkL1AWJBbW1tly5dunr1an19vY6gVPOvSulxsz///PO3335748YN5MoUfTIWXqlU2t3dBaz4fdOMz5/gux5ArQitCWogEGhpaWltbV1bW1PgYewKqKqZmRkgElKp1KlTp0AzgcgdyumwfPFU0D35yZMntm0/e/YMa1RKid9BjgsS8nA4rDCD8L6FEAj8P3v27Keffrp27drm5mYmk4EmFUKEw+EzZ858/vnn6MhKVZTSsb2Gzc3Np0+f3rt3b3p6ulgsAkHt8/kUGhwRN103HShomIceeJjG5ubmgYGBtrY2n8+n2py9cI3CDc9ms48fP56amlpfX0e30oGBgd7e3lgsphfe1cA7QBm5tbUFYwRnUjabBWZTFXSq71KaDhY96GTU8oAVCVNIH/N+PQLbLZFIXLx4sbu7G21mo9EoaqVq0mg1osYPSM3w8LDf7z99+vTW1pbrugDn9/b2qlaXh2kx/BWUwMlkcn5+HvqLtMRdQ0PDyMjIuXPnYOVhYOruVMzhsEejvjocDg8ODk5MTIAdFb3GiCibzT548ABMph999BEKuhSQA/MMM3N3dxct4e7du3f//v2nT5/Kag96Impqavr8888//fTTtrY27KwaxniYNWja8/Dhwy+++OLbb7+dnJzc2NhA9kxZPzi9AoEAKKBqwJhvPDL+OvLeqUh9yYbD4dOnT4+OjoJxXjGLqJyGEOK7775bX19fWFi4dOnSlStXgFDDx1WtNB4nWoP++c9/JqJCoTA3N0dEpmkWCoXZ2Vm4JI8ePRocHEwkEsAnYnHk83msnrm5ucnJSXA760yFiUTi7Nmzf/rTnz7++GMV1tTzTi9TjFwj+F4wXMBdhUWAuKTcRx9wYKwTswT6n3g8jp0JIjhlI7OXo11gjBUKhampqb/97W8//fTT4uIi57yhoeHjjz/+L//lv0xMTEBZ1OSmsNtBFqvOLaqSU6RSKeBJ9emSe6t3wWGhVKSCE6i6Gn0qavBVKlabSCSQ6kXEFm7m0aeCYgXF2RAOh0+dOpVIJPBXy7LQZv0l17PCjSneTKrWung8nv7+fnRwjcfjisFbb3hwhKGqA3SA9Dp//nyhUEAlFTJCYPd59OgRaigTicTg4GB3d3cwGETY0ePxYKWlUqnZ2dlHjx4tLy/j0eAr0OXx8uXLf/jDH86cOYP4jIr464PB6bi5uXnjxo2vv/769u3bmUwGWTLam6UEj9zw8DDSCaoOil6CZf3XlPdlHPtFSokOXNvb2/l8/saNG6urqzs7O/rKBm/do0ePNjY2VldX0+n0hQsXgO/Rz2G1lxobGz/99FM8yH/+858rKyvYcuVyeWNjA/VYd+/ejcfjwNzBVMlms7lcDjUGa2trhULB6/UqNsa6urqLFy/+5S9/+fzzz7u7u2HkqmeMBYrQ+yvdfjgcjsfjsVgMNARUtYUVXz+MXKhj8aK2VgA2KUgQLqUroxee3pzzbDb76NGja9euodEuakuANGxvb29tbYV+1N1t0rYNjEfSoDm5XA5cuTUVRGoM8MXgaOsKFLFI+LA1dQT68lAhURSfIJat8uwvjH4wrdMLEQEagSp4qhpfNRVfh4lpmiDdqKuri0ajqPPBVyCseeXKlcHBQXTLwjhfKUSjkmmmafb19eEpR6NRx3E2NzdVoh9MwD6f7969e4DsoMAsGAzu7u6C5xTVYnB+ZZWEpaWl5ZNPPvnLX/4yMTGhKg50JiSVLkPqaWVlBUYoGNRVyQMWg8/nSyQSFy5c+D/+j/9jZGQE6Wzam/p/pc3yVuV9VJEqmGWaJiqlgsFgNBq9f//+w4cPd3d3Vd4NehAlLrZtZ7PZmZmZixcvTkxMdHd3o6JGaF2JLcuKx+NjY2N4wMi3IKwG97xUKiWTSehHhKJUO5Ga4mIiAkvg+Pj4H//4RxDuAlYCnUXVkP/RDCiHCWOsvb0dCcrl5eVSqdTQ0DAwMHDmzBlsVLwNGkGljPaL0gg1hTr4RY+3KkThgddBbGt7e3t5eRmPANVKjx8/vn379vj4eE2pnD4en88XDoeR30eZPL6uWCzCutStP11F1sQi1dsOi0XqoixToTVNJK204+jAgvqr+hRVA4t6uJxe5BUiko6ktmmaHR0dw8PDjuNsbGwg2w792N3dDdNMoRTVLL1QRarQOeIGoVCou7sbrOxEdPv27bW1tXw+j8lkjOXz+d3d3cXFRaxMnJcejwfVilStAsKaiUQira2tV69e/fOf/3zx4kUQ6+qFg/unHU82mUwiM0MaVA78yj09PePj45cuXfr000/j8biK/qu5fa/iku+jilSbGaWg4I9oaGg4ffr0d999d+/ePWB3iCgSiagEGZJlCwsLKL5GHQ5MMGRdsYxQvYCMsGEYN27cUJ2aEZvTO6Woow+/YHGg3iMUCrW2to6NjX3yySdw8AOBgCK5UFtIAXRfdRL8fv/Q0FChUAgEAoDstLS0gGAVsHnFWYsj/cCNCttBpVz1aj9sBsVEoFsEBwq8eyklnDimcfcvLCysra3Bf1RhRN2W9Hg8kUgEWhK7BYLKyMMI/fF1QLzrFHBQdgdmtPWferG/snFUXuiFsVcdeKR/L+0tjVXB3MOupnxSIkLfdpx2CwsL4XC4q6sLhTRI6dacUjXltoeJXuhJVTJdBWj3+/23b98GVF4x4DqOg1ZOquQBgDA9ToKi76ampitXrvzX//pfL1y4UNMrVBnRulKT1c5rysrBAkAYur29/dSpU5999tnly5dbWloUwzkIfWlvj8n3RN5HFakUisoLAxOL2ueOjo7vv/9+cnIyk8mg2kHtRsDBAMoFdW5vb6/KumA14HRtbGy8dOkS6k++//77+/fvw0QCwNgwDJRzqI4ciF4h3owOXOjIeuHChb6+PgVZAHdeTS2NapOtnESqYi2PsNrgGJ49ezaRSIAZNxwORyKR3t5etRN0XNFh2g23j8WqoGcqugfCYNd1UaxCewPwiuZSShkKhZCeUnB96A7TNLe2tmZnZ9FFQD0L5XQDvY+qc3yviky5rgsKOKa1ElSkiqgoTyaT29vbGK1S9PB5ofoVcwesWswJJgTHAyoFMGx9wnUU535WLmSKcAAjRqG+hTSrXAeNYyS6rVpjZoZCofb2do/HMzo6ms1mERSur69Hfk+dphhMDWhMx2aprz7socObGRgYCIfDiUSit7f3/v37iKErU5FV+9DKajcbxByJKBAI1NXVtbW1NTU1Xb16dWJiYnx8vK6uTtnjR0BoYfLHYrELFy4sLS1NTk4CPBuPx8+cOXPlypVz586dPn0aFKLgNNJv9r2yHyHvo4o8UILBYHt7O4pGGhoaWlpabt++PT8/T9UUqmplheDL1NQUvD/kyxRqHzvE4/E0Nzf7/f54PN7R0XH58uX79++vrKwsLi6CJlKpM2AkLcsKhUKhUKilpaWnpyeRSFy+fLmzsxPuPCo9ME6lAVXlHAJhyP8oy6tm3R8oADmHQqHOzk6qrntW5eJVb6sBXtSIHnDU3wlqhsXFxUKhYBgGQvg15Dc1KRSv14vjATpOba2dnZ3Nzc1UKtXS0oJTDc9Cvw6IeZRnR1qDbP1Q0U1CGGvIbyj7V13N5/Nhl9aY7aRZIrZtw1ZiVfJgXuW4ZRofV00lKwolwQsJNjw8aBSTHPHI9OeiSv1q/Mf6+npEANUp4vF4FORQ+Zv7L66npNSLR+AlcAAAYllfX9/T0/Pw4UMwjaP9nKJ0Q0wJv6APInrMAeELddbY2Fhzp4dNAhiqmpubz507VyqVBgYGcAyfPXu2o6MDnYEbGhpeCN1/f+Q3oyKJCBWs9fX1XV1dWLIg2kun0wD0Y2eCCRxFKTWVWzq+BPZgOBwGQeT4+Pjq6iq4LZLJJDBGWOimaXq9XnUg9/f3o7APTCc1g4RhtbOzg+KBdDrt8XgaGhpOnToFmLHaCXSkilRHvd/vV/ZdDZT9ZUT5mOrGkSaenJz87rvv7ty5g6qbvr6+3/3udxcvXtTL1fW8B6zylpaWlpYWFebHX3d2dsAEAxCM+oi6DiL08PuASMV7kI1BYaX+KamVpcMz0FUkED/hcFgZjGqcsNYhmUxmcXFxfX2dcx6NRtHwUodJ6ZYyaex5Gxsbs7OzX3zxxbNnz1KpVF1d3fDw8Oeffz4xMQH/8egJ349UVRhPfKneiKYmY3Y0n4jKy6kHeoSKxDpBNL+urq67u/v06dNra2uzs7MrKyuzs7NIGeml2aFQCFWhHR0dvb29PT09jY2NireUqs7B0bePN0QikYmJiebmZrQzkVK2trZGo1G0KkOZE6Iob7tByOvLb0ZFIi7JGAsEAsAehkKhvr6+H3/88dGjR7Ozs8jG1BDMIKmtfBMdqYAz3DAMrIPu7u5sNjs+Po50BPYnQF446kOhUCwWQ5NVsPIoF15qnE7o7fXo0aN//OMft2/fXl9fhxn4l7/85dKlSwCUvUy0Rc8SqDs6UKUeHdHXDR8YC4VCYXt7++eff/7yyy/v3buHBltPnjxBbH5kZETh1JRKxT/RGKe9vT0cDoMQBBusUCisra0h1x+NRvFdeqhB2dE1d61ztu8fuUILIaFPVaMDKjISiejFjlLrYWnbNsDPt2/fRr1jPB6/cOHC+Ph4T0+P2vC4OzXPWGAo3v/xxx+/+OKL2dnZXC4XiURWVlbgI7e1tR394GAX6+9RUUumNWpXJ0FNuPMwcJhat+oNNRHAA587VbWq1+uFouzp6RkeHk4mk2tra6r7m8JFwj8DPzya3ymskl7qc7QoTB7qPjs6OlC0UyqVoBxJM/yVX/U+y29GRSpmQ+zYpqamCxcudHR0xONxNJ9DlZ6UEt27wNhYE8tXsUWF54AaDYVC5XIZxGidnZ2KXAABGqxFuIoHZlH1fzLGUqnUnTt3UJK8s7Pj9Xrn5+e9Xi/6vobDYRXHeWHkhWnt9F6G2Wi/wLXUaYMLhQIahYPdC8Ypqnfa2trQDlT/Ij3/i7hEfX396uqqsmjQNnJ1dTWTySAAX5OeRshJjxJStdpaqUil49T3AkWIlDdpuh42Kehh9K/AA0Uc+enTp1988cX169cXFhZc1w2Hw6urq1JKtM3Rp12ZkLzKBD45Ofn999/Pzc2lUiloh5mZmZmZmd3d3e7u7sPmWVYFE14sFtPpNOpSEHBEcBmzreKA+12c/Y62rHILqViEeIl2CCq6qt4DlQealf7+fgQNlf2uutRhkdcYd+o6hw1SfydVs2HIqgHEigZh+h39VuQ3oyKlxgKCBV1XVxcIBMLhcEdHR3d398OHD2dmZjKZDFq/X716tbu7W1GE4iK6v6bcFjx+Vm38Al2s7xw6Etihh5+ICD2/QC+Ijom2bW9vb09PT29vbyM1oT57NDeBOrdVPvd4wWy2FxwOMCl4pHHCI+Q3Nzd3//79s2fPKh9Wvy+VcOjo6GhuboaFpf6aSqVQgdvV1aVa7yrFh2/Rc7vK4lMqsibHRVWLDP0A9LsA4ucIn3dnZ+fRo0c3b96cnp7GGYA2Z6dOnbpw4UJTU9P+j+D4QffUe/fu3b17N5lMIsYCxD703RGOrdBaae7s7Dx79mxycnJ5edkwjLq6uoGBgeHhYWjnI6pFD1tmCoOpQ7j07NCBV6tRSSqhjzMGehb/1NWfPtWySpC6fzBHgzRURrFmd6hVoX5/fyDih8n7Pj4lymbBvGOxIjoJLTkxMTE/P7+7uxuJRJqamkZGRtCpGaJSn6iRUvzPquWIOjaxK/QUKqRm+dbge5QRVCgUbNsGmo9VAW7o4KpXg7ywMFFHV6gPHq+cUdl6otrJx+v1wu1VyCGq0gzfvHmzqamprq5uf7YdYIDW1tbW1tZQKATwPLYTcHarq6vZbFZhcZR7qGKRyjWGACQAlgplBurfiLSysiLxIkwSxaysPwIiKpVKS0tL6OOq+koLIaDjgDFSzrX+7ECjeefOncnJSVQZqklTPQ+OSC8YWoPpubm5b7755tq1awsLC4DgjI+PO45z8eLFaDSqDqoa7cMOIc1Tv6N/JDTdCwt7mEZ3pmw6/Q37QZc1OUC1X3BTiq7t6BUII0Bduabzx/4D4P3P2PxmVGTNA2ZVsBvaafX29nZ0dCCJBhWAtyHxqohXOefb29u5XA408aFQCBaTHu+nKgWG2l37D2Q6aIWp2BZ8mUQiARShEAIoCkW0oXjMXgjN0698YDpVP+0Pu4huRMOZCgaDyHehbBl7NZfLLS0tPXz4EMlHnED6NobSrKurQ+N55d5CkW1vbyeTyXw+D8ypPj9IlaJiTwevqIy2HmZVhw1eRPKXtN0F902VTulmKREVCoXV1VW4yRg8Pg6EkO5a6narlDKXyy0uLj5+/BguOYYN5k1FHaKPf7/g+plMZmFh4e7du7/88svy8jKAgeVy+dSpU4ODg3C3VYmO+vb9cYaaR4y0JDz3aDSqmGgP05XK69fvsaYmXQ+JKn9FL4MxDAP5/VQqlc/ngQABSb7Ky9UITA3dRaPDvbHfhMf9m1GRNcKqOF71yFHCob8HbgirwuUYY48ePXr69OmTJ08ymQySfUNDQ21tbY2NjcgziCplpKrs5tVuMApiogZQMx71SygUunjx4urq6vfff5/JZFBz9umnn3Z0dKDWSsHKavTXgTpXl/16UCmIIyZKx2PCDMGNDw4OooZXVjl9NzY24CH29fU1NzerK0A54rwJh8OI82KWoIAsy8pkMrDi29vbFXgFd4psQCwWg16DjamKdgEKARpB/xTnHNBXJOLwfiipSCSi0jWiyp2M2Uun00tLS7lcDqlzxb+JThuAr0uNnZCqqi2ZTM7Ozs7MzGxvbysoNREB89DX19fV1XXEqaaCAOVyGd2B1tfXYXsqfFUmk8HZs/8Z1TxBnFtq9S4uLn7zzTdTU1M7Ozvlchm92z7//HPUdNcc4TVnhv4tB4Ymal7HLWCQu7u7CwsLoNTd3t4Oh8Pj4+ODg4MtLS1Hb8+aezwsU390pvE9kd+qinwZUek/qABQcn355Zc//fRTOp2uq6traGjo7u6+fPny73//e845Mm46xKFcLsOzUMfdC2lXDMOAVfvZZ581NTUVCgU0Cblw4YIiQTgw/qIjkI/u7/w6guw8ETU3N3d1dTU0NCwvL+OmAL6Zn5+fn5/PZDIAY1J1C6lYGHpjoFBXucC2badSqZWVlY2Nja6uLhV2rAkvIturMJUwTwBmltW+PaS1nQFBjm76QfnWJBOUXrBte2tra2lpaXt7W1bLSHDXDQ0NiUQCgBt9ZyKhXywW19fXHz9+/OTJk2QyCZQ7EUGzDwwMDAwMoJ71sInVR07Vc0UFMdS9oIjriAek5k19F8pqv/nmm/v3729tbdm23dPTk8/n0ZJTFTi/QVGuw87OzvXr17/88svHjx+XSqVgMPj48eM//OEPf/7zn3Xo0octH7KKVAJLcHV19e7du9euXbtz5w4RIRh3//791dXVUql07ty55ubmRCKhcAkgZFUX0cElR3wXLCa0jhoeHoYBGwwGY7EYVpXKYBzmHXPO36B+VD6sMi4Qdujt7b1w4cLU1BR8KKq2QFhfX3/06NH09HRXVxduXw+9g2AcGEOuNTVFTjyZTGYyGUQ2algj/X5/KBRCW1EVriKibDabz+f5vt4MiEgongvGGNJKCI8Axa38RBXezefzIBxLpVKq6Tnq4ZCsB1oLL6pwNhE5jgPM4Pr6OsqBoN28Xm8ikRgZGenr6/P5fLBnj5htTC8cYQWNgoJGUvtlyrppb+387u7ugwcP7t69Oz09jTZtpVIpEol88sknAwMDb2qd7P/2Uqm0sbFx69at69evz87O4mTa2dlpbm6+dOmSOu8/ePmXUJGovctkMktLS5ubm8A0IMmQz+d/+eUXgJ/BI93Y2OjxeNRqrgmE8Rd17MOORVqjoaGhUChgp+3PEtR8ivbCa96U6KkM9QqCg93d3T09Pao3tPrr0tLSs2fPxsfH0diPtMgAPGJUgqr+eZiiUqmE8u1CoYA2KaTFuUKhUF1dHTCGKnuAnjDb29uZTEYPkqjK8Uwms7u7q7QtMuD7OziLam+GXC63traGdmZ6dR24YBOJBHQf4pJ6XnVtbW1ycnJubg7ONZ4aSsu7u7tPnToVi8WOTteo4HI0Gh0YGLh48WKxWFxeXnYcp76+/sKFC2fPnlXkwUdkhGtgT0j3ra+vAw4B0H6xWNzY2EgmkzUtfd7smgGJ6vT0NOjBYf7v7u6Ce3BoaOhtfPV7KB+sitTj3/qyw65GNAqvJJPJ+/fvb25uotB4dHS0q6sLTQuUGbJf0RwmihKRiBQydj8FjpQSNheUTjAYRHBNVuuF32CMRs/bqhe9Xm9XV9fY2NiDBw/y+TwgpbD+VH4Z9iZVk2Mq9Q90ZENDw87ODiwd13VVQqYmcU/VkkEkLvSqQRWXVC65/tRASS2qHc1URLWurg5FGvrdQWzb3tjYwKgUK4/f76+vr+/r62toaFAE6Wxvs0lk5NfW1nA7Kpnb0tIyNjY2MDAQCARUi57DJhkXDAQCp06dQi/M5eVl13XBwIIyZ7z5JZEumA2UcodCIehENdV+v/8tRWP0b69Zh7+JBMublQ9WReqPFrsiFAqhbdvW1pbK7TLG0AgQp+Xq6urMzMxHH300MTEBxgEUXahLweh4IcupShEqFaByCxjM8vLy7du3QeETDofRoqCnp0fPV7zZ2VDKF68Eg0HLssbHxx8+fKjIspCmaGlp6ezsjMVi+xsDAEPn9/tRg6H0I6qP0bwXhYZKE+lYYr/fD6UJfEwkEuns7Ozo6AAHuDI58RMmEuAmyqNHDShQRzpUWw0SlB9UZSEjomg02tXVdfr0acRP1XNUGEOY+fiTbpeFQqHBwcGxsbFEIsFfghSZV1uP1dfXnzt3rqOjI51OA18RjUbRlO1o3PX+CxJRJBI5ffr06dOnc7kcemO1tLQMDQ11dXXtr399HdFvEGj/+vr6wcHB6enpZDKJNR8Oh9EG+Q1+73suH6yK1ANwyGy2tLSMjo6CLntlZQVvQ94T1uLKykoqlVpdXV1eXl5ZWbl06VJfXx9UmwL0veTi1nHONX9yXXd1dfXbb7/94osvoJd9Pt/g4CCyBKjfeBtkUDW5chSftbe3j4yMTE1NZbNZJJSHh4evXr166tQpBCJ1xDJV4wyWZXV0dJw5cwaBC6pu46GhIb0fDu3VrU1NTWfOnFlcXER6JBgM9vT0nD17tqurS+8LRtVzyO/3JxKJxsbGTCaTTCY55w0NDWfOnDl79mxvb6/qfqFqTDFOuMYIYnLOwRaOxgyKYkOFL5XNGAqFhoaGxsbGAPwWQqAd8eXLlwcHB2E8vvChKPwpklrg9NbBnjq26WhRCFYiCofDY2Nj//Zv/xYOh7FugYFva2uzbftlmM9fUtTyhieBssULFy6gaU+hUAgGgyC4emHbnw9JPlgVqZfcwY9raGgYHBwEjuTmzZsLCwsgvCCtzg/1FZlMZm1tbXNz89y5c5cvX6aqraH8jiNMvJo0hRqMqLKgm6a5sbFx8+bN69evb2xsIMu5sbEBADwQQmJfTxVJgtHrxii1UQkhhGUZra2tZ8+Ozc7OBgI+lDheuHDhypUrbW0d2M41FXJEnDEKBEJ9fX2XLn2USqUA/QOJ9NWrV5HW0O6ckUEkyev1drZ3TUxMFIvFja3N7G7GHwycGhi88vHV/v5+X8AvSEqSnHNJRJwRY6FIuKWt9S9/+cvU1NTc3JyUsq2tbWJi4pNPPhkdHSUiBExIiwMYhvHJJ5+gPnV9fR0PfXx8/C9/+QvoOZROrMxqRbFSU1PTJ59cNU2zoaF+dnbetksNDU3Dw6fPnTvX0oK8hCDiQjicm/i95me57FgWAnYl25ack2l6DAPYJsHJMCzOuaEvksPWbQ2CwuPxdHZ2/tf/+l/7+/sLhQJjrKWlBWQTKlj0xveOakB/+fLlYDB49uzZjY2NUCh09uxZNNh5G9/7fsqvoSIR21KxIYUprSGAoOP2Uz1QdHcGhoPjOIODg3V1da2trT09PT/++OPk5OTm5iYsEcTpkcZBq7xUKvX48ePt7W30zwmHw3rW4rCkyoFLXwfQIgqJbjy7u7tE3DCsfL64vr65m83YruMI1zRMVzpqQhgxQUJVcr2B2WHCMBjjkkh0drX/t//2f165etEuu6ZpDg+PRyIRnzfAmCFcEtLlzOAGkSTOOUkqlx1GRmNj4uqVTxKJRGo7ib2USCSam5sNZhL0DyPhSmELXqHaYq2J1v/ff/yPwaFTW8lkJp32+Hw9XV3dvb2NjY2SGBERY5WPcsMWriA6e+6cz+e5ePH85uamEKKxsbGzs7OlpaVUKni9XtPElAgpBWNSCKepqQEV+iMjI+iI29DQ0N3d2dbWVlfl1yBW+R+RME0upUtM+gLeREvTpY8udvW07+5mbbsUDIabm5u6unr8QR8jJklIkoyTIJdIEMman6bHkCQkkWFxw+LqdY9lEDGSnEhQ9dEZnKSotJqgvWue7+19iH/6fL6Ojo6Ojg79naq+i/b6yMfeSmpJg3YP3wuq1rGxMbDeghr5zZqu+0erFz7pwI/9OJC3ipCD/BoqUplgtBenWhPfOQIH80YEerm5uVkxm7W0tNy5cwc9BRXdpOoTACA0cDA+n294eBiMuURULpdfNQyEyla04kTvN7/fv7u7q9h2UXGhIGmccVndUpJcSSSkQ0ScXtsHZ4KILMsgIq+Xt7W1RaPRYnGAiEzDw5jl8/l8Pi8WLZcww0nIim4xDMMwmEXent6uaF2YhOScgAHw6vajJM4Z9xgVdSTJsoxQKHTpwsWSXYYHisS34zhlx0G5DiNGRJIquBzO+djYWKlQBHoRhYCYSYQamSZYUcjktLe3q0yR12v5fL7DjhbHcQyLWwZviDdEwuHu7k6SkhgTrmtalgXkEDmMc5Mbkojjzy/3k4gRkyQZservRER7S/Gqe+BoPMO7qmUOBoMoqjGObFl+bDmw2EYvxJBV6iA99aqqOV6Sf+h15NeY9/1HhE4d+qsVaUIjIygWi8Wampra2tra2tquXbs2OTmpmgSA9tlxnFQqlcvldnd3s9lsW1sbmgjy4zZaAPoajzYYDIJvamtrCysvGPTX19eFgyFOTDiuYXEizoioYpIZRBKb3HFfFeehb7nnU63TcAX8oWAgDEUjBJ6XlHIPvaaUEpeSUjgOIOhmY2PM4Fyzg4QUwnVd4VYq2Bg2PFi/GHk8puOQynpXp4Y8lgfnQfVCjBgjg+MVT9irl01JKVzXMQxTjV9XK44rDdMTtLycM2JSCEFCuq48ZCOJ52FQIo/pNbjFGaOql+M6jhTEGGOSS0FCSuNwGgtJxIj0n4eIS0S8Mh5OrPLOo3XOYUvubaeY1dNXtU+IGr0pw03XtjUpVqUikNwDIkJviYF3fggqEqLo/6B0YBSgYzV8cPZG2/rUOCDK0IARZxhGS0tLMBgEXPzmzZvXrl1LJpMwG9VFQPP19OlTVC6j+rimffOrjgop45GRkdXV1WAwaNsuY6ynpwu4OWUlGWoLkSDinIRknEhYlvfAWNghPw94Dke8X0rXMDBviOQybac/R4YSkePYMPkdp6x4DKtqlxkWZ5JTxW8WxBBj5ERkSINzgyQJ131eQW8aTJAgSVJWTC7OGDFilTCuSrBg26jmEPsFY3Zd6TgusedJDyB8dCXGGCPi0hWSXCaYYMIgwzQMkpyYkLaQTFiGhwzCKyQ5iTKRwZggyWt+Mm5V3vNyP2EYMPayTvE7RNsAmwmdBSqsN3jxw1jdAGkolUrZbDabzcKN8Hq9Pp8vHo8rasRfQX49FYkChqdPnz5+/Hh9fR0I5KGhoaGhocbGxpcBVbyZG66exh6PJ5FIQEcD5Xf37t1bt26l02lsQpycqORHOzcgIY5Ht6PobRhj7e3tn3zySTQaXVxcRMqoo6Pj/PnznZ2dyCMrRCGT1f3DYFQa8rmx9TI/90vVZGFU1aFcXZMxw3GeszfqFYEqT61K1ysxZctkpDwgCTtdkpRMCBJM4mflP0QkXMbJIE6cG16PIV0hXelKYXDOiJErBEkuSXKoJiZJGnsNKLnXZ5YkdeC9wYG1QjzHIKpEK+S++YGSMiRnjIhxwyB6fl2DGWQwIkHkuCQEcUlSGtwkRxKTJPf9ZFT1rff8lIwkMUa1P4Ukgg25N7z8vvVuwaweXTT5OoI8gQ7bUrK9vT03Nzc3NweWaxhVSKl3dnZyrZfcW1WXb11FKoOoUChMT0///e9///HHH9fW1oDC+eyzz+B1qpDcm73b/VfDblcHl9/vB+dNZ2cnlPXt27dXV1eBE9RZ1yAvWUB24EjUPVqW1dvbG4vFMpkM8DdoXgYfX+H1iPRNWxUE6l72Z63rJ6nyV7skmMENRoKIBAkigxEziHNTkDSIEWccwTNYdsyQTArHFeSa3CBumNyUJNSVBUkpmGRMVL6WXEnkuoKRyZioGITEBLPJMcjgBiNGjHP2fGREjJsqGMCIcWJS3UdFG6qQpXpX9RQhIiqXQYGhP3FyHOHx7NE9gogAEWAwEp+rUumQ69qm16p6y4YkkqDJqAzEOOQnq/3JGEFFwiTW/gMn4eXX0GHr7W0bFgr1pVAfag2/wW9RSRtwO9m2PTU19ezZszt37kxNTS0vL2cyGcuyAoHA1atXiSgSiYB35uVBpseWt64ilQuWSqUmJyevXbt28+ZNdD5ZXl72+Xxnzpzp7+/XtcNbFXVeqZkNBAIoVwiFQvF4vK2t7ccff3z69GmhUADpVk9PT09PTyQSUX1QaW/BzMvOdZWJEsVtIDn3+/2qPx9QLJxz15WGwUgSSRKChJBCCClIkPD4rJd3swURB1xI/0kkiCwvF0RwpLkBdUSCiFVc3EpG1iVikklmCEnMMA0ybOFKRzDTMIgE41ySSy4J4QiBA92VjHPGOREzmGlwoooKNDgReTwWkyQE2bas2n2cGHFGQhDTTSpJTEpmMKfaVxZzaBomEQl5cAjb46ksaYSqDIOIk+nhZYdIuziyy0wSCWFUVADhv2SSYVr5gm2aBmIqjJMUhitIuMKyXmGJSkIinOS+OGXFhqXql1blfeO9UV6X2NuO/M0KlGOhUNjc3FxYWNjY2Pj+++9nZ2fhcaJOH44257yrq2toaAiN1H8Fd/utq0jcvG3b6XR6eXl5cXGxXC5DI2Sz2eXl5fX19Ww2CxK6t33DssojrQp11SkEbYUGNc3Nzffu3VteXi4Wi52dncPDw5988klXVxcqfI93firg3vOpN0041DoI7jltn8sBT3Mc17Ud23VcVwrhOFSJ1r3Kz4qbW32FS0acmCsFCUaMmYaBNKwrHSklY5Ixo3qaCMYMxmSpZHu9lml6XNcWgtBWwHVtj8eDcVZvRDLGYZJxg1SAX5kJrl2JD3LOjece+vOtyKtagjFGTAjhSPa8Skfx7+o0TkqIqFS0DcNSBaYIWtnC9Xn9pAjnFVRASpNXniaSaeoEVZ3CVAz0+agOkgO7gctqxk03apnkRMLv93ODmcwwDI7guGHwao7q4KX7VrfGYaJa+GJ7vqUCWcaYbdvJZPLBgwfff//9o0eP5ufnV1dX0c0UmwJok+Xl5e3t7Xw+r0/4W7Wufo1YJG4AFpmqOQEjtGKoVuzwSKfIKvm7+mU/K+fxvF3SWsWqF6E3fT4fIEHxeHx0dBTcfNFoNJFIdHR0qM/WpNJ0YJc+eLaXho8dRIjLOXaLV0ohJUHd2LZrmYZktLWV3djY2NpMJre3y7ZtGJYjHUHylaxIJqVggkuu2ZVcMBK2IxgxwZR1yYQUrIrE0hSqFHSA0iVRxbLsESldfI9hGIw95zTCNuMGSSmErEC+vabl9/thDvg8lUJsLkl5c1JKKZyKW7xPdHJ427YLhUKxWC6VnlOUMzIkq04+4+qygipbXQhhWF55+CKSe2X/X2uWVs2LOJKllEyq0hrBBCMmXNcNh4ON8aaOjrauri6PxR2HDAYcw8FN3A4bpIplqUYLRFQulwuFAhjaVUb4GHqtxiB4ycySjt7ToYsKwVND1SyEWFlZ+eqrr/7617/eunVrfX1dSlksFmW1hwrBgajGwb1eL8iJdS7XtyRvXUVie1iWFY1G29vbu7q6tra2wMWNflKJRCIYDOrak6p5LiICLz+m462OU1VtNzU1oYgND6ZYLAYCAYywpjcTVctmlCmqOBrUM5Mv6jFSI4xxktIRtLKy9vjps+np6Y2NrWQyWSragqTr2pIzyQ5QhlKyA5UkLMG92e0Kjr1i5NCedrVCHkDYsf80Um/QYb3VFDYxiVhf7XuIHNPLhaiwQwb8fpDjBgIBr2lJKaUrdH3ESTjlEu11UuESG5zDribGOGOO65aKxUKxmN3NCWIkpIuJdxEClUSsZNvgxGTMIM6klI4gyQ3B9nyDyn1XDgcptGyQrMmM4z018V7tPZUgJQlJTEoJdDlJ6XpNKxD0xWP1g4ODFy5cOHVqIBwOcH6genzhmtlDQ+W67s7OzsrKCgqrwYuK+vS3ndlQ49G/BeaRIsWo2QhgC7Rte3p6GlG4tbW1Uqmk1/gr09WyrL6+PnBxKUX8m49FqqlBP+Lf/e53Xq93bW3NMIzOzk6UrKHeVgmI/9Lp9Pb29urqKuikuru70QdZXfbNPm/9tIRti5VeX1+vRqVOaV0/KgcEb6sZEqt2LjzMUdIBsQSQNsly2V5aWXk0NXn/4WQ6nSmUio7tVibTYAeDSFw68HUpqu/XvpMq4FtkhLRyN8YlHWwN6QEB/a/MNKiaFK+G+gRH5aJ0pSuIhFG9O5ccbgnirsey/H6/44a5yTgn17ULjAshXNsRQlC1/ooxJh1bSpcJ6ZKs2LmSBCOTcUcKcgUZ3GTcJemUyiXHla7tCiIhbBiZsoKqKxbKxXKpWCyVbJuo4v47xMrE3Epyf88xg6NFvaKsY7yiv/OwV4g4RzCSoB5dwiWRAReScwp4favra8RZOBrp8/eYZgUN+0qi3C8sRXTX+Omnn6BrWltbx8bGzp8/393dfTxD8pVEb9NEGur5sNQzFpJt23Nzc/fu3Zubm1OVeAoUSURgTmloaPjss89OnTqF5qa/QmiOfp1YJH7xer2Dg4OGYQwMDKytrYGZdXBwsKurCxpEHdOu625ubv788883btwAl2dTU9Nnn302Ojra39//9vAHpAGqlROtD6ymX43U+sPpAbL9bW1eIKjFoEpQXzDK5Qvzi0vTM3MLS8uOK8jgUjDDMAzTFEwQYyRZ7U92WCRSkirIee5S8oqVRrqKZJXE9F67EuIIm3RfUul0YqRF97iUREyS4FIi2ey6JFyXcWkYhmUYkrlenycSikYioVAo4vN5PIYp7LItuStst+w6TpkE45wMwzI4Gch5CJLSFa4UJIRkgoQg7koXSklykziRlCZJj98rBYbEpJSulFIyQTKXLdi2XSqVC6ViueSUHNt1XSHJ4AYxziQX5DLJJQNISZCUkgkuuWSCSS6Zgb9CVeM9+vvxOl5h1b9ibpgkibS2lLgGkbAsU0i3UCgtLixPPno8MDDQ2tzi93sN65ibHgqoWCw+e/bsq6+++uqrrzY3N0ulUiKR2NjYQO0gSEbe3vYhrZlzZT0c9HUK+QvDkKqdyxSLqOrvhNR5XV1db2/v6Ohob2/v1atX+/v7QQ3160Ajf6XqGjy/eDweCoW6u7t3d3eRG1F9+PTgRalUevbs2Zdffvntt99ubm5alhUKhUDg3NTUdCBR4Bscqn7ZGhMPIqvkqTVRfIRTUeuNf6qC7hewVbsOmWgJXdE8uVxubWtzJ7tbsMum5SHDtF3XkdJiUrjiQIcaCZaDHHBd0/Hn98CMyj8Vxl5yyURZY0bYYzay5ykOlXYVrAIyr0ANpWBETBInYZdsy2CGZK5rS9f1MNPv9QaCHm+A+QNWJBQNhQJer59ISEe4ji1cEq4tbSGdskR6ibvMZJKRlC655EiHCeZWYd7SkXhFcmlxiwzikkspy66LxyiIM8YYZ8D2+H0en98TdIO5Qj6TybpZ2ynbUnBmWYw4l1xCxTFW/QngFKv9ideF/gqTjJGrpdGqcVpEeyWRRPGQICIJpIIgyQwupUxnM/Pz8yvLa8VROxx+5eNf8QbgXC+Xy0tLS7du3UKP4nK5nMlkvF5vf3//0NCQconenrAqHS9p6hKk9FCIKg0NPagAto2NjR0dHTMzM0jRoCkeECYDAwPj4+Pj4+Pt7e0IGqhP0d5kwNuQX7Xwk3MOhE1dXR04VqnqwCp3VUqZTqefPXt2//79ubk55Gp2dnZu3rw5NjZWKBTeajxFXVllaXXXXr1NEQjpuQj0p97Z2cEx6Pf7o9EoMvWHfh0JkkzKinUnBFA0LFcs7GZzZUeYlsf0+ogZjixxzplhImnEJEm256d0hWScSar9ybTCuEpem0tOTBp4RZBkkhMwkIyTcKCgBMEmqvxHunpmvGI7EZMCGXMiJiRjxKs4SyEcyTkzTL/pMbkRCPrqo3XhiD8c8RgG81hWldaEC+YaxCUTghvSIJMqITODcUbkurYkVxLjJCRjXAri3CDpcmkIKZhkUgjJuCDiJufQP4wIpY9SSEYkOOMew+SWyZhhmianiuHMbOkYBieTpGSSEZecOH4K7nKCfuVEkpHBKghKycgAYJMxwu/q/ZV3cvUpEkbFdpSSEZdSupyImCgWy4bBODHbdlOpdCqVKpfLx4hF7im+dJxcLrexsQHedbyI5pQ7Ozvg/XtLG0cXmH6s2nhjc3MzlUolk0nGWDgcRlePmiqySCTS398/Pj4OPiHFWzo0NHTmzJmhoaHu7u7GxkZ0l1J+mzJoftvQcUhNOSBMKhWmrGEPK5fL+XxeET3hSAG1KlXzKsdOah8mNVAG5UHrh1UN/oP20nGjsdTDhw93dnaKxWIsFkNf0IaGBkU/fqAoFYlfpJSFUjGVTucK+bxdMokkM1xJnKTj2MB670c7khC1+MfKT7zOBSMuJeJqyKlWXidizz8rhJSCuZx4xV0kwYkLxF2RGWeCS+6Si99dYlK4SEkYkki4hiQmpcFJkiDGLI8VDgbqIqFoOOTzWx6Dc3JFuVwqlZCcIaRo8DsC83hBkmRUdouCXGUXK0CSlMx1bdeVUrqMGXDMGWNeyyeQc0fwlAlXMslcKZkUtmFY3KBAwC+lYFLKQskuC0EulyQR66xGPMkVFUuQKm70nry/hP57HhuVjrv/dSAiXZIukZSCCSnJZZKkdLnBHeFYhskM7pIsu8J1XdsmzyvuSD1dpqizVI0WnLNgMBgOh30+36+gIlXFS7FY3NzcRPHuwsJCKpWybbu+vn5iYuLixYvoAadQbh6Pp6ur67PPPqurq9vc3ARNTEtLS09PT0dHR2NjIxoswxlXW+/DcbSVqAirbifr6Q78CT1DYrGY1+sFatTn86E5lOpArfCDbyrTrWMUEOCv4YhU3oGssrEqXnG8vr6+fv/+/f/1v/4XWh43Nzd/+umnQoixsbF4PH7gl0ri7LkRSVK6qLsDUJabFmemI1B2AnXsMknEhECKRvtZSTLs+ym5weg5HFIVJxsesxKPlJwqMUTOmJCua2A+JKr5KtByYUOpdxQAAIAASURBVBl6OsIkTsQFE4ZkkhkkJZOCEzFpcCEYCVMyJl2DC6/XioT8kXDA57cMRm6p6FZjvARIuONWYFKVSZBQkdIVkglb2JI9Xyqcc8b0wwyQciFxF9xEVFTD6QBww0kKSdIVwuPxWH6vaTCSLhEr2wXOpBSMSxKcmOSuITngnbLCfyaZ5DggichgXJnMnBFUIUkGALwkSVK9ToykENXSH1idJpHLmGkQs22bk2twMAoh5SI8JtcjyS8UdUIjsAOUSF9fH7qBo9kceOp+HZLHfD5fLBbRDGpycvLWrVv37t0Dj3Uul4vFYru7u7FYrL6+3uPxKHwS5zwUCo2Pj/f19YEOGUogHA4DLAizFKgSfNGvRn3066VralR+TRxXz4FEIpHBwcHR0dG1tbW1tbVAIBAOhz/66KOenh7ELvVLQVWpNIvKmbBq11DV+xzL5YUDPrCofv+wa24nk8lMT0//4x//+P7773d2dkzTXF9fLxQKPT09ExMT+Xxe0dtA/6q7KNvC4/WRJGLgFkQ0W3Bu5vNFSaZhWK7rmsRE2TFM5iJXwjgRMW5IeMf0/CdjjBhnjNfGItmem3KlIgbH/xGRy4gswwLMRRLDcVDJVgmt1rn6AU7MMi2HXBKCgU1RErlCOLbpsQIBf30kEg0FgwGfZTLhlqRwDc5IOLZto85MVluW245tcsPj8ZRKZcaYkCKTz/j9fqdcFtLxer3YSIFAoELlTURSsirKRrguI5KSua7risoka6cvE0Jwy+SM7HIeHWACXh70x7x+306mUCiUJOPMsEqusMsO8JamaTIybKdEbgXm6bouKOmYxI0+jz8i2SYr+S6q/C4lSckZScF0tU1MCFlZrrZtO47jlm27XGaI5hJxBpt53246aE2qNvGAx507dw7t0lCU0dLScuXKldOnT6Pz7atmOx1HQH0rljfXrbwiROUVIYRhcNt2dnZ20EhycnLy2bNnqLBeX1/H+i+Xy+l05qeffu7rGzh16nR9fQOi4SqWFY1Go1Vaz8NQqPv35m8e9POqwhgLhUJ9fX2fffaZz+dbW1sDUvRPf/rT+Pg4ugYrY17/1IGxW6UT30YiD+sd7n8+n9/c3Jyfnwf2gqoN5DY3N9PpdCwWU+obMZTKZ6Xg3BSShOsYnFzXNS3D4syyLC7Bw8pIci5dWCVMpaGJqBJQw88DoHmMAbj3fLw1g6/+KvRFxt0qswK4FmSVJMdxD5wBx3ENg0MVCddlJDwGNy1v0OcN+f2hgMfr4cItFR3BpOTEXLvSCQOqYU9eiwtBslgqVoJNUgjwkIvKkxVVgUHxHAouRGVVcOLcdsXzMtNqTEYSSSYEr2SVK/PIuIiGAowxzmShWC6VirbrMmaYXk85XyBmEDmuAP0aCrVdrgjlAHPCySGR76pOqPY7q+DuBarrKx8VjDEpGeNkMO4aVVdKTazQfh69cLnWVRxBwJaWlvHx8ZaWlkwmUyqVotFoT09PV1eX0j6vJJpNUPnJWGVRua5rmgbnVC47W1s78/PzMzMzs7OzDx8+vHv37vr6OuphAHLM5/NY9mizgX++b5wdB8p7pyKRoWtpafn00097e3uTySQReb3e3t7exsZGquK/FPljTRNX3QevUYtQT2/WMWeKkocx27bB2qRecRwH0HeVxcOYtVhqxVLgHFG257rgsO+Ft6aHRw8LMOlY54OvU/1FB3UeWAV04NXwu+s63GMYpimF6zplkzOv1xfweaORYNDvDXo9nGS5VHDKJekKzitoUsdxYMpBRYJsGPmxUqmE54sNZjEmBXMd6diCiErcdhzHMATzGZXqTFcoH4K4Q1RWKhIAPUXBoGZM3SnnPOjxcs4tw9jJZmWmUHIcktKQBrmuYDYRySogVAjXdV3G6cB5OOxFg3GFATjsYeklQ8dYiuqamItgMHjq1Km+vj7UU5qm6fP50KYYNTavuM7xFc8LyTlH0AP45XI2m11aWnr8+PG9e/empqampqZ2dnbQ2hcPWl2qUmikha2qGPv3Wt47FQkTA1Rp0Wi0UCiAo7tYLELHyWpR1/68jVqCWBzFYhF4K3QOAMH1m1KROiUPIuLNzc3d3d3Pnj1DUDkUCrW0tDQ2NqJ1qq7U1BVc4TKDM0ZSSuJMsX4dWPAL4ZzvL5g7RtrqwABITfBLj36ola10DawzziQJ1Ha7FmN+jxUK+ENBfywaNhhxko5dcu2yXSqKKmEEgh7YQvrJodpG47GWSiXOOfd4oEnhleMNilRV9bau1k2SYwvU1ZCm1lUcWS2SSuZNEgnX5zEtK+z1er3WLt/h2UKxXCowEmDCYBphPgpGD1u3R7yuHOz979wPMjvGUlRhcax2haOQmrDj8rHCocYvIFCWkorF8ubm5srKyrNnz+7evfvo0aPZ2Vm00gSigzTKmGAwmM1mgd7r6enp7e2Nx+OGwR3HrXbXOHR9vnN571QkCBlVWbcyu1QsT+k4VaRI1VWinNydnZ2NjY35+fmNjQ3XdWOx2ODgYHd39xvscaHKTrEO/H4/cK2ZTAZ9ShOJxMTExNDQUDgcVotYbRi1sR1Hck5SCAMhVM7Z3uLu2gf23NMjqf13/2ksNWrJA0S46iLPVSGR2BM1e15Uw55fX6rMOxGZBuNScCENgwd83kgoGIuGA36fzzRdp1wq5V277NoOr1jcjuM8T4iRZkCpNrCqFFcV72MNqF/w3PWdz7RWtPrOUuPXbTQVGxFCcC6kUzZN0zI9RtDLjQg+v5vLO0w6wpGMuDAr/OeMc74ncgFRsN+DteQhRpJSmroJf7ylqFYL2n4o+jJ15aPD6y8jGBoi+5xTNpt7+vTp5OTk3bt3p6amnjx5srGxkcvlyuWyz+dTj1Lt5UKhgFYo/f39V65cmZiYqKurY6zSHeQ9l/dORZJmqqiQk5TPifWVUaDIrvG6KoUuFosLCwvffPPNrVu3FhYWOOfxePzSpUt/+tOfBgcH3xTPnd5jGoZtV1fX1atX4/E4+hrG4/FTp06dPn3a7/crFrUaZ0pShdmFGRY8OYO/wCSsbKx9ZY50iKN3mNQEKCo3xZhwqUY/6i62bhNJKZkUpiG5lJZp+r2eukg4Fg0HA36fZdrlomOXnHLJtcucKlRrnBtl8Zx/EFFIZRIyxtDPGpxXhmFYlmUSmkBUzjav16s+omMPcEeuFAzpqqqBX2O86+FjDMPgJIUUjmSM+UwjFglyItM0t1I7UgpHCDI5J3JlFX1Be6zpFwu+eq+jLaXEv55XpB8eMHmhsGpnWhUnUfwO+uPGV7zq+tcHJYRgjPL54sLCwt///vebN2/euXNnY2MDaGW8B6UTpmmCk4WIfD5fMBj86KOPent7x8fH0S/eNE2VCHrP5b1TkTW1wDpdHRxtJKbZ3np4mBhY9LlcbmZm5ttvv71x48bm5iaocNPpdEtLC5oxvJFxKhWp8unxeHxwcLCjoyObzdq2HQwGY7FYJBJRvR6JSEqJ7hTZbNZ1XW4aAX8kEPB5KoRHz0u/j5gfosqxjt3PNIPx+dQdFCDThUER7zVhsHWZlCQVUkZUIkbaLTxXkSSkENwgv+UJ+z0hn9drGOTYZadctovSsZmEhhFMAj7Dg0GfcrGh7KDO0K5LhZghpmnyKssL8p4IWSjQmDIhK3acW2kbiRd1IlioDOj95yqSScYZR3ENI4OZAY9FkaBhWfl8njG75Ejw/pIQzmsEzfY72pVIETFdb6r3vNKVcY8ITyndXRNzfE0tTBV3mzFGmUxmcnLyn//85+Tk5NLSEmlpMTwX3eRvbm4eGxs7ffr0+fPnu7q6Ojo6YrGY1+txHERITlTkq4vymPQm98pSgD7S0xo1UFLGWKFQWFtbW19fTyaT6MW+s7MzPz+Pqv43OFSMkLQ0eiQSCQaDDQ0N2N7wHxFcw+opl8s7OztLS0tLS0s7OzuuFH29pxoa6hNNDfWxqEoBHWZFMkkCkOZD6AD2/zx6ntXUqeszxsjY46Iqi3K/6cRICMc2DdNnGn7LMonscrHsOtK1OSeDM8tgknPpCiR+GZN+r8cRUvli6voINSLAD5sI0auAzwsmsZqZUa66zsIpiDlu5cVKfzHt+rgFdQK5rmtwchzXsEyDcyGJMeImBchijAX8Fg4BSUwyAmBdciY06+yFSZsjnsL+8+Z4ixAqSSlEfX50C/rYvrY6RtUezOVyi4uLMzMzOzs7qJErl8uK4QWDQStmcN9OTEwMDg42NjbW19cja0RElmW4rnQcgV5JB33vSSzySGH7yBbV70fgeBSRWj6fL5VKqLgC+6aUEj0Oj/jSGg9Xahh19YoeOdK1M17fH+vUARmlUimXy927d+8f//jHzZs3NzY2QpFwZ0fvv/3b7z66fNHv84TCYSJCOmKPtyuElESuAJnPgdOilAj+oYa7h6xME25olLT0/L4skzMBBgoppBBSSCFISoNJIhJSSJLEwMtAhuRBvy/k8/g8Htd2MuUdTsLj8fg8lmUaXEohHads22VURknGDdt2uWnh6SivMBAIZLNZIvJ6vXheYC82TdNg3Lbtku14PB7HsXOFIhEhcKEIsnw+wzAM4pIxYRicqjXCKDJBjk4nuRHVrLoUTsBjuMIRtpTMIC6lY0tmekyzLhKWMlvOOo4rBRPQz5yYs9fAP1Ah6lqvwhSJAK94niySwsXbARFV/UJedafsD1srY+JVL4WMqGVZOK70Uj/ODcaYx2MKQZZl7e7ucs7RvARVcDjtIpGI1+ttbm4eGhoaHR09ffp0T08POkSFQoHq8JT7xd4/kvUD5D1Vka8qunbzer1NTU3ouQziXp/P19TUFAwGj8gU094YKO1T07TXinnVYx+WSyqVunv37o8//vj48ePt7W1uGnOzS5FIqK+3e+jUAFXjDCqkIIRgTEhR2flQZzWjrZkH9Uutxbf3WK6JRVYMWBLkCql9pAYxUzMhFomw1/AYhiHJJGlYhmF4LINzg8gVZccuFfPFYt4p20I66BnrOIIZZqlUUolpFJZBTQCHgLkql8uO4/g8XpWFU334AN7SbxD/BG5cJX/0xI5eKKUVF0jXdaXkXNFPkCQuJUmvx/R5TI9huq5NAoqRS2boMZDD5n+PFf/8tKqeRc/z7Hse0/Ec7TcleByu6xYKBcwVjhn0N6fqsYQwF2p1wuFwoVBAN5FQKNTQ0NDW1jY+Pt7R0TE8PDwwMJBIJFAR9/6YhMeQD0RFQvAkgsFgb2/vxMREuVxeX18XQsTj8YsXL46OjnZ2dr7qNQ8LCx4DZINk3/Ly8tzcXDqddl3XFS6qEcBbZZqm41b6BSuYtFJKjDHOGUmn+u1HZUKr4UR5INE/Y8x1RQW1s6fI0mBCMtqjBQ50Ayu5DiktJriUJF3ODK/lsSzLICmkk8/lyuVSvpAtlQqu7RCKCBkj4sQNwIl9Ph9UG7xgNMzQPcSaxPdz00zT2gqCDoGKhGmDbS+q7JN69gZ3wZl0hMAeQJmjQn8HfP5yyckVSqVSySk7jpCSGYZRiWMe6GIfLM+h5XtUJO07z96tikRQOJVKgaGVMeb3+xsaGkzTg6SKmsloNDo8PHzp0iWfz7eyspLL5QKBwKlTp0ZGRk6dOnXmzJmGhoaWlpa6uohah79p+UBUpNSwb1CR//7v/97R0bG6ugrKvMuXL4+NjYX1lvV7ZX/br6PZwl/ViiwWi6B9RnSyEh4yDcv0ERGKECzL8nj93KhCAp93ajRM02BCGgbT6wgPg9TpW+6wQk9FVkRaGJdLYoZgzKy5Du2FaqpPmZIc+MvcUJTXtl22bTuV3LbtcrlcdoXNCaSzUpD0BYKsilVA+S1VIyQYLfaqZVkqWy011E6NslOKlapBSbCmY7QwcGCY68TXak4MxqVwiHPinFU6PnL80+Oxin6PP29lctJ1bNt2mGEKYR2tIg9Amx6iImUlqf0GEilvRLLZbCqVun79+q1bt7a3t13X7ezsvHjx4sTE+aamJtPkgGARkcdjDg4O/s//+T+7u7vn5uaKxWIikRgbGxsYGGhtbUXxNbSq68oq49m7vbnXkg9ERSqBM5hIJAKBQGdnJ6Dj4XC4ubnZ5/Md0QZo/+sqe8C0LmDqT686MABZgCdPJBKZTKZcLnMyvF5vfX19Q0OD3++vRH8k5fN5y7Isy/II4qZFgikVaexrTq8UlhpbjRAdmt7R/l15Sff+pIb70cHY6nulkAHGPIbptSwuqZjLF4vFQiFXKpWKpbzj2LAfQdMAKmquAT9hL1NVu8lqvbbq/0VEtiMcx2XclcQdNGJA70BUPXLO0E+MiBuGYZqymk7BsCvU41XlWxNKNgxDVjrdc2aAPo44NyQzOOc+j9fn8VqGyYR0XRcdGYU4yn6U+wBbDMhHVvu2N7Pc35xkMpnbt2//v//v/3vz5s1UKpXP57u7u9PptN8f9Hq99fUx/bbq6uquXLmSSCTAAhmJRJqbm5G6saznnMDVbuZ7inN+c/KbV5EHaj3LsmKxGOIgiP0DKfaSndJg6yFeBiyFx+OBycM0jshXGifWSiwWGxkZWVxcDAaDGxsbltfT0d5z+fLl/v7+QCCgLDXAAy3LMl1pWJZ0oREqKvJAUKQ+eF1UoKDGv6upP3keIKNacI/Q+pvXqEghZDToM7khpSwUCplMJp1O5XI52y55vV4hHekKzhkjwzRNy/KaJkefClbtlaZw19CJwPTgnzr/CFABygxElkCZk3guULgqtSr3dphSilJ9Y8VjMAz0tK1GYyXnXHKSUpqm6fN5vV6vYWTR1VEIwYkj96Jm/kArsuYBSdofF2aAbj0fyTuVYrH4+PHjO3fuLCwsSCmBnAuFQsPDo/39/eFw2OMxESkRgjwe0+Mxe3p6QLAmhEAmhzESQrpuZcEo+/FERb5L2RMa1wS5TgUhphfVGCjt6TjOzs7O8vIy2lF6vV6wHzc0NIA1HQXXr2oIQO1aljU4OCiEOHPmzObmpmGZgwNnRkbONDc3K31UtitBOkNpk+foDRJS1JiQ+50+ndxBqcIabbj/9co/hcP3XrByJFQ0SOVLgalkTNq2Ld2Sbdu5fCaTyeRyGdu20cDLtLjlsTwey7Isy2ty02AGdKWlyg318wbGI7xjWQX0QCFi6qq7juMV5ZUrZk8VW8ArirOZVbubqtusxjAMRxA4kXi1NxmXggkmSRiG4fP5UOBcdF3hMuDH9Rp5OjwqXbHuaR9SSs8K7i0xeoeKslAobG1tKYIJIsrn83Nzc+gRVrOSiZjrwjBnrlvhVcDeUpaj/qETR/tdilp/esl29ZlxRLXwYqlUAgrkQFHas1AoLCwsXL9+/fr169PT00QUj8d7enqGhoYGBga6urrgFL9qLaOyjBCyKRaL6XSaMebzB2OxGCgLLY+PiArlYrFQZoyICUaSk3CkkJJLcpngLrmk+upVr0x7jwqlImvUn14to0+dAh4SERNSkmSMM8ZElcGxwltAkssK4rpivpHM5bNuqZjP5wvZXLGYRxIZWDnL4w8EAqFAwDRNSa6U0rUd0+SMSc4xHgfGnetWCJAcx3Ccsuu6QjilUtEwLMuSjuNIVziWZXJDcklCuq5bAdO4QjDBhSGYKx0SzDUMgxgxLjnnhsmIyBBI9QhiTAiGc0Ya0uSG4K7rkiAJD5xjnjgnxokz0zIsy/J5TMuyLG45JEmQULFg9hwoejAGWoLvQT7XfHt4oCvUnXr48h2qSL/fHwgEIpFIMpkENg5OGKDEUkohSAhhmgoczqoFwczr9WL3OI4QQliWyRipV6pewm9VTR5TRT7nVqmK6qGhy36HVLzpPuWqnhf/1M0HhcTGn47Qj+oWOOfwOP7xj3+gOAfW6J07dzo6OsBiOTY2BkUZjUYZY0izKENGHwYQeXoqFuE2dEZtamoiIiIGAj7XlZKo7JLX5yciIR0mHZI2SUFMEiPJSHASDlE1mV215mCPVHkM0bVZSCYr/FuSIxzGVEMCKaVwNApbrTKHcRN8BSj9dqlS9myZJpeCkTRJciJOklxHCndra8O1S8Vi3i6VhRDcINOwuGFYhmUw5vd6LZN7PKZpevL5vGWZnKTXMjOZTLFYDIfDrnCLpaLHY7qubdu245QNw/B6PY7j5Ev5gNfHJAnXNgxTuLbt2MzlJjeEcKUrTMNynbJwXK/lk+QKV5oew7GLls/n8VmFQoGEaRhGuVjw+/1lu+y6rtfrdxybhPSYXrtcNIwgN5iUruvYwiHTYIZhcEmMpMlNx3VMg0fDkVzBzhXK5WKJc49hmFIyyYSUwiWXpJTkqidCEqUOvEqjS1IKIqHHIiuGM0kpBSem6mir6fs3tjXAI0lEAFShM7PH4wGOR0WEYVuYpjkwMNDT05NOp0OhULFYjEajo6OjFy+eNwxmWYaULkjhOKcqhUJlvyv4t2nymsPiNTXjvmIx4pxcV6rUgO7Cq99t24WPD96N15RjqsgahCDTiqn1iPj+MNn7EHY5TGAZ5fP51dVVUGAAfI4Xd3d3V1dXnz179vDhw/b29omJib6+vra2tkAgQFoHHhAj64YbYHqH1cayCgskaYy1TFZzJkI4zCAhhGBcCDIYYxw8kFX2PqnSNQaRIMaZ2AN4dJkeZ3z++Cp5kr0jISJXVkwiyUgoc6fCzStNIsYkl+TaZbtQKJULhULOccsOMteMIWxrWabX8nDOGZfVSKJlcm56PGWnZDtl2ymX7VKxZDrCdVwb/y3bJcPk0hVuEUBIWSqVpElO2SazAsnkLpeGqPTPk4JIIF3OKvyYQkpZtkse8grpFotF0zRd1y4WJecmETEpSLhSMukKIYQrbMcmF1SSBjHBmDQNwxCMuY7BTdMyDMsyLcuyPKbpuMQMQZw9p/TgRK724KqBCPwN87mfFve5A773lTe6L9ROLBQK8/Pz6+vrOzs7nPPm5uaOjo6GhgZW5fEDciMejw8NDX3yySfhcDibzTqO097efvny5c7OTrTTomqEdz9M4u2JmhKtVpaUCnFdSVUFrYxcUrRP9Gb4KF9ZRer+LGmxqudACsOgSpvm59WEUou5/DqT+6oC4AgUXKFQQJ01QmNYTJlMZnd3d21tbX5+vqGh4cmTJ8PDw6Ojo93d3c3NzcFgEAkWqpKf014sy+HfLA901LSEC5OSkUDlNAOxd4VModqygYg440Ss8v8SjbAE8C+A3KA9w/OtaRBVPwvhFY7YassgRuh5BWEkeKUcXDqOWywUcul0Lp9xyiXp2o7jEDHiBjcMw2OZHg9KzRxXOk7JcB3JSLqSk7RtWzIqlsqlss140SXpOE6hVHZdN1coGpZHSlkul/1+P2O8kC9ID5XKJUtaxCvLzDRNAJglMyrsDKwSWLCYxTkv245p+bhh2q4wPYbX61dxT+JMMhJuhbCSOHMFg4o0TEZ4jxCSMSG4xzQtw/R5ecDrCXh9dlm4xIRbeVjVpcw4e86loj8RTfExFcQl5VrJCimGHoV8g7sDtyyEmJ2d/eqrr+7du7exsWGa5qlTpy5dunThwoX6+nrgB9CXFdhGn8937ty5QqFQLpfr6uoGBgbq6+thBKjLvnFH8CVFV5cQnf4VNiPEMJjrvjHMwCuryP3JAaUHy+UyIMFUZWfRYcmqtpoOSUO/W4HpB27KhoaGpqYmkN/hHpEWcBwnn8+vrKxsb28vLy8/ffr07t27Q0ND6LmRSCTq6+vhdNfMzIurwTRYCB40I4MkY8xAgTDjjIgkI1cKLp/vJbVUmWkScSZJEJckJbmMDLfCUFMLaeIqXVP5SklELhGujK6vULfVekdhcMaJM9exy3Y5nytkMrncbqlQ9JjcJc65KSvwGZORwRhzpHSEa4Gbi9uCpBDCIWHbjk3CcQR6WsG/LJVKQlCxWPT7g0I4uVwBAKFcsSQlgwuPg0r5K+VyEVxbyINBRZoer9/vL5Rtn48YM4RwOOc+nw9NHbSMdhVNyZkk7pLkJGSZoWtrRUVKwxTC4twwGOAMhsFcWxrEq50hySDhEmOMyWoHIl49uqhCfox2QXtUpHpiVQ5vHZr6Jpe0YRjpdPrWrVt/+9vf7t+/n0qlDMN49uwZaKhCoZCilcRZHg6HBwYGuru7YRmgZxRmG4aCSn/9GhvyEFG+c+WgN8Dw70gpd3d3GWOBQKC6B8lx3NfnW3tlFamrOdqb5VhbW1tYWEAb3Pr6+o6OjkQigYBdDbTwPcSFeb1eRKbRFmJsbCyZTM7MzCB5WqkXrqZTYWamUim06Xj8+PHQ0NDg4GBnZyfClKq7G2JMr0r1LBm56HdCxAidQzlJMPtXsyjVqYT1Ry6yEtXkDChkGGPMkHtJIVnFUXye0VYMkYKA0SGq4lo4OsISMwxOwnVdt5DL5zK7xWzWdWzDMBiB40USq0AaiTMhZdm2hRCCkWBEkpUdUSzmSyg6lEIQ54YlK9pclm3XcUSxZBeKZde184WSx+sl4uVymUuy7ZIgV7KK/WIJC9kDyxVQka6sxDQsIYmbxZKdL5aldG3btbyOybkjJCcpiFXT5pJzLgRHOZNycxSPJGNMkum6ruvaUjKDk2WaJmcFUWbco5OicVZpXVN1tGtUJLHnLx+qIpUl8QZVJO4ilUpNTk4+ePBgdXUVdzc9Pd3S0vLRRx+NjIzspwFHBAbxSm2JPXcTFaXWW96OLyWwPAqF0srKyvLy8ubmpm3b8Xi8vb29vb09FAq+ET1zfBWpz1S5XF5bW7t+/fq1a9cWFhaEEM3NzZcvX75w4cLp06cx3QqP9q4n9lDBIggEAoODg7/73e9M07x79y5wD+l0GqEDAFaIyHXdUqlULpd3d3dXVlbu3LnT29vb39//hz/8YWJioq2tba91cBRI6EBz2q2KZNx1JSOJfc73XUc1EtFekTAMZSUAKfneqg/JnseVZCW/I0miobZkUlClRYm2eYR0bKdUKOYL2UI+59glDoPOcakSxjUMbnJuEHEpmRCykgvnTAhhu07JLttuBbsDwZQKIVwXJCMlw8iADymbzQsh7LIr7Lxtl1xXum6F/MmyKneqkcZVcmWOIG46riuL5ZJt2yRkoWCRcNQjMHmFlRnD8Pg8uULREFIKQqXccwpeDjOzZEsupfQY3DAYCZfzyhp2SQD8gxx3pTrrABUp3okVqSo7s9lsLpdTyKdsNru1tYX1rLirSREkmyZjrFwuY4qous1rvJB3uJH1r+Wc2bY7Ozv7yy+//PDDD8lkslwug8r6k08+GRgYeCMtBo6vItXv5XI5m83ev3//iy+++Oc//7m7uyuECAQCuVwuGAx2dXWBP1yf2ffNy4YoOzeRSHz88cctLS1nz579+eef5+bmHj9+DC41RU1K1apV27aTyWQymVxZWZmdnQVTZF1dHZyUV71ZhrZTktyy7ZTKdrnMhLRdyQzuSGEYhiHUG4n0cuOK+1ElH6oMsvLu59yKrKKRq0HG6iat5LUlSM3xrsrFGXFJ5XKxVCzks1nwpxqGwUgI4UgGkA1nnCRnrpTScSphTekapZLjOEI6jLFCqWgYBoizYG8qvjvXdYv5QjFfQMNYznlOSBStC8dxnLLrMsepVDpZVoXVwrJcEAA73krawfBYQjBiTLi5YrHo9ViMMbdsA8fOGLMMU0ppsEq8eC+uXkg94y9EuVx2BEn2/2fvT5/sOI4scdTdIyKXu9VeKKBQAAEQIMGd1L63qXvm62/GbOzZe3/lmLVNd9tMz7Rao9ZOraQokQRJEHuhUPtdMjMi3N8Hz8zKKiwiIarVfE9Bs2Lh1l3yRkZ4+HL8HEIAl5jEGWeIG/hk3c+NbflFGzrrx0BZhAFbP7J+TcMvpznKbi7yszWROqtpmi4tLS0tLU2nU71x/X6/3++r16KxUXujpWH4b7s/NcTWjFmrYd2Fsv75RptMPI6YOlnAOTg4+O1vf/sP//APP/3pT2ezmfd+bm5ud3d3YWFheXl5YWHhTwcbPU0usnvu6URPp9M//OEPv/rVr65fv66Hz97e3h/+8IfXXnttNpulaaodst1i9591fp9utO6hUoEuLi6ePXv2pZdeeuedd37yk5+8/fbbt27d2t3V7hGvqTFpeubKslSdo3/7t3975ZVXnn322fn5+Zab/pN9X9ZtpkGbD2UM3vuSmD0LMjEzGMOa5BRQMfsIQgKMmBirxgGk3ucoIhIBHt6Fxw65Y3cTBURtKInUvicBIHLwviqmxXTCPlgkciaG6H10ziEQUs2sEaPE6MGDsRhChQiVL9RVUXQU+1CrhBNFH9Rb0V6mUFXKxpimaRnCdDodDAblrIgxohBwrfAlCTQggVq4hoOaSLA+TKczxfbPZrPBoI8syoMtENU/EtHeGfHeM4gwsLBOVLcHRiDGGEQkIglYZ0zqjDUSRBhYp4VBm7qBP/FyPrKPcuzBz3wx6wGQ5/mZM2fOnj27t7enkNWzZ8+eO3dubW1NMXC65pVWVbFBun/VCdUkL3SYPakjuPhnHbrFuvPTnIvHHMPxePzhhx/+/Oc/v3Xrlu7H3d3d4XB4/fr1V155pd/vp+mferVPU9E+oZGgeVzVRG17whBR25DbyLTrrj+sRNjNbCrUpr1V0JHDfrifQT2Rh33b7nhyF8SJ0VUCUcTDmTNnnn322Xfeeee999776KOPrl27dvPmzel0Op1OoZOp0Rzlzs7OBx98cHBwcPbsWe2Ha5PcaiYUqtblyCiKIh8MjDExijU4mRbAIjGEUIWqRBNZmNiBiHA0Cq5iERUorcEQ5GOU2tI1fDb63SOr/SJVZkKMzSwhooCybjcKVoCEBEDKw2YQjTEcYunLycFhVc5ijKIkksAAYCxGZgBB1hnWeogg4mxWEMHh4WGIFRFZSyQ8Gx9aY0Ak+CAiELliPgyhRiMjgXCM8bCYiYgztpzoJ+JsUswmBQIZY3zp1UUqyeu0jw8miJgkmXMGDYSy1qENZenznnX0YGuapmmWZQd8oF/cVZ6IisrrNdcmAFW2l4gImQE5Ro6CNsHEmTyxqTMYqdReRmNUthvIOGMrDiLSevHQgCNrLOpDXmTNdwlHrBzM7L0YC0THkAYIICA+ePWCoYO3fXLZ0znX6/VeeeWV8Xh89uxZVW194403Xn/99YsXL2otW69H1+SJbghE7D7yCS3jE+rdVVW1rfc6vPcA1Fq9svS7u7uHh4f7+/vT6fTBgwdFUfR6vZWVlY2NjZWVFaV0aTa+KNVmVVWz2UwTTYpI2d7e3tvbkycqiX7y8ScF2jq0Ty7P8zzPEVHNf9u8dWJSHjlaz1QZp/f39wEgz3OtkGh7fEt4Bcdd/UemG1rq/25J/emGdh3Mz89fuHDhy1/+8vXr13/729++//77v/vd7zY3NxU7qcx6utSyLNOpOEFo2JYONX6Uhj7H1PQOtUkjAGvIErAEiV5iQGmqyiICxP6ozNL45DoD2nGDIlEfaQ8Gfd4JZ7aemQafdHRQo3R1EGsa8MqXxSxUlcQozKAa2xIb6l5t2tGkpBYgBFFijD6U7CsR8QY4AkcvxsYYNaAGJctiYIYiRGPA1VkAIARrxCH3e/22YhZD9FXVfC8N+rBNekjFwVHlZyYxWtNEa2fCRBSlJjNvdR1EpFXubW9QdzAzUAAhAZAYyNjUmX6eh8kMVZVbwNYNlNq7DV0u0nY+ReoebazxrG2HeFP0OZ5bNoQAEDl286zSMB7Vm7ajlPlkWpbhcPj888+PRqPXX39dGXBHo9H6+vrp06eVd+ph0N6fOLoUzm38rjwJrSlo/SFrrQiOx1PVlb1///7Nmzfv3r17//79zc1N7S9IkmRjY+Mb3/jGV7/61bW1tRitVrGNQcQkTdM8z5W5UhOsxpi5ubn5+Xk1IH/6N/rUb/HwVGoJ7OrVqy+//PJ0Ot3e3gaA5eXlF1544cqVK0oh8eQ30TukLti1a9du3LhxcHCgtmZxcXF9fX1paUmtcK/Xa52y1kp2tVDae/PIQ+8pwEZqStTqraysrK+vb2xs3Lx58+rVqx988MFbb72l9RwNVbIsO3/+/JkzZ1Sypk3fQON9xxgPDw/baMUY08t75vilIkfhCD5IqCQUQiTMLEZEDBtG03orUmdnDAAYsgiAaIRQmlqN/ll/nhQFswYRUZCIBAgQgVAEEKhbO9CqVDmbzWYzDiXGQBB110LkyBHJsGrYaKwaI6EAMHAMoQoh6D+DZ0QyCMIeIivIyRIYQ5YMIqbWaTt8mqZZc9JkWZYmPe/9ZDIbj8cHBweTyWQ2LUMIIXCjox1FBGIIgX0VATgGiIaSJAlUJ77RmOgrDkfMklVVJVnqnEusMQZFqO3bVrPLwCik5j+iN4Rp6kbDflFVLFyGKFD7gMxKakZHlTTSO4Qt4Llbq2zuwiM6LPQXlrqKYsgAgHBk5vF4XFVVYp3u/G4O8ZGjja76/f6FCxfOnj2rpJw6w7o4FeX258t6ncBKd/dC2/n24MG2qm/fvHnz5s2bd+7cuXv37vb2th6KWlNaW1sDgPX19eXl5SRJmGtMOBEMh8Pz58+//vrrv/nNb9Q/W1lZefHFFy9cuDAcDj+TnMBnYGWVoOXVV1/d3d1dX1+/ceMGAGxsbLz66qsvv/zyI00kNkjJdqZE5MGDB2+99dY//MM/qOakQhRXVlaeffZZreIvLCysra0tLS0pb1jb9qdubPfNP5PTo3upWlw2xiwuLvb7/XPnzl29evX69evPP//8O++88/HHHx8cHKgR/8Y3vnH16tWFhQXoeMcxxqqq7t+/f/v27Tt37jDzYDCYn58/d+6cXTZJmjYziQjAMYZqChKJI0aPQhyDESPMkQhrDxHgCMpDiEg2AQBGVcvSqBkAQFjh3yQkBgwYQDCADExCSg2pWGhGMUccNg3JgsQQqqqYTX1ZEUTSdkQWhsAcYmSU2DTNsYjE6AMHFDYGY6g4RkIgBM2jJsYOelnijKan8yTt9XrD/iDP88WFhSzLhsNhr9frZ3mv1+v1elmW9fvDqqom49l+MyaTWVVVO9u7ZVlOp8VsNiuKSvMeRTEFK7NyGjxzVTBACGASyPJeqGJZE/qiiJS+SoNP05STljDEKC+GtSgiaGqoo6IxjURnqd/P+0UpWDKzjwyiZGxGmDsQVaibr+HopOlWtGvKImhcSejkggFY6tOUkABgVsy2t7YODg6uXbs2mUwS61ZXV9fX17Wt6wnrvG0u1HhZ+QG0S1g7wTTP04Zln5WhbDf1iR4TOF7G0OdUVfXb3/72f//v//2LX/zixo0b29vbehyrb6FP897fvHnznXfeuX79+pUrV0ajQUMXXZvIV199NYSwtLSkztn6+vrLL7/80ksvjUajv4wX2X7b1nyow7yysvLd7373lVde2dzcBIDV1dWFhYW5ubknGPKuiF2M8d69ez/72c9+8IMf3LhxYzwe53muS/ZXv/rV3NzchQsXlpeXNzY2zpw5s7KysrKysry8rFoZGtFjoz2PDR9Mm4xob8lTRBPS0Dq1Vlh1Sufn51dWVs6dO/faa6/duXNHYatpml65cuXy5ctpY/Xaitb9+/e/973v/eQnP/nggw+896PR6Lnnnvu7v/s7+/Jrq6urRB0wCAoKO4OJhdQAERBHFA4xiJi6mlL33ehmU18jICKCEUSghgpfiFkYAcEACZFDADKolWvRtm9EQlGKL2VWaLF8pAjwEDQ7XPeOAAtwjJFr6YgSyFokJIQoGlVJDASWBFDAIKTWpKnL87yXp6dXV4eDwdzcXK/Xy5J0NBqtLi3Pz8/3e700TftZniSJpbquai2RrZl+qqoqS1+WZVWFGGNZVLPZTL3L8Xi6v7+/u7s7Hh8cTMaHh/uHk2lZluNpMR5PvYeSp4KocGiyBtFgIFWS4YDWkLFOk+bWWkEyYAwSM6udghgFkZxLLA37A0HrY6hmZYxMYDWtcczEqL077uFhw9gENdUmt8/p1tIIlUSEAGA6m77zzju/fPPNDz744Pe///1kMkld8swzz3zlK1/59re/fenSpT+6nrt+nDFGW54etlxPCNg/7eh6xK0nW0Mgmj+1DAY7Ozu/+MUvvv/97//+978/PDzUxL2eEA3lvtHmn/39/aIodFvp2zBLCGItXbp0aTAYPPvss8pRND8/v7y8vLi46Jz9TODXT29lH05snTlz5tSpU+fOnUPEwWCAiCod88iXwEONOoeHh9euXdvc3Dw4OJBGEq+tAn300UeDwWBhYUHL+Wtra2fPnlWA+tLS0tra2vz8vPqVilGATieyNL3ST3FUah32SGOv6b+OMQ4Gg36/f+bMmYODA/2mzrn5+fnBYACdvkM9tN9///0f/OAH//Zv/3br1i0FW1y/fn1+fn799NnFxUVj0NQnHquT1UuTPEskZMaQ9waQvScBClETfxBEmKMooTUCBAEwgPWqFATUjkGwAgjIABTBW7IgUWWtDRCguoBMQECCiCxSt/JgLYgoIhLZNjhoEWGOIXhRkh6OIOpNCbCARMW4H+7PehmMhv25YX9pYX5tdXlhYSHL0szZYT/v9XpEhAJZli0MewujvrM2TV2eWmMQOUoMIVbBQIglERCRJbI59bJM6m9svPfeR/1ZFMVkMimKYntnZzwe7x0c7uztP3jw4M69zTv37h2MI4uUZUm2RGeMcWRNkYbcu9SRs8Y6bS13zCyo+VlCrHHxR0uIYt5Lo0hRpGXhq8hCQuo00hFgqLuqH/YidUqhSVN2KzMnxv7+/nvvvfe9733vzTffVOkOg3Tt2jVtoF5dXc2y7HGMU60jJg3DU83+dlyuDj5h99enMQve+6IoWsGMwWDwSAYZ3dpa/9zf31cj7pxTniHNSmlblIYX/X4/TdM2e6Q8bACQJFZpqluYZ6PMzifwG083nsZEnigQd8GlmvvQx1s45BNe3kbcbYaohUC3gq56mw8ODg4PD7e2tlRSeTgcLi4uDofDCxcuqDd39uxZPT0WFxcHg4F+enPsYLtKPq2V7LYZQOdY1iWo2YAkSdoDs/Uf25WnybKbN2+qRk1RFHoA3L9///79+9PplDTAFgESYTbGpIntZ+mg13MoztU0sQpY8Sws2Ih/SYhRBCMI19OGCu4L2tYPQoY0XsQoCFAH66LZSdY0JDT1Bzh+ntHJnqjIwsKRY4gxYr3BIkfhEJRLglAMEaJdXnQbZ9cvXTi/trqyury8tDBPRGUxOdjbIZSqnFVVxT4450IxGx/uD3r9LMuG/X6SJNrGR0RkxDrVXHQIhtBoHV9AimLCzBLBoNiU8jQfDRJmOLWyUBb+cDrbPzjY2du/fffeRx/fuH13c/fgcFqUs9JXVRSJQGBK71OXJcZZ49IkDWni0jRNo2g9hEQEHKgKI6KARGZCqiUlnHNBfBsht9yXOnciAjWzZ4du6iFPU8s1XS8S2hAVMMY4Ho+1iBG8B0TPcvfu3Y8++mhzc7P1qh69sY/Lxmpk3S7grh3/bEHKRVF8/PHHH3744dbWlsaCV65cuXr1ahv2trXWdl1ptdMYo8pF7WVrkSPP87W1tZdeemltba0sy34/V+7erglqWUNjlDbd/InBdn9k/Ek92tCpW7XnlUbWrRoywGMxN+0j6mBrfkp9sRZ42N7gdq9WVVUUxeHh4YMHD5xzP/3pT+fn59Wp3NjYOH/+/Pr6+uLi4sWLF4fD4fz8fNuI+hT2UUd7OnUXk7YYajpZ0z3YtNBoXrwrD4uIs9lM82Utw4UW4wDAHkG9JIRAwg4xTcwgMU7SNHUskQGqyjCIMGk7iucYQohBuNEaFUYGZGaO2mjNCEigZRSpaYG4KWE38JQoYpqLFKlVDhCxrdoYrPOSqE4jC8fILAQCSJqsk+iFgyEhQmvIWvrSF9948epzL159YXV5sZemsfJ379za2dwb7+2GUPmyqqqKEHu9HnLkqoTgo8+JI+e5a5QRiWQ6mxkr1lpDTjMEDV7KscKiqkoB5CICQDEAIvXSxCzMzY1GK0vLy4sLp0/d/ejmrd39g63dvfFkOvMcGDBUFcbowVmThBhZImNATBEtKyiNDQIaQjKIKIyMzMBg0Fqyjkw0QlSfLd3QVX8qIF/7lDoLvp7q5jmIeAJW2S6zNkrVW5amqUT23h8eHqq60RNMpB7hreOi5qn7bk+9HZ487t2795vf/Ob73//+O++8s7W1NRqNvvnNb+7u7n7nO9/JsqwtowOAmr/FxcUsyyaTiRpxbbgaDAZZlvV6vbm5uYWFhatXr373u9998cUX1f1q8SzS4Y5rCX1FTMP3Y/4ygfaJaT1Rj2vPrm6i9OGXdJ+j3U6IuLS09N3vfvf27dvvvffe5uZmm6NsFII6iDMRVbNUVPD29vb+/v6NGzf6/f7c3Jyi6tVWPvfcc1evXt3Y2FB6mCfz4Ortaa+82wt0AspAjUjAw5UieAhBpqIOCwsLp06dUhSUVuvOnz+/sXH+/PkLvmKXECCIoEtsrMrE0ijLloaDKnFooPCFGEFCBpJAzBSjOCa2JrI6CMDWxqDpQYwQLSELBmaJwRoSJAYOIQKAq5XpSXksDBHW0ysgwAzWWATmyCiMEoFFQkQWEGFmDpGZmClCFAB0LvoCI1sLKfJomD//3LMvXX3+y1/+6oXzz5w5tYYcD3a2b13/2B/uL+Tpzp0Zx4DMqXbIFcUBs5/NYvB5ns+mk7aWbYwRiZZYIiAjGgOI0pQapgczDcTKsvRFWRRFWZZlkBAB0EiNaCJAXJkbLi/Mn1lbubN5/8bte9t7+zsHh7sH+9OSyzISQLAxAlVApdgcbYToAluEXpajM8IBySDZKFBWgRKni4SsJSssQMYYqinnpCVk0jLaUddTTRQijQElazAK1RxMEEGiMDOQAVMXwmU0GFy6cOH8+fO/+c1vxuOxtpPm/d784kJ/OADCKvjEPjrX/7gNqIu269k8te04UeTRyObu3c3//b//5ac//ek777wjIouLi7u7+9YmKyunvvKVL2mLVJYlAGCMyfP+pUsX/vN//rsf/ehH4/FYy0rz8/Orq6tra2srKytnzpw5c+aMUh/MzQ1FIoBr6SnbX44hNWx7wHw2ahB/MdbxtvLVmr+lpaXLly//1//6XxWkff/+/QcPHuzt7WnbX5sEbL4/dpNEiiDd39/f3Ny8detWv99/++23FxYWLl68+K1vfetv//ZvL1269IQjt5nco9noQi9b7Fg3t/Bpv++LL7746quv3rhx4969e9bas2fP/u3f/u3Xvva1LMusI+gwTYgIc7AEFkSQAcSSCIoliQBokIEMx0goSIHAIQSGUEVN9YNKbUeJxCjAEPWk9aBdJbWAHxESIZojqL8S8h4VGZBBuSxRBW0iiALGSSRq97UAGrLWWoEqc/bM6tKLz1368pe+8PzzV86de2Z5eXmYDYrZxADGUHBVQgiLC/Pt3ew61P1+XxMjLV182yOIkYRAkBmImVljxsjsQyiralaURTGdTieTyawIe+Mpa481gXMuy5Ms7ZGzi3ODXp6urq7e39m5eefu9Vu3N7e2ZzMGAI5Qlt6AiVgCkQiwxdSANeSsISJDzhgt+tmu9wfAjDUqVVWxgdRVfyIbebvG8HhDj/bOA0iDEMrzfH19/Utf+lJVVT/+8Y93d3dF5OLFi2+88caFCxcGg8FnmEN8ivHIuPDOnTs3btzY3NzUyG9vb08JHMqyFIE2GaqEPc65b3/72/1+//Tp0/v7+9bawWBw5syZ9fX1lZWV4XA4HA4V9jgajf5SX/MvZiI1Q6demK6nxcXF5557TtXKb926dffu3evXr9+4cePWrVubm5uz2UwBAW2OGTts3tBJa6pW/d7e3tbW1s7OTp7nzz777MbGRpIkVVU9zlB2IZMnciUP13mewkReuHDhO9/5jrX27t27/X7/8uXLX/rSl1544QWD9og2WTvZWCSyM9ZaK2yJNMkngiCMAYSBuKaeEGRhrrVXNJ+IjDW6jzkYEUZAEWRiYGmUDtXcoyE0CAbJYo1EEaiJ1JpMMWE7sVqOqatFwHVlwwcJkQDnRoPnLl/5xje++pUvf/H82XWbZs45DtxqYZO1uaG0l2p2Ahq/Q1O6KkMqEmME74EIGi9SMUMcY0QQNZExxsBc+Go2m81ms2I2m0wm+3uHk1kxKX2IMYYgEq21WS/r9fo2SXqDvkvz5YVR3s8UTuQMbW5uFQVHhlDFwEUUqFOOjqxBQ+iMJSJDCVoUqvFVn0QZ+k/xzuo+UIDEJRsbG9/+9rc3NjbW19c/+ugjEXnttde++c1vXrhwoVUc+bTjT/cfH/eVEVEJA2uft+HR0Px7VfkkOWKBITJpml68eHEwGLzwwgtlWWrCan5+fnFxEQDSNG3Fu/Ujqqr6tIIof/r4i5lIjXz1d4UcEtHi4uLCwsLKyoqi0Dc3N+/evXvjxo0bN2589NFHu7u7m5ubqkBUlmVZlgqm10lsqXy998qPq2W169evqyD6cDh8giPZxbV2a3zdO/SnrKper/fqq6+eOXNmNptpCmY0GjlnDNHxDouae0IR1AbEWDAB2IjxGAFDESNiRKiCxAjaDgiRCcUg1C3WIkxikESiQhwFoW2a0WgF0dSL2tBRzgtBlP0QNFARotpoB2EUFo4CUaRxAyVIgLKaDXvJufWzL7/88nOXryzNLxhjHJlY+arwvqo0a9bv9xNrhERNpGZLFLeg9BaaimrTu845AHZNp5DCnFpMX4yxvdfqbOobGoMMIAwxSoyhLKYS2Tg7nU1ckro0t2m2OBq4cxskbAG3tranMx8riBwDlIU2C0VjDTrCJElMcMYGYtaECx/HtbT1aGw6OPUfT3GIdocm4g2Zfr+vVKTnz5+/c+cOEV24cEEzNiJC+CkqLY+8pD8REdl9ua6iU6dOra+vf/DBB23pdXl5+dSpU/1+v+0XYj5KSTHz8vLyyspKt/Kum7rNn34ml/rU4y9mIk+4aW3CUX0KxTctLi5evnx5Mpns7OzcvHlTiWxv376tnX/KNa9nlG6w7pvX/DFFMZlMlALkk19Yt5e8labR928Rl5/2bhljlpaW5ubmoJNbaLt3QwzGHEHpEMVYsoRoyRpCiWJq0grOXQzgvTcIAbkCRkFkjACCqlIjBFpLEUJBDb4RBdFSl/JHwcsG0RBZruM7rsnHgbWi7RGUDTfGKBJRmJkFhEEEoggKM7DMj0bPXbn80tXnV08tI0pZlv3+EAAQgzHGpkmaZUmSGIQIUY2wemOaXQwhajtjw9lVS4ARWSIFC5L2EikclGMjHssSAQGNS7KsFwVhXJTWISS2iTYigHD0hiCWEHyF5TRJ84RoZTT0p1ZiWaEcVsFHBgnRFyVw5GCcpdQa772zwcdAHA1aOI5kbBdM27ykeod/mtHpsGpzJCLth1lYWDh37pxzTiFlakA/8XueRCOdwEXCZ+FU6pxsbGx88YtfnEwm7733nnZYq+LT6uqq0tw2DaMnRUm1EtAm99usV7d49Rm2hHzy8R9CAfGIRqFT8lPXI8/z0Wik5ZfpdLq3t7e3t7e9vX3nzp2bN28+ePDg3Xff3d3dffDgweHhoZpC3WZKkeucGw6Hg8Gg5Xd63Cy3ZOlqr6fTaVEU6t6ORiO9c1VVqd8KT7WkGs8IoINzajIGUcS0b2mIQll572NZgYEQKzTAMYigsxkhA9arjMB4YYNUlhFi3R8dRRAhqKCDABIwQEQhIiBoEn0gxqhwq7b1CAM2aTwtzmjRQ0SChCgMEkmOMrNNdpjTxJ5aWX7mmWdOr53qpRkCEEpVFdJo/6keoQBXVVWGUtEO2Mhh695oJ7/NQmINOTrmR3Q/vR3qeqRpCoaSPIEa1cQxSIiq6xUBAAlYOExnB4eTKMw+Lg56s/k5iVyUe1KBZwk+RA4hkLOUGMrTzNgKnDMcqW65QXgU6X+LZ0A8EhTSi/5Ui4RZkITqZEmdErHGggHtakXAyLHuTQTBP4b7a2cMOhmkE3b8s3LQEPHMmTPf/va3FxYW3n//fVV3OH/+/Je+9KWlpSW9m9222O4FQOM6tImd7p/aGf73T7/+JU3k41zobiWnbb5WJuT5+XndV4eHhzs7OwcHBzdv3tza2tLu97t37967d+/BgweKs9c08EsvvbSxsaHtN0+Y33Y5VlV18+bNP/zhD3fv3g0hLC4uPvvss5cvX1ZD+dQB1AnseifvGWtuHiQAZmHFRR8cHI73x1zNrIEQK7JYxYoFyVbMmslVl4oJxCrABwFR6XMpKhUEQAAAREKyIKz0jLoQrSGVmrEJWRNBMAogUKPT3V4qN/YIQWqVWXUtQVl4Ze3UqecuX9pYP9NLsxgqEHTOTCYTZcDThCMAROZZWVRV0R5jANBC4dowotXA0MedPaKVEkFmiMJRWC9AK3X6hiJCBHmvB/V2YhGIMYXYIX8UiVZmZTGbBgohI1pZmK8qP57MGEpg5CDBgwhPp1NrKcsy46xJUh+jBbHHzV830IbjXuRTr5N2jaiT3y3n1IUO4daFDCE8rqINXW30jpXsbr0T2fynGydi7TxPX3rppdOnT7/++usikud5v99fW1tr9vJJYZkuo+CJndgFXP8Fx1/SRHZ97BO5Z7WSrUaYNiHpvXTOaWJraWnJe3/p0qWDg4OdnZ3d3V0F2Sqr487OzvLy8uXLl7/whS9cvnxZ3+GPQm2999vb27/+9a//6Z/+6Xe/+91sNltdXf3mN7/5n/7Tf3r++eeHw6EmAZ5iVbX2seWRbR+Xk/woCISTyWQymUg1swZ8rIwRH0MEES6koa9Q2yoiDGKQhCIIiURWqDMyE2FUdQVARDIaaNeNFmDIkENDhAYQQKIAkQAgI6OK2QCAgGYeo6oiArKwNJKIkif2zOlTVy5dPH1qJXGGQyXMZYG9vrHWMoivqlZhpiiKxmYeYWal6Vbq7ls4vrebR6D1H/VBxf1ogU552KBkdTx116VpLzHWGAOA0+nUV1HbNvb39/f3D2eVXxjkBwf5IEt9BA7s2SODCBSzmGXB+1hFToIoDP8JNxce8iJb8N6n3BSg0IIT7qEeiISEiEGCD95Z9wTz0fUcu3P4SG/xT7SS3cEMeZ6ur59ZXV1tmc+V7+2E5JbSfxhDXfLzE3IvnSfzX8pi/ocItNsqFTaMYfXFdYLiE2BDDaV1LCwsnD17tqqqyWSiNPRlWSrnuTbbtJwfjxT7bofmND/44IN/+qd/+pd/+Zft7e3JZDIYDO7fv59lmaac9Q5Np9Ner9cNW3TPnwBvdjG6J/BDXROp3hAarDgkZEyWMkOW9oxxZZhyiJG9OAgxMDNpe17dXQNCaMgCYQhBCBFM49gwopC6HsYg2MiMXCsIuiTJej1GQnBi1Jkk55wAQwyADD6CRBSAEAySOtf9Xs6+qqrKICGARAaRxJnzZ88+e+HioNf3VWEwouBsNsvyXvBeGNvsuzqGIvHhpJLax7ZnTm8lEQ0GAwBCNMY4RNSoPAQWAe/j4eFkd3+vKIrgWV+bpDYUM0QhsvpNjTGVsUREorxKVkQ8cL+XEWKvCrv7435qB/28jDCbTCUCKECAoCiK8XhsEpcmuXq7qTFoaDyeaonWGBMixxhBuG6d79RPuhb/xLEqIjWdDxz5Sl2I7VEVCDByFBFrjih5EpcAgGh9H46sRte+6JLT82N3d1d1YpVk9/nnnz979myr1vnk6OrJ41G4n/pQcE5vMRpTN1af0N3Wy4TjBrH7e/fN/4K+5H8IE/mnjNZ05nk+NzfXVjwBoI3a2ic/eaKttUrIdu/evb29PQUYzWazra2t27dv7+/vnz59Wo+7Ez2nCnFXNnJVi1Vns+0Q71rGtg2rYdxAApSax8IAoI/sA5vEmcTZJCXxGKOxJAjacqdOITcIlRg8I0RhRGTQnwi68RAtWjCOgUxEAwjWWlsz9yEQECAZsiSEIEiAaAiBQWUgRMSXRGQJDBJyFG3EVnUIFAQYjUbLSwuLC/OpM+ILsUBkUIRjYA41h1Dj01lri6JqJ+1hqICeK0e6PTECHZvDNv+ooHEl6+QIUVgEQoykkBmJIXIIsU5nCiVJ4oiNMYYAEVPrKAPnXIxShTgNEtBOOR6WARhiBETgCDFGUcMeWAtTSkfeHFHcumZcq6rVDJrt2hA+4vdkwaOVAI8OcZlBOsyTiHiiLMNSM7MgoLNOOjm77vLWNLpz7ubNmz/4wQ9+/vOfa+JoNBq99tpr3/72t69evTocDtvX/kWKxZ+L8bk3kQ8Xsk/YwVaFo4a4PObA5EZ3WP3QqqFu1TYeFUjSGA0ANAmguKX9/f0W5V4UhaJ5lpeX5+bmFAitpR5ser9alqqmaBIBkdBy41EKUAQANEgGyBIKgSMSZCQwrEWUGlymcqcchLkOlSMACDaKevoRpLBJJESwRnmxDGCsi9piEJBQMeHWEAkBoUQm5qBk4G38K0KAhBhjlAgGYWVx8czaqVPLS2mCsyJaY6wxXh3GyJoPRSJSHLazWNbFrubqRBHiiKaxOCSCsU43KkswtPYRmtNlMp2OJ5PxZNY2p0rNNKFdLixIwMwQgAWAisobJGOMI6zFzmJAwTxN5oaDgJatm4a4Pyl8GRFr6XqFFqn/2+KK2gdZoCUU19VS269uBbkxoyLqdte/dxfpiWxhW4p5JGk2IXUTlCfAvO2a119CCDdu3Pje9773/e9/f2dnpyzL0Wh0586d+fn5Z555pjWRfx1PGJ97E3miNbBdKC2vxCfsRcWGw3w4HJ46dWphYWF3d1cpeRYXF5eXl5WuQgNGY4yayMlk8tZbb/3whz98//33Dw8PRaTf7y8vL589e1ZJ25aWlpRWYzgcds03dShkmqy8/iREQ8aVIfoAAohkyTJgZIYQgyNnwAihEwnKTQ9BOCIDQ+NlNdgeRgAHKkPY8EC2n4sAAixIAsw1rwVE9oBIIEwCymaGEiUygagb1RYcUYAI5kaDpYW50bDPsZhwQAESBokQA2DDD0hiXc0e3yggGsX0ALCC3L2PMXqVoqlJbbl2KgWpe3PVGmrDu+KNrbWoDMHGqPAEAoAQA4sAI4uILz0AoAACk4DqzWhIbiz1+/mcwHAyy/YOyzBRsy0iMUoIHCsfQ4Co4HtsDWUUECQRRqz7CDXQlq5p6yQEoaFKOlqux/8JXfkqQEOGRTnrkIXb6pBKEdT6JcYqGWAXi9bCsw8ODu7du3f9+vUHDx4ooZy26t69e3c6nSrjQ5em7K/j4fG5N5Ht6AZucBxy9QlfDgBJkjzzzDNf/OIX9/f3r1+/XlXVYDC4evXqCy+8MBwO2/hdQ3jv/e3bt3/yk5/84z/+43vvvafb1Tk3Nze3urq6srKyurp6+vTpM2fOKIHbqVOnVlZWVApdq73e+9Qlui9EvUISEGSgSqkWjDVOdUYjxhK1F4WsMQ6IonBVVWQ8xcAMgSMDiQSJEpkFgYEFHAgBCQMGRmytaIyMAMiCDMCkCgQiMbIo8f0ROaQQAHBdQrdEICyBCaCXpoNe3xkLLChCAl1ot9R1pRrRpg51muaIiEDGaplIOIoAE/rIlqOE6INXzkkOga0RSyKi1GGGCAAji8xmZVWFIJy4xCapYleNJQONyIdADKxs5DFGdJY5BB84BOGAwlqYMkhMxlCWp0me52mamlkRRPQIY+boQ/RBQpTI3WBWTZ40JSSpS1snA216THGvfbBbUxYBFgFsUti1lBAIiEJ0Ndv+4MGD+/fvqw6Bkuw+88wzZ86caUm2dOhxXhSF2lNsGGqVUUXrn13627/0Dv4POj73JrKqqhPxtTSabW101iaMnpyZjjE6586fP/+d73wnz/OPP/44xri4uKjYV0106gepKRyPx7dv33733Xc/+uijBw8etAt9d3f37t27Cuqcn59fWloaDodra2tnzpzZ2NhQlg1luBsOhyJ17VIAomCMIpF9ZECDxiBb4wwBIoUogdBCVaf2lI0AEQUQIsUoyCRogFCqmskxAIlnIDbG1g43oggyq8EkQIRQT1oN5mmoBQGVpUaIqK7PiKBEAVaXKcvc0tLS0vwCcBxPDjILhBB95YkZa4EwMtxmYJMkcTZFrjn621vGxMwsDgybSFFEAsQY6r57Z4lrloh6ehX1pZ37ShOrDj5ZY61V7RcACJG9j1B6wYop1MLiyFGAo4CoiqEIBQEWdPpWKlrA3ltrSABYNKxWKwnMQEd1GEJqFMilrT+3B0O9FLsp1+PSvu1X6gbaxmKIR/SmAnJ4eDgej7e2th48eHD79u179+4pd72KGuZptr6+/pWvfOU73/mOkuzqKtUASGHFc3NzRKScYwDQ6/WUr7qL0v2riXzc+NybyId7Nrsg3ta1/KOhRLsDe73e888/Pz8/rzSfWZatrKwoaleLMOoiaZVWi55KOKSPAIAiz6fTaWsrtfNU+w6Xl5eXlpY2NjZee+21F198cWP9XJqmaAkQjCERiIKag2NmEJXzYmuMSRwRzYoJY7sPlTG07tA2RNaKAIF4QWAPKMCEhMaQE0soIMZq6RSJtFsRSWGOojotytUIwqQGRN1JzVdwjJFFIkS2CPPD4fqZtdWVJWCZHByaYYaI3geB6JJMS8Bk6tqCOs5JkpBebZMAERFEBohJYhoPFKoqqBsaQs3YiwIcWUv/6gdpstg5l2VZ1suVwLHlmgSAwFL6iLYytjTBRx8wEjOgVoFERKKmApQVg8ikqcuyxCROKq94nRhj9CF4H0KIIXCIGvSDnsFIBpBBM8hPWletBTyJxXkU4EZnhpAix9u3b7/99tvXrl27devWvXv37ty5s7Ozow0UyuKcJelwOByPx6dOnVpbW+umFxExz/Nz58595StfmUwmd+7c0eX9hS98QRFs+rTPkHL8/yfH595ESjc13kE8tHmZE70Zj1sN6ppp13CapufOnRORJEnKstSg+MSbK8pEO+1VKQk7TJfUyEKISFEUSnApIprZVErgDz/88M6dO//v/9f/R0TSXg8NOARA8M5Yg+q8cFUQGIPeojXCiDALPgLGaLSJL8TIHGL0AFoWEWORgQgtCSAjEJI1xlkwFJW6whEaUjcba8x6HekjQN3uJyASEAhYGw0FSZ0q5BgRwCIMe+na4vzywoAwlsWMM4uIITCDMSlJ4BjYWBARVfEyzpokATAKMEQSBCMQJRBpCw2LFkYcGYisn9fJ5UVhiDEG77XNCQCMMc4mzqVqgdM01WwporHMZJmMszZxwfuy8N7WUACWGD0JITAjC7MAE0pqTT9NMmtKQhJgERbyLCFyCMwRYhQjIlwvGDSuERJSDiQABsYjm6d29iiRyk0OWFmO5cixbE0ndxbz4eHhu++++z//5//80Y9+dHBw0GqfIiJrM5i1ofK7u7sLCws3btxQIgLsMPIR0enTp7/5zW9aa69du+a9X1xc/NKXvvTyyy8PBgNdxvCJBWD//3M8vYlsc73Q0cU+AU/VA6rr08FxCek/fTzOSXzkI3/Ul1RP59gEPXSdrZHNsmx1dfXFF1+8fv367373u8PDQ2iUfLvkyfqL2kdmvn//fr/f39ramk6ny8vLN29+fOXKFWtAALyPzhlAMCjOgjEAyA4xNdQzEgMLR+klDBZQorAICiE6cloVhgjMjGAAkSmQrZjJEAADaOROZLTCji0dA4FgjIhitcLDUXtnCAVJiyoE1qBLIfpyygSQESz0k4unl7/w4rNLfVuOt+7dKQyu93q9ikkqNIlJ8sxXaAisTZw1nEma9QOPBYlIXUgRBSAioBhEhMjMQELOWkNEgOWsGOYpiTMgTEKgGHdW5UNrbd4bDAajXtY35BCtsLUNU6R16BgILfAMAEgYAWJIAlVEVsmCIkeOhbXWEUAINvgUQioRokSIYokJQcAxRwZmZh8iVCFwFBQkLTlrkO2AsNZco2ggQiOgAdTQzAE3EGhmTkyDEW/WiTS5X0tG0Vyz2eyDDz746U9/+tvf/lZlZ9Q4CgAZIyIxBOMSANAz+ODgQNWiWoFsY8zCwsLzzz+/urqqtLWqcDA/P6/28QQq7rPYj5/u+a1x6Jbjun89YT0+4XgcBL09vj75m31qO9XKnHcLYdgoH5wART+ynfmRhZT25Py8FNfUW1xdXX3ttdem0+ni4qKqxR4eHjYY6fp+1+WR5mwAgMlkom+ixLH1Fz8Km8USDoeD4ajPCfUcJBgzB1JioMqgC4AsJhBFgciBKo0TBYURURiCIBhgOk75T3o9x5xrvQ0WBQAJBIFq1nFAIrTWRg5kLVnDICEKEAKDQZgb5KtL86Oe62WWAwBHlbGpysCANmGyEK3EKIoTRmPJJjZNuDy6DAEBMYAMYEQlultWUBZCNNDkTEgsUyCGuhZUu+rWJs6l1iTWJki1jGFN9I0AUDcyGSTFN5gafAoKLRKuM7PRByA2wg7AIhJAEGERQygAgaGKjWYpUAihFoZFrHVrAIDbRCMAR0FhiAJCcmxBIyKyKO8FHnFmH98LICKiAuttLKJrBrHWOGqmhZQfbHV1dXl5WTG5cDy32O/3tfFBF6T3Xt3tFvhxot3r33mcwMa2hrIFPH1CRMrDTWvNF2xVy/XxT32FT6Oj/bDjJg+1l3MjPdi2TLQPPlww6Vb3Pi8mUhNha2trX/7yl1dXV1966aX333+/zaNvbm7u7u4qEYY+vyXR0AlRP9paq3ANaPqxdNKMs4PRaDQaceJyKxh9YiILoiGbOC/goxo9EI4eUTwSBLXAwmKAKYIlCUea2EhIHbWFeslQ40gCqIgNIFkAgFgRoTHGGpXjdQDgY53vNwaWlhbW10/Pz4+srZvMjjjKWKIvQ0g6cEIkIu2yr6JHDeYBgAMzC6G2UbfVcI7AEcQIANZ0k2QRhWIUDpoMAYBWQ8aliTGO0Bwd26i97qgYKrKGYl1nq5udavZLIUBgiRBBxBCkiUutoZpxRz1eYQkhVEq85mMMZQWRu2S57XyKqE6GCEjdbq8JRxBoRWO1kIjySAup5JjY0N2reoF6hTEEATDWMrMwA2KWZc5YFWS+ePHi3NxcG8R0TQYiKkcBAHS7Htr19hfMRbYb5GgmH6849mT78MjOnK6BfSSDxh8dT2Mi4TGagt0oGxt+s26g+rivDY9KWv8HHxqPI+LKyspgMHjmmWfeeOONvb29e/fubW5ufvTRRzdu3Lh//742j08mk4ODg5Y+Nk1TfcnZs2cHg4G1VnnA2oy+zjMah6ZiiKpopTG0kGGFjxMhkmVW8S4Qg8wQo4lsGImESAhFBbwM6Q8Cso3FrP1JqnORjAKCBNaKCIhhAFY9aEPWWkGMIQAHQkiSZGlpaWVlKc+yWFWhKkSEQyQDRCQx1FXgtknGktZPs6zHfqodyFAjMeveYwnSQrK1goxCiHWet9vQ7b2vqsDMREaBRBqvGEqMMUQQQUQYhRHEsFH7wrE+nJRA2B9broocJecoS1LrCBCoRk0q5U4NoAmV9wAh+shR0NZTqP8jrEGjx+ozKMdXdmfHPHbB12YCxBhz+vTpS5cu3blzR9VHlEeklSleWlo6e2b9ypUrX//61y9dutRrKDyw0+LZ4u1brwWOB7Z/2VrNJ+x97EbcT36fbojdJgBBAVWsfEKfzkZ+ahPZTnS3uw6Pa1F28avtq7q5yBCCmpjPnWU8MfTr53ne6/VWV1eZ+eDgYDKZKI/G5uamkgFvbm4+ePBgd3f38PCwKIr5+flLly599atf/frXv65EbVIzOqJILVY3KWbTaRGKwornapYQCAeLJBRCBM8klsgZNNYgMQAyIQcgjBApAhERhMZTNCBkkRhQAE0tq0KowjUqBgsGa3ItIygCFIVjlMB1S7UlAGEAJoT+IJ+bG+Z5DiAsQaHULQ9uFaL3PukAJOv+dXvkkMLR1m1F3Ejl6xThHCrPwQAkhQ9e/WeiwBIFvI9lWbbrUD/d2nq3o0UCESFhFkBiMY61d9NUUc/sYBxKCawiFlwzDhM4wtQZZ4hEO4gZRenJInDg6EOoIhqJjNIxcYQtSbs00l16zGl1psZMQu3ACEGDfXzUigIwSCysEfGVK1e+9a1vicjbb7/94MGDsiwXFxdXVlYWFxfX1tbW1tYunH9mY2Pj4sWLKysr8Kia5AnegG5g+x9z9+kNhSZg/VSmvKU07PyT6lQPAhE+xTd+mlykNkho793h4SEzq360RgRt/0l7M9o0pV66hg8nGgc/L/F1O/SAehivPj8/Pzc3d+rUKe1c3NnZuX//vrIQKVzj8PBwbm7u0qVLly9fvnz5siVzlNKio/TQwf54PJnEamqBpSq9IQscDUiAisULGSKLhMYAgYEEIxETQDAMxgCRCgqjll8Jj+BBwkiaRtOTTOsJICiiAoqCEAEwxpIjcDTGZFmapcnEmRghTc2p5eXFpYXEkohYQmcICIKvJIbEUoFQFEWa99UrNMbEWEe4NnFKtqQHqpZTRYwuAlY1muCLqixnhSUjEslRCKwZ7BZLUFaBWaIIM3jvAZ0xwVkQQjJUK2wRWt1gwAAgjitn1US2/aCIyBE08IXISMYZm7kkT4ADiIBEj5gQqqFhYSYlxQAR0uozQ81l12hlg543DVWP1GROn3B3ioBgbRGSJDl//ryIDAaDixcvKhByZWXl9OnTi4uL2ri1MDc/Go2UZ7f1uBFRNZa7NAXS6X9t9x382XQaPuFo3cMTacSjHH3nIv/oW7X+2WQy2d/fn06nzqWq+uecqdkCBaQ+Aj/ReJpAW0Sm0+lHH33061//+vr164g4Nzf3wgsvXL58eWNjQ5/QdXQ19VaWpaaQtGr8yPrM58hQPpKvCVpQG5Eu8eFwuL6+HkJQYU9lukzTdGVlRfNopMIMLHXHdjMU+keMYA2QBRIG1dwDARZABhI0ZCwyAEUtURgAK2AiWCvWshH22uQidbMzCCA0zlOtEQgAjdYUgPcRDYkIx4gQCSFxtt/L5oeDUE0noViYG54/d3ZtdSVNXZLYKCFJEh9ZgTjWJc65ovJta3MIgZ0BBeg4h5kyTXKMUajWR0WMHisRiVF8VfObGSRAdpkLPoIgokEwHMEH1oWkZs6HAOidcxHE1GEvACAhCGoNKhoRqZvlnbViTFFnGxQYiYgCzGwEssSO+v2FuTwczgJBBCaQxNjE2sQaIiBH1kNEiZ2lqiZSQACNQERBBIOAR9MK9fTj43e6ridCCCE466yxIQZjzPnz53u93tWrV6fTqYio1lWWZWmaai6yNSLdNVkvLTh2kS3JADymqPDvP+rp70xLjOJ9LIrKOdeSA+kR80evVL/L5ubmW2+99f777+/t7Rnjzp49+9xzz128eHFhYa75iEifmLP9aURivfebm5s///nP//7v//7Xv/61tfb06dNf/epXZ7OZSld3G100JppMJtvb2xopaDvEyy+/DJ9b+wjN/mwz60eFYwDoGFA9xhFxeXlZ3Zb9/X3nnCq6tXIR3QOjTkeESkTIgHNOkC0hARMZCWiAgzCgZtUsIkD0ZEGiIxEwyk3LxhgX0UOT6hUCpNZcdoZeKit4JcZogFFEZWqIMDXUT5PhoOfLXIpsbjg4fWppeXE+z9J+nk6qmTMYAkdfxuCzLEudmRFK9CfocHQqxCGysEREjMrU0MDLpSn6qyhNBLTWap1bRDQ9CI03JIgAxCIxCmLg2DDuNN4xAoAhFKJIbEi1HoGoFX3U7641cA2GDUjizLCfLwyH46KsAIKgNZha00v0RCAhUxmxLAyotBWILGgEgWpPkRBFeweV97gBA0mt38byhIVOAL4JsJQNs5f3zpw5s7y8rOojWuXDhj8NAVsuxRP5uDas7qbnuuC8/wijLL2mVhQw0Lafq5UYjUYamyph0xNGS82rSKnvfe97P/7xj+/fv18U1Ysvvvjd734XAK5cuTIc9hHBuU9B/vY0JhIRb968+W//9m9vvvnm3bt3EfHu3bvj8Xhpaenll1+en59vC9ka10yn0zfffPOXv/zltWvXlGlRgTIvvPDC3Nxca2uejJTU6VOfdDab6fP1tRo6tSmMVlWxOaCka4BaBgro0Ec2kinHHP4WqdPSlz0yTmmRPScoe9sP7bKfhRB6vV77TY0xqjrYOAKRmVkCEfT7vSS1xBEJyBhrCDgIAhE5MgIiZHWGIYIgCSKDR2ssiK9ilmVIJsQSIKjWFcQoyromjNGgQUEMDBYYBRT/IgCpM4hSTisL3M+SYnYYy2JpbjDqpXccrs6PLp49fWp1Jc+SLHHWoNapSx9VyXowHGn3OhRFmtZihwZFG/vqUMggihEMVgAcBiIb4uSQorJyVNVsVo7HU2dskiTTSVFVQZCMS8gH70NRlGVZAdmiKIydOhfJBiBDLonM2dyAm+0vwIyAZAxBYO9ckqZBYlSsDwD56IHYKmG7+rlpOhqG+WK4N5tuH4w5cJJno17eS1xCmDtXiDgyITJIrWJRLxXBIKLnDYJGTl4h4lIH3ABYx93QrDQCVCB9s/YgRtHctK4cYwwLE5IygMDxuJiZY2S1ILoC8VFkV4/E2KlBaTK59sRfT2z5rsR8iyiazWbtVTX2rkzT1Hvf7rK2IRI6ZQz99Mlk8uDBg/39w52dne3tbaXVKIpC2UlUUuWFF1546aWXVBARjgv7nBhqFvI8Pzw8/OlPf/ov//Iv77333u7urjFub2/POXfx4sVLly4VRSUieZ4++Yzo4P3lU5vIqqoODg4+/vjja9eubW1tqVVSzqXNzc3Dw8MWbaDzMh6PP/744x//+Mff//73leshz/O7d+9mWXb69Gklqf0kXCPW2rIsNzc3b9++ffPmzbIslQ9CsWAatOoBm6apPt7QlJr2F3WB21O3zQRXVZVl2YlP1Cc8DPNsJ/GE23iC0vzEN8KGyuHEfY3C3XVPKBbBEC4tzm/Pz4ViRiBFKEMMENkgEaEwIBAasNY6l4AJlhOOhQgKgzBqSrFN8ygShQTrJ5CWlEVxy4HRQB0oasM0GZzLkjzt9VPyqRnTQQzRAS+O+jJI50aDLHGZs85grKo0ccE7S+CrsiqmIXqdGZV2SjKBpqvaGGNNAght2Vp9RjWLSskxnk3Hk/FkNit9xcxFUeW5lIX3VYQ+IGKIUpWhqCprofKRZmVZeuMyY2yvN8iUpa3F30hgZgQgaxiBRRgkioAhJFJ/OsZYs8oCI4Ez1EuTQT8fZNlkOpXIqaFe4npp0ktcYlyMUGFEBOEIgmJIGsAPNk3Z7R3vFrj1QQYBEBRRDYcTO14EjEGBkwVcATlijcRaskbq/LVp19IjidEeOdql25ZBWk45aDwyaIxjW0LQ12pkoIu5RoN53xInj8fjsix1V+pLdHN1i8uIuLOz8/bbb//+97//4IOPtLapwlNlWRZFoQ5Wv99/9tlnv/Od73zrW986e/asbt48f5JwgIgcHBxoP/tkMtHM9cHBwf379+/fvz+ZTLpI5E84PrWJTJJE97maQu3A0yxbFz2uc63zu7W19fbbb7/11ls7OzvtLbxw4cIXv/jF9fV1nW6d3ycUrYqi+MMf/vDmm2/+9re//fDDD3XeFfpQN+pmmWJi9Zfl5eUWN6fZT7WhSnmgz+/1ev1+X5/2SKMGnUPvBE2Gnr3d47H96yPBru3J0S39K68tw1Hsi4iG0BKsLC1uL8zNDqEspjNusOjWWgYQYiJEsI6SxCGTRD+rZsKMR7oF0AoYMIiqvIowCIoICXIEITAAhAwCCvohYELMrF1enF8c9VMHEvzhIN/a2jw4mAyzJLX5XD/rJS611pIB9mmWMXMymc4OJ5PJZDCZkkmstQd7+71erzcYEVFgKKqQJaDK2mobAerPrko/m9XNIbs7+5PDw+n40Jclu2Tm3CCGovJVFRAMGaeqlmXpY0SBSVWFCGJNyszWpYyQRA+E0i2AIiPX/qkqlwoCGAJEBvExkHUOVfxHrDN5L50L/V5qe6kVrnJne0nSS1xmnTO2ZDbAWJtgYVROTEVl1QKJ9d1XgiSoZcRRREHhWi/ogPUe7c8olFV/V0q0Y/5jQ6wbWpnyT0xtdaI+0w3AobHObU358PBQ3QsVRFFTeKJwrD6jCpRev359MpksLi6ur69vbGwsLCzYDtYdmmrkRx999L/+1//68Y9/vLm5dXgwGY/HemtajXXFNn18/SYIXXjm0tn1c9aitekTvpduLuVarikCiJT3Ux9s/eUYa/XjTzI+tYn03jvnVlZW1tfX33vvvZ2dHURUlN/a2tpgMDjhamnhe2trazweI2Ke59PpdDabbW9vaym8zR8/DLTsjjt37nz/+9//+7//+w8++GA8HjffnxUj9vBQnZnWwVQraYxRstuFhYX5+fnV1dVTp06dOnVqaWmp/egT6M4Tl6Gmqk3otKeuuqhNiVbat2pt68MNmkQk0CIEEWouCUaJKEzAIEE4+KqoZjPh4MggaWaLUITAEdRXEhVaLGIUiMdHPyMICAYBwywoSo/NzESMjAxgABU+iQIAnBAmEoepG2bOQkizbJguUSzHu9s+BgGXECWEJGBQkiR1hjBL+7388PBwcnhwOBj1B0OXmHJW6KLUM6aqKkvgbKqmSiXOq+Cn0+l0PCnLcmtra3d/bzKZqPYkh5BYh4hENkaJUYistQJAXtl3YhliFCoRTJJEay0ZN5lNwdSOuU2SLMucc0oTzj6Us6IqZtEHH4IgMEIECSwWxCJQDeuGxNo8TVJr+kli0A6yNCEkZohBgjeNXhBwQ0KhQPGazBdAqSiP2yO1p9iYSNXBYQDTeU6zwITMMd5cZUJz1mlSs5Hqbp4PdcYJ6rg7/tGG64d9ES21jcdjrQKridH6+Pb2tlqr0Wiku155g9rtoFHadDr9xS9+8aMf/eitt97a29sbDofPP//83/3d333jG9/Qanu7I5Tk5cMPP/zlL3/51ltvTcZlVVUhhu71KFGm1jzef//9GzduXL58eX5+Pssfa69aFyTP81OnTp0+fVrhdyI4Pz+/tra2tLTU6/WsJVXH+zOWazSiPHfunNZn3n///Rjj/Pz8l770pcuXL/f7/W5iUUW1er3e3Nxcv9/f399XazIYDBYWFnq9HjUaXvDHoD/qiv7qV786PDxMkkRPGz3lui9syyb6V/VP26yoApjn5+eV41YV3L/whS98+ctfPnXqVFeD7UQdqWs9qdGi0ayCLqZerzcYDDQGaQHzJ9BOrX1UYxpCIGsAWltcUw0yB47+wda9nQf3p4cH5Ww82d8lA+ISi3nikIWRhamKvvRVAaSljkcO5RIXltqbVBkqAu34qLMNxEAoBpBEHDAGPzvYfTDZYz+dH+T9fn+UukGW7u6OAwcjbJBiqIDNYNALsaIkyfM8SZJpUR0cHJCxJsugYX7VXrcYYxXYWZjNZnt7Bw92tvf29g4OavULS6acTTXmcM5540jqbpxaxFxEsK6JW2uJbKVFbYuJS9I8c2kSQqgODw8ns/F0MpvNnHNzi3Oj0UiBaMaiL8qqKJElhlD64IUDSCQAQrJoiExirLWCwRKmzg17/R5TrzdwaLj0MQBhAsYBC6r0DAAjq1ghMzJok6dOrrJgsNprvbPNHT5KgBzZwebRhhL96DAmJGdPZiGlzm3WevEtuZw6JZ8wltQXTiaTu3fvquTnzZs3lUNIRwhBU4R5nq+srChI87XXXuv3+2qP1OOLMd68efNHP/rRP/7jP968eXM8HhPRu+++a4w5d+7chQsXoMOUoWLLm5ubm5ub0+m0qmKMEQFbJJZusVYSrulpivX8PD4XqTMzGo2uXr16586dLMu2trasTdbX17/4xS+eP3++7Syy9s9ZrtGvura29u1vf3t9ff3GjRtayH7uuecuX768sLBAHf1fdRufeeaZ119/fXt7+9133/Xez8/PX7169eWXXx6NRrEJE+CP4ez1TNAScDcQaN3y9pn6e8uqf8K0xRi3trbUuRsOh2fOnKmqan19fXFxsU2Jtu92IiRpYRNFUezt7X344Yf379/XAtxoNFpcXNTzVpkiNSOhUbziQLHhBJOGKCgxxDXHDZJ27dYMrXFn58Hu9oNyehiqsipnzlIACYRCKEAMLpQzDxQYjEsAmBC1uH5UWScUQkAQQgBg1ehTCm+st2atrAIK4xMLQCJQznZnB6GYxHK2209XlhaTLFscDfxsgoiZswkhREaAJLXoRSSmzvZ6eenjbDaxLskFAHg8HgsaEdFsBtZMSHFvb++jjz66efPm9vZWCEFha4ujUZqmNAAiUgjOaDgYjeYTlzqbIGLwjCSaI3HOhRitTVya9/v94dxcv99HMN772az0ZXWwty8ILHVKi4iqype+CsFziLHyZVVWwccoAiCIZK2WUPM8xQKJqJ9niBjFpElmAEMVQBA4RATmOlVSmznWqSVRTCOhKkjGWpsCAJp2Y2k4ftoT8aFAW6Tmn9ezto21BaR1C5ReV59QFeV4PA4hKJjEOafp3Ydz6+1oy5ga8967d+9nP/vZ//gf/+POnTt37tyZTqcKKtDIt61DjkajDz/8MM9zZT7VDJtu9sPDw48//vi99977+OOPDw4ONMNz69at999//969e2fPnm0zgPrRbRhRFAWIVXNfk3ToiRIBACLHudHc6dOnlY0wTR2zBsiP1jHXX4bD4auvvppl2XPPPbe7u5sk2erq6pUrVy5evOicqyplNvoUdu9poOOImCTJ2bNnT5069cYbb2jovbS0pDsBOsyJ6i6trq5+5Stfcc5dunRJK9qvv/76V7/61aWlJXk8O9mJkabp3NzcaDTqitO3oJkT0wQAbfQhHVbd9tr0hWVZTqfTCxcu3L9/X5sZTpjprg/YhidK+/yTn/zkzTff/PjjjzXBrPtcN3ye54PBQJOeai41Q6qZUK1oK7PAqdNrnsUlRpjFqD8pBGJQnEFrKBLaxBpOk7rwhMBMIJGlCByr6GNIenVqnIiQmxTnEfuvCBArebVm+hFACBCj/k/NMgAgiLAETyIYAnBMLMbZZHuz6g+Hw7nRwvzIGDPs9Z0x1hhHhgDzPJ/NJkTUy/Oqioez4vDgQBtsDnb37j/YGY/HKysr/X5fJ1BTK9PpdDweT6eFiGRZBIDEpYQGozCzBSSi+cFwbm4ONAHLUpalsWiMSVxmTeKcZFmW9we9Xk9BgoZcmqZARhS3wHEw6PWyTFEjs2Ki4XZgX/hK1S4FAhkAQps4hZj0ej1jZtNZOez3GdBXYhCtdt+IAAtLVA4fatN2wNqeo24OsyieSU2kIIhSugM8mrXioQNemoWKiCGG3d3d7e1tdck146+8PlokmY4nBwcH3nslIV1fX19bW5ufn3/cPjoe1EcttP7gBz/44Q9/uLe3pw6g7pE2SaJDRR8//PDD/f391dXV1gSr1dNKSxvDacTWujInYn/n3Pr6+rPPPru5uXmwPwUPkWO3WRkR9bY+++yzX/ziF9fW1hAxBA6xyvNHm/7Wd1bTNBwOL126VFWVQsdHo1GeZ8yi5qsxtZ9ofGoTqXdOKeDbklZbhVCu4y5IUIHlr7322rlz55TZgZkvX7585syZPM9PhLRPqNisrKycOnVKmW71MtSba53W1qK1S6F95y5MTI63N00mk62tre3t7TZGPvG53bSLvsnBwcHNmzeVxe/WrVt6qqu0t3LraiEoSRJdbVphV/9xMBgMBgMVX3/llVeuvvjC+sZ5MgmwgLEAAGSADIKZG47mhv0SBcRXiXNEImKI2Ecggsix8pXGmmQE6g4VIGFGJLFCARgRtVWjYTY/mltuDmMGNoCMbIAQMfhgU5u6Xj7q9Szt720fHOwVBvvDQa+XpXnmMgdEiXWJdciSpm5aoogkiU1TdzibFsUkxFgVxd7O9qysOFSWQEI0gImxg94gSWyWZcNhX8vz/X5/2B8Q1cTmBpGSJE/S4XDY6/Vms5kqKlZVZYUQMbGWiCyZ1CVZYp0xEiOH4FJrnennGdF8L8s8+zpU12KgdcgCPnqsJETvffAeICIpotClaZr3e/1en5nTxGZJMp1Oy+gZ1BlnBkQOkWytagMMgCJRwLAq4QBFYBAUABaOIFFYUIBrCot2/+sCfaTxombvqrd1//793/3udxoFaxLfez8ej3UrEZEvK01WLC4uXrx48dVXX/3617/+0ksvaQbwkaakW3j03m9tbf3hD3/Y3t5WI6jWTROR7VU554qi2N/f39vb0z3eVqu1P2I4HOo6VxlREVEvQSXw2sqB7q/5+fmXX3751q1bBwcHN27cKsuSI6SZy9JeklprEjKwurI2Nz987dU3vvHNr507d84lxjlK0uxx1a3u40SkSTwiMsY556w12oD4FMyYT0PaqLbmxD2oMXrNaBeEngzr6+vr6+sPv9WJ5OMTPMrV1dWvf/3rk8nk7bffPjg4UOyRyne0fqI0EqNtMbeLiGz/6ZzTOFe9ueFwmOe5RijQRNPyUFuorhKFL3z/+9//5S9/ubOz0+ZiDg8PNStKRHoUtxOlQ1dJv9/X8lGWZW+99dZ/+2//bdgfrJ89G4SLosqzBNBOiwDGxCjOWEgsAmXWici0qMBYpCiCBJABOSYDlAqkCD54JVwkjinZ0nuM3HPpLOWCAZjRkFLXCgIjA3dwndpxI8LMLssFfS/rLY96PeJ+YhNL+9OD8Ww8XFqYX17q9VNEFIkJUZakRNQf9sgYOKBxMXMWq6qaTX1ZVg7ZQ5zs7W1ZI5EROHjf28hPnT7lvSfkg/3DLHG6z2NVifcEkKdZlmWDvJcmiTFmMOg5Z4IvJ+ODLEsSa1aXl6qq2N3dFZHMmkGeWWt9WRRlYZNsFnxZVcwxMZRaYxFiUZQhIABXVSyrWFbC7Kw1gCJswGcmHQ2GS4srw+FAOXczZxHYImIMRVl5Ssmm1toITJYIWSTW+UADxhgE8j4CADTUICqRAWRZhWikk7R5aJN3a4Otl6C349atW//8z//8/e9///79+61RU2lcPbN1uTLze9fef/f993b2dpdWls+cXc/7vebOAtTd96j7sX2hYhirqlKqU132qt/QtThKT2WM0XxUa+/a3e29X11dffXVV3d2dn73u99pWP3cc8+9/PLLGkDoFbYZeWvtmTNnNFP3/vvvb29vxyhLSwv9/jBGn2W9xcX5U6dOLyzMra6uzc+P0jQDVVZ7fIPJCTid5rsemufHpjIfhoIeecRPYSL/ImNpaen1118fDAavv/66ahtNJhONODRe0LSuAju04U/zKTr0r/q0ltZ0YWFhbW3thRdeeOaZZ06AFk9kIXXoPdZ3U6S0nqhwPL9z4oWtQ63X076zMea999574/VXOXpCqwVuBCIyHKFWZTocEzAAkLOIxiYuekQAhyTAFFQ+hTEGiR44ahVBmFHAANLJyI4bdq5j21LR6yDMCJhYS8amGaGRyOyDRD6ZolWVRmOsMaGB71hLmk/wPjB7C2IIE0OGAEL0xaw4nCDL/v4+ImZ5Ouz1i8mUQ0QDBhUHby2ZxNgsy/IsS5LEGEysyfpp5nKX2dRmQixx1Vgc9QaTYhwrJoxGjBiBiASKDI/CIQowGS/C4YhAqCyKUHkOETSxQZS4JHVpalNnrfJHiJ40+l05ikAQNhIAHKBEESYGVBZ2REOAwnUghaStSkqkVOcVj9RssEOGX2PIT9yIo1bvGgv90Ucf/e53v7t+/fp0Ou2WrVucmWaTkQgAdnZ2Pvjggw8//PDll19+pEfSLsh2kSvn7oULF7TM0rLM6aHehl/W2n6/v76+fu7cuVOnTmmU3a6HNE3Pnj375S9/OU3TjY0NxZk888wzX/rSlzY2NloKyy5+bn5+/rnnnltZWXnllVf29/eV6zfLMhHRYIuIsixT89p8ljwuU/FnHZ8bEwkAGmhfvXpV6TMUU1KWpRq+1hrqI4eHh5q+URzJbDbTIKWqKlWVybLswoULCs985plnNC7WDzoJ3O0YNV03XZqibkW+exZ1Uw0A0KbhNIXUcgIpIizPncARBljd0r29veneDocKEZM8M5RGyVXVmsVoflXgSEC1e9lo0Fq0iCgBkR4OTvTL1hyRCrIDREBBQofWOSCsSl8VpYRowEIEiMwhQmxIzAAVbskixpgkSQa9XlUF70OIkiTQC2LRoHHAMptOkVH7MUaj0SDPFufnpuPD6WQCAok1lpASi4iJdVmW9rJUU8PDfpr20l7aAwOOHFrsuXRuvr8/t7+1s7W3vVeGEjiARBTkKEa5dWIU5FAhBIrN2amTH70XYWMIDBiULEs0lVkniFg4CHdIDJvCNaOi8RGAicgCsgEUIgEEUResQTKSwr8ZAKmxkiJSd48f5XxqF767TtSsatUihLC1tXX79u29vb1jwrPNCgMAMoabpGEMQTlT2nrpI/dRd1VnWXbu3Lmvfe1rm5ubiq9m5jzP1VqpMzE3N9eqLX31q19dXV1t90greLe4uPj666+fOXPmjTfe0FzkaDQ6c+aMNtoWRaHcN9AhTp2fn1d5O6VV1SBdd9njokn5Y5D4P8d4mgbEf+dL1KGxszFmbm5OxQjVL1Af/ggmzayFP7WbWktRj0+9y7IsZ7PZ/v6+evsKjez2lbdfs11JCiFqncQsy86ePavkFFrnaa1kOx5eo5onbjGSura6YCBlakKENs+tOlbKxmir0lDqY5VYBwAsJkZgwSTJyFrHxhgjBMhAIAxCDERimv7ro+9F0v2CNcUuNDrQUQJHgUSsiRrU+YhCmXWEZJkoIocYoEZjlL5CaxWzbK1Nk3yQh6ryMYjBgGASGxhEGMKsHJeRnLXWGoJhf9TL02HeC8UMGA2BJSIQY1xiTUo2sZRalzjT72W9Xp5lOYBolp16rt9Lc5cQsviwvx/Ksoq+AkCMZIwzwiSeIweOIKTX6b1XQBx09BfJQJI451JnHIJBxpbmskZik0EUIVSwIgCodjYQGzARiQBVVNeQqaW5ERsTiQiiHIWKo0RCVQdvQmBsTWSbvVcvsiWX07SMMYax7pjSm9dt+gIAjlHDSMX8qmE6Wo3ap6+ohc6y1O94/vx55Vu7ffv2rVu3tDdmMBgoUDxJkoWFhVOnTq2vr1+4cGFjYyPPcxV0ak0eNBxXCl+BJvuvnkS3WNpChfRVig7M81z3LzY0l23vbxeL8peyP58bL1JvZ7chP0mStugGx7sLWmxETena9Jwo4ZAaSmOMZiFP8P7CoxCabYyjh+rVq1f/5m/+5sMPP/z44493d3cVdQEAGoC3oVA3N9peGACEELT/8vTp08PhUCMRRAiB0dQdOFmW5Xkeej1vMMaI1giDXr+I+ADeswBlGZO11pFNDAISgYiC0CVICNzpnqzdxLo3FE2Dla71TQUFgbhiqQCC+kfGGuuyNCVjwCSZdRYQAzCw93FWla60edaHhp+3zu36ABH2/aE1Boi1WyKEECFQoMPdHWsEfIyhNATWoFLsSAxo0CE4g9agM5RnSS9L+lmWZ0mWpizBV1EgkhAZyJwbDXrFcBiqmS/UkSQyJBIwBgk+hsCIAOSrygfPzMJKOgeOkAjRWDLQrb1WlXgfW2xNM1FOmXXRkBhiEAYUNKBZkdpNrFUiWxPJIoQqbaYwRhCsycmRUGpl4MeaSI1znXMqLPzxxx9rO10bJbT5yhijsVZbX5aXl994440rV64ot27XGj7sf7XvNjc3d+XKlcXFxQcPHjx48EArMCokq5znKuGp8a/WadtutG7njCKmsdNC1sZPeZ63EngKzWivARpShW6GSpres247Sbe08O85Pjcmsl210OlaaXPP0JlB6TCitz3a3bXS2qz2DT+hTqa+ieIJ/st/+S8ff/zxrVu3lCtXLWNVVWouW+YSNcf6iwJNJpNJnufnz5//+te//oUvfGFpaemRShUauuZ5njoTY2SE4MEYo0wXIUTvY2QgslVVuWDBHeEzWm/aB9VdABFAEjRYr8dmTggJEY0gI0tkQRMgegEvIMYmWU4xQJUQEROkmFgxCCAxeu+LqqTCUpbYRCFvhgjSNNWu6P29Q4h1I7YwgiJ/SSbjA+FQTWdE5IsZsQAKAVqDeZLmaZanqW7RYS/PsiRL08Q6RxjFAHEVRMRHRgk+sW7Yy2fTXjmZCQeDZLNkWlQgQWLFPmgpXzhAjAYxEhgAAar9d6PqN2oi0ZdeCL0vg1djSiBIaI1hMg5rSjrDgqyyDiBMJEgCYIEIjMAxwtqWKVLHEauuSK27+ygTGXxIEmuNhQS06PGtb32rqqq33npLV5Qm6TQvxMzaRDscDufm5s6fP//aa6+98sor2sGBiG2Vpl5XINTZCNCc2QoeWFtb895L00GreJUW0a1hUFuB1KZ76miCtvEWtKxOHaNWa0scV5hRy/gw+VD7+ydEBP5Zx+fGRFZVpTcMjp8nJxpXuiftUWLuePGk9Rlbf6H96+OSHW3PjKZR5ubmlpeXz549e3BwMJvNFKSm1FVaF2q7RNvfDw4Odnd3lWc3SZLLly+//PLLly5dariOQHW09cvVWbNjnbA1VZgo3SKyQp5FRDRHGEk1VaEWPFAfVgC5pjsgIiRAsmTIGOyYSGQNfzwQMlDF4Fkioc0yJyLWAEsVPApAZC5FKJYAE1eCNWSx18uSJCNAZ601BsWgQJ5lMYRSvEQWQRCWCD5GijCJ3pcz55xEZg6WTObsaDTKs2zY66euhtxnqUsTRyAcvefICBIjRy8hRpBYeeHgDKaJ7ecpGbBIlDjvvUUgYdLeTiIxZOteFAIAIou1iSRNEOtm9t5HkFCV3PBrACgXsQWyQJYNMhIDsVCEGFV6DBtIgABK4z2q1peK6krdUtMuP3UUa5e+saQtSg4RQwzWWGusiGxsbPzn//yfl5aWLl68WDNyWjsYDDT60ZhGW8VGo9Hy8vL6+vrS0lIXN942d7egt9a5a2symiVXjFSXNEtr2bbOpRyFaK3+kjzUh3bivG/DuPaS2jdvn48PiRRo03c3RQt/OY2dz42J1CnuBtrQ4EVPlGjbR6jRp20XB3TIS9oZf1z/f5uNhsZEth+tr52fn9eenLZKrnRtbXGgCd8qPXIfPHhgrdWithJH53lundNg3DqjPRfd8FyO1OklxogGQqjqqjQhCaExGjKDhnKAqLGfqTl6UTqJyNpUAhGB9ro10R2IIBoWdcCkjOwFxCTkIsYg4ln7masYWNQEl97ZsjQWnDPOpfXMAElCMcZ+vx9CKGY6D1qHFZYAjmJV93WoG6Ul7IX5+V6vN8r7zjno3D6J7EP0LUFnw3QQQtDsiQG01uaK2LXGWrIGLRnGiAaJkMgREauhVuiTIWsSMGSRnHOODABHZomi5hEZRamIgRgAyQgSAAqQgFpJZgBRxl4k1VNUjWxkqcW8HiXKhKIlMml7sE8cyc4ZbViOHDXguHLlSpqmzz//vIYjyhKmpV5dGgpwaYlaWsjaI897Xcntn1rD1OrKdjNX6k+cyANigwyHpvbSsfBHG6dGzDRAkaqqqOH0ap/QBTXDcU6DPwov+XcbnxsTqeOELXukCC0cP3kefrCd/Yct4+OOxG6HKQBoE2G7etq/KmoyTdNuwNsmXM6ePauxknOu1+tplCHM7QcxgyFso+DpdFpNp85gCEEIEanJb0Yyrp9mhixa166zyDFGL0ggBhHJIEa2lsqKRaKKT9VneGPxlZpWtysasmSNdb4qx0U1n6eQZY6AhYUoYeIQy2lpEsKEMIKvYki5LD2BEUHvg61hukmapjHKcDh0dmt3dzdGrqqqKL3FlCW0TZl6Sf1eX4ubbUBgiDSyq6rSGVSPuJ1M/anuuXJelGXdhCeEZVUVxYwlZHnikgwRq8ghRkSMosS7QNYokt8Yk7okdYYAY/BVVUVfRs9196pnHwXQAFk0SWAohQvhClGQDprPIgAAgABJREFUtPLFypEkaIhqwyfCwqzyNEpq3oAia49OAFRUXRoe+MYwsQCwtKt6bm4OAUMM58+f39jYOJGL7Gbrmk6qk6u9dRHa12q5r/vME1xncNxpeORW6kbKD2/Sh1P50KQvH95Zj9yhT9iV//7jc2Yi/0ONh/Pf8PhOc3V4syxr1/ST37zFMInBEAIYigHJoohG30REGioaY8hZjWUFW51SiG0lURl/gEWiyBGwCRqNqoasiwUQIxBRAJwFKTg6Z13eR+dAyhiqKBwjk2c2dUo+VL4oCgACQjAaWAki9no9ROz3p6WvmCVn7nsmZ4FDm4xHAURM89xaG2IEgEqaXl1li2Uex4oMGDBCgoyevQQJEorJ0X/Tw+nB5CCUIUKcllXhC0LbHw6y3Ng0cYKRmYgYhLnGMBpXJ9oMkq3VsiXCETgiBi0+gyABmCgUWCKSIAkS1xg9JcRt9Ozq6BoIQD1tAygahYsACxAhC+KR5cKHgH7YxBJd6UetLJ/AdUHj0NW/H38rgWNPg4f82b+OTzj+aiKfcjyyPthdhY88+rrn59Fa72h3tO+jAM+qLLlrIiMCCRGhBOagxINOLBEiqQym7ltp+jw6u0LzYiysED9gFfWimuQQ1NlhFIemYjkoZpkTN+i5PHPsOCKXIOWsKj0GScmFEGOUPEtilBijIyfM48nkcDwVEQEqiuJgfDieTQmNtTbJk6yXhyoWRVF5TwSZSxLnosDBZDqrfK1n2/YFx7ouZQw6k6ABFPKxClUM7McHk2kxKaZlUc2qwo+nh+WsCuynlY8S0jRP854xLst6xhhFbirJcDxKzRIRJcYiSgyBKxGIbZajJpdhBDRRTGAMETxKsFqrAQZkJKUfkTqwPlJc0DSliGhmGGvmCmwr2dJQKbcjiqgUGTX8eO1ZAo/Ktj+ywtsF9Bx7HPAv64t9fsdfTeRnMx63NJ/8EmMMSHzkX48AeoAxRgCJEQVRmLUCW6IojpBSkzKnaQLADBJVpQG5Cd8YWZoQT5gZmJG5thWgig7Q8EVCDBGtqSTuTUsDPncm6ztjjclTEmbVaPPRWIk+iT6kdmAAkQUAiqK4e/fu7Tv3iqoMnsvg9/YOprNZkudaeB3xqCrD/v7+5GBiHS0tLPf7uS/8+HA/eEZgEgJgrNkUiYARpSWyg4Z5IcaovVVKeKNYqKIoqhhCjBEEKPjIUYCMSdLUGGMT19qUWDt5hCiOjECEGBpCFPW1JcbIURANkEEkYRNAQgRPEhACAmt1DBkFVcWGoiAIgzAo+pFFBBhRgFQbqCFDgwZOjnDSv4sxGkstORh0VFmatHE9BI5ynQ87knKcDqf9J/4lGlQ+1+OvJvIpx8O58G6qGx5Dx3sCMS5a/3zoTVq4kspJiAgYUkE/MCAinqMwiAQLEkLGx2XKRZQxh5mZ6kRenURnZGCGGBGVQQ0RgQAZgGpHEgEwCoYQDmZxZzZJXQKJdc7ZNJoqMZWLzMKIjKitj7HOvLUk+JPZtKhCFD6czEpfZaH0EpjEJM6XvH843t3ZSxKbpQMyZnd779btG9WsAo4AhMIGDBkgtISiXRltoq3NRSqaStVaoMlLBI5gQBB85NKH0ofAnFubZlmSaHcHA6iAdtRGGYk+RkESQDYgEVDZj0izv2gFk4hODV5EiowBJSKwiBALIAExALFOg0QQhhhbExmAGuy+Bgt6nIA9gq/BkTupNBYnYYBHjdsNrkgeVQvqmsWWRe3hP/11fKrxVxP52Yx2ybYI2G6Zr60enshUIiJzxKPUOLSv1a449KkzqAiVaJAsgmFmjkLChgWdS1oRpcDRcwyBo4D37H1UuK5SALAEkoQhgiCwq9EnDdSkvSQDBoSECAgnIexNpnmSWOoPKTFpmsUYfemraIgMktHuN6nJbjOE+YWFU6eLWVlGASCalVUVvHHOpUmv15sbzo0PC42nDVI+HCR5Xsn2weFkfHCoiCdqMINqFhNjGYGEGLn704ApfCFBhISEylCy5wgRLIEBG3Hmw2RaZHnZy4+Y8OsSB7IIMrMAsAorgODRbNTnH5ElMUImCGoukhEiQyTll2tkaUBA8YAscORFxsaLPDJV6qdTh1i39e6b9QNkat0Fafh09a6cGPUBjPAw8rFGYpiTgfZfeot8XsdfTeRTjhMQh/ZnV6auLWdrUql1fxT3o5xp3MB62kWsG1UpIShUbUWbLaEBNZEMhjABNNa6NMsUsSHKWC4cI8bIWjnp3uLam+Rat+GEicSjfjIWy0SGY7k/m6SJTa0hBwM0LknSNOdY1l+fRXeyVuHzrH/mzNnR/IIgViw2cVXwha8ADSMYY3p5f7xfLC/PVvb3JcTBYECAu3sHWW8wnRbAAiIcGQSi5gcAYhTWcJYEImjRRkgMmCDaMI4xchRAMtZaMUQWbZIJ0LSo7Hhi0wQt5r3MGOO0f51Qc4Sssmcsyn8EKFAXiqK68oAmCrIQq+VDQotA1PQBGi1YI6pgl2gKEkAFZBtYbmMcj9Rr9RE+RqLdrBlNAkCNYwWofDWbzVqcIDVadS1ym4ha8a/6lhr0wcPxo/qvVvLpxl9N5J80pGltbBnYtM1GgXvdDkilM/HeT6fT6XRqjGmVc0iQm061unKCaBNnExdTZwiFEMFEA0TE4IHEgHMuNTYhIpu4pvMNm1weAChCjwFtG2jHRsqGRASFhS1o+AZaJEGBGANrL46RyBxjzMty5IMVn6SYEYJhQWGuIiRRXC0rGGNZli6lXq/XHw6SLJvMCpemgWMVfBAOIbBILxv0TRVGvDI/X5altdZX1dxoMDc/nBzuM7NEjgTMUNfj9UoIazQqAYCqUkhdNjZoyDBpzUoRkGQTmySJM9aHcjzm1KFB7uerBojIWEeEViAyE3PgKiLWJHhaC4nCHtgTRYNBKJANgEHEA0QRIYsIVBsc9T0NiRaqQbsOdW0QGAaBpvUeEVu+ThJgYBBSHcNuTI3YSjNAiGE8Hm9ubj548EBFojQtq1TNNWgpTVsZu66yiCIKsGGFIKK/GsqnG5/aRD6cgzsBsj/xy4nnP5yq0/XRxVJpF1QXSNV+EByvh8jjmT/keDvUE5SPpCPAfeLdlFC9Fahpf6qX0XbO6IPaX9gyDOmflDVDkeSTyUQ7bYuimEwmL7/88v/zX//LYDTsD+csQowSQ0gTQ9YKxIXlhdUzp/xsaAju3b63u72XuB4QCwEakyQ2ydJ+v5+mqTodha8kxOgD1NqHAVGS1ESPIoJk0FAURmspcSUHJItIQdiqgh8LARKwISGLjFyGUDFYoO1pVZX3zy8sGMjQGbASTcEQPVhxKRODIXLWJUmWqpgBA3NmDSFQw7usNhQ5AiKQSfJMMhdjPKgmw9xunF4uxrtVFWZlEQMRWRSKMfoQTeICR2C2RBg4+BIRLFldNIBkk5SBokpmISSpNYQGQaKPwZeBigTyFGaTdDQaJc5plxK5FJFjREJg4cxlkMZqVgABpiaWOAUurSvIlYxlZE8ISCqsaFDNW6PtpfQS2BIggcbuqF6jwSgirA5g7XqziDUEIjXpCILgUToSECPX3BDb29v/5//8n5/+9Ke7u7sK8dEeGO2hPkJ3pmnWDFUEUSax0WikLM6KNrfms3SJTiC6u9tTo6XWz9V99Mg36SrtdN+w25jYgp+eIMujBFpdcGhb5vqjOJMnj089Zd2J6FYnHmklH76mrmVsH3mowcB1P659QmvpmlTRI7RY28toRVy7oW77nt1eUS2SEpFvhrp+s9lMkcktY9BsNmtpIlvxDW2eqSuqVbW5uXnCdLbNiACghEOTySSEsLOzs7i8tHLqdN4fgiEAsHXtJma9zFjbnx/NDPiyYqDKx7KcgLF5PxMQCJzV+EoAwBh9XQQAAmCqAScRgLQ+ezRBtTOhdxAJSTvhDGj7CJIKMTIBEKBlhMhUguxPpj3CHiVIbJxliQE5SoBH4YRVhscoIl2AOApH4kiEFsRzjFUZYiXCBJKnydxwsH56rfBVWVTMgGiE0ftY+TAupw7EgBhA8VVVsES2uhKCMAhwJGtBjPLsMAOhEACRtnQKh6qazUJZsvcgopQbAEBoDNmIjGgAY42uMSCETBiNiWIiGg8YwTCLgCUEIZK2c0ZryiQKPQUyajRJRHuyBSFAVAsINZASoJFIZAR6CLVjqE56MPPh4eFbb731gx/84Ne//vXt27frJyiPtnM1rrNRcFU0vjqVqqA3Go1Uy+TMmTPPP//8c889t7q6avCTIi7+6HikcdSdBW1zlAjik7i+T4jTtu/ZxZZ34SKP84oe/oiH0e9PN55GmOHENLUm6ZFVtm69AjpljUdyN5xwJ+UhZZsuicgjkdvdf7aU4DqgIbtXJ67r5SklvXp/La3kYTO6T9PRUlS0JrU1hYjYygFLQyehF9ASPemF7ezs3L17d39/d2VlCUwiItYYAAFmlbhZmF+qZsXe3t6srKZl5Su2iTOZBQE0FEUYgBFYE5BHkDw1i6C7tHFxABrLRcKWUHu0jQAhWHV3GAgRwEaJLNoB7khCBPFV2K9CX6QH/ZQkihGwwhSlocPRIk+nOHu8AG2Ua1FE2EDwsQxl5UsRQeAsS0ajgbXrVRXKsuIIBCYELopqVhS0J2AgNWQAg/fVZBYqDwBVVZXRB18BACEhWYNIhMwQAIhEw+HIMi0qz/vD4SjL8rQXXFKT0wgfW2xdsCTWvXGodMasnwEEhEwkeGwld1dvt0KNNYkGC9dvhNA1B4/eX5GFqEZEeu/v3Lnz/vvv37x5U5tcW2L87nmv/+wmKNV36ff76leeOXPma1/7mjGm1+vNDUfwWQ95qFP7YU/oyS9vnZ72wZbNtwWB6FbqNkR2X956r+0UnbA8Tz3+JMe7m0N5gn7hMehWg309YeZaHQVpGvtaMiXoiOTCo1rlu/ep3ZnW2oODg8PDw/F4fHh4qKZN49/JZLK7u3t4eKiMtgcHB6qEqf3Uqo2p8piaJm+xeN2f6sAfkT83kOOHcT/tP5UwLcsyRNTr2dvZrYri6F4iAkgIbF2S9vo2SQ8m43ubW3uH45n37IGStAyRHKVEjFSFCKWnGvStW94AMCOoyUQg4SASERwKEDIAI2rvMiASIVkkA0gCZIEEJLKwEWQEMgAIGIP3XiZc7QImALmFGCpLnPYNUkJkTxApnYA0t4UsTYYyMGMQilECsACAtTZNU0NUlSGxVYwiASoMoYoGJLNoU9vLMmcs+FjleSgrZp7NysPJTKYFIxIIGkRjiciaBJCJAAiMEUMMCDHEyXiWZ2XeD0Z9bA4AKByZA9f1q876QWKIIiiNaBeiRRQiw58Mgt1UnOvtCscnpCHt1MVz1OOMiCF4l9QVP+qoHNcci9LE8vEYnDYCaHWmewEHBwe6Gm/cuFGW5fLy8tra2mduIlt3R5sdVORLpUdaTsknv/yEY6QnQZtX7aIRHk6+nVhvjzMOf8p4Su2aE0dom/V78iy05xs8lJRsDwF9K51rzUgqMq47g+0/WzWx7lvpc7z377777u9///s7d+5sbW2Nx+PpdLq/v688tQo81puq7mF7V9qg+IQIHHRM3onsRnv6nWxp6JwKzjnNsbYmwxgzGo2cM7Yx/QAADNq1Mi2r7f39u1sPNrd3fBkZiS1VAOKrLMnAWkYoqyqwd8Zaa1mwJdwS1r3dtL41QBMAQK4jTa1OYC0G0JAXqnWoq8eAhMBRmH30xDguvBFOMBJXWYa9EQGmZJyqSgCAgCqgcXtvtfGxmUwBiVX0EaKQCIlwjDFWofShrEpflcGX3vvInsvCzyazYjZFjg5d5lw/y52xEDmEEKowK6v0YOwOxkWMSvQGZICsTbRBngGZrEkcWiMiXPgwq7z3MU3ZGCMqYcFRmDl6qElDEIQYav6byByEGaiOmgkB+RjA5uincozrP4+tFkQkiXJ82bcFtIe1VGp8GJmyKplZM4lVVR3x6UJNqasr6cROa38lY2LD9Hx4cHDjxg1lFH8qK/HYfd0mB2OMm5ubt2/fvnnzpkLWVlZWNjY2VldXW4KMR75Ju5e73oYagXY3df3Ex71cc5En/Gt4TCvHE67n4fE05ZpHfvDjPGp81CLohsBtuKrBqdZ8Dw8PVUet3++fOnVqeXlZWULbL683RjW5Hna8q6r66KOP/vVf//X//t//e/fu3d3dXcXZTCYTbvS12wvu0kd2Bdtaps8TWZJHLpT2nw/XfKChF9LfFb0xGAyuXLny5S9/eTQa1SAPrEVkBGAyK2/duffR9Rub9x8UPhAgWCcgPoRoMYFUCCPLTCoTCVKlaVG3RU8apQgiBNLSryjnWaNl2uqjQLuhtZFbEMigRAFT73rBCEBIbFwRWabeSQVcDtiNggQhY9zjvMgTS6LGPJVFEGZfxaosyzJ4X8yqoqiKyTRGiV58Fb2PVRV8DGDImlpXz2XpIOs7a4PnoijkYDwQEylJQqxYfBRFB/mIzMIxFhBCCDF3qQEAtlbK0pelz3OxFo8kXvXuh9i4ulr6Rx+FjyxSXYt5whp45IMIiKJ89c1bKU0dsmIdpdNb1YaG9b0hMsacPn360qVL77777t7enu6Udo1psvnISh6PK1v7iETScPJ/tmRi3X2xt7f39ttv//KXv/z5z3+uJvL8+fNf+9rXvvrVr546deqP2qOuOdMdWpaluo1teqrdlU94nxPrsK0k/ylf/DMQZuiemfpNuhqEmlJRqru2fKGZPi13TKfTyWSiIXAIYX9/X4NQLYP0+/3nnnvu+eeff/755xcWFlT78XHmWE8eTSn+5je/+eEPf/jjH/94Op2qfUySRFfYwxV2DWS6CebWeexu+IfTrCdCaWh46qFZ4l0CqFZZd25u7uzZs1/5yleee+45lTyupV0FkAiMncymm5v3b968vbu/74z1ICJCzgaOIBI4+ujJoEUiUuZI4OMXpwouYLTqgoBWwDIgCFggECXvAnUjBVAv2miWzVjgCAKijhUaMY5BilAySykiIYo3hxVPKwYyCg9s50GABVBEpK0NabgdATByVXEIxWw6PjyczQrvfVUG72NReEQjSGxRgAxZm/eJQNinziRJ4tLc5UNrbcAqlDILUzZ5NsxToiBQVCGEwIIixMyhKstqGiSWAYVFOBLF6ayaTma9Xi+1jhBZWJjrpnUREkI0qi6uPjgDAhokg0CCRMrZXsfNAuoYtj912qHlBgHQNng9mgQQEDgCqDLNYzN0xpiaL9LaPM8vXbr0N3/zN2VZvvnmmy06QhpBZq0US4dUv85Xtm688vOn6eLi4nA4fGoz8ThToAYrhHD79u0333zzn//5n3//+9/rrl9fX0fEs2fPLi4uPlmatQ2qAGA8Ht+9e/fBgwdKq7qwsKC0gV08U9cOtpUGXWntdmszy1086dN9zaf0Itvr08ScVt/0n2oB1cAx83Q6VdIqTe0p8EU1eUMIWjVWE6nImPF43DItjsdja+1LL7108+bNJEk2NjbOnj2rkfXDbp1emFZOiqK4devWzZs3d3Z2Wli1eqnQtFic8P7aBGjrlupldOti3TY4/VPdIdjJ9Ctyra0w6rDWDofDhYUF5XDd2Ni4ePHiCy+8cPHiM2meAHCMYq2aSDDGFFWYzKa7B/tl4U3fVN6DSJ6kRjBI5TkoAaUxqFYoHplH7QY+mhkGpaUhiwZEamZDJFEVaKFICCiKfw6g8D5GAxCAEVgEEcBQECFjShTDEYwtAWcBZ0GATDcv3l0e7bwd/YlZQoyVD9OiOJzOpoUP7FlC5IiWjCPrgIUYCE2a5lmSii9qnKC1weSMNAlhv+SxR7KZzfIs7zGZPHjvozAmSSaRy2I8me7HqiLyKIF9MfPRzcppUZZF1UtyMsjMEjwJU7c7Dw0QifasIyAgIREQt0pcj29UeXhNGm1s0jc+3gNYIw2azJDSYgAAIRRVJU6cddba1dXVN954YzabPfvssxpd6ZGvSXNNrOu+a6mhdEu2OJsQwmg0euGFF55//vkzZ848nZl43JfV71sUxdbW1rVr1377299Op1M1CLPZ7MMPP9ze3q6q6uEaS3e0f6qq6tatWz/72c/eeeedu3fvDgaDCxcuvPbaay+++OLq6mqr+NS+UJn8tb6qiVfdgBp2KKBlOBx2XZ+n+KZPYyL1I/f39+/du7e5uan+4GQy0TSflkfG43F76W0etx0qYND6m9AAqdrKLxGpWp4x5pe//OV0Or1w4cKVK1eMMWVZqkSGXs+JJKbatTYqx6bZWWE9R0Rbja1sb7OeNthRBWkxt11QRWvyEFF/V+yF1hxUSiHPc8Wj5Xmutek0TfVWpWna7/dVg2lubi7LUjKIoJZOSfvBV1FleSIzGCh8ySB5mpPFXtZnTFliWZaAbNPcuaNkdhs2HjlugiwISDFKiOyyXIwNnoUCGYNoGKMRESJL2vgnWvsJMcR6VQEgRWFmIWMQo7MuJRchFiwVs49HnZdIRnvmsBF3JjKIyHXij4tZAZ73tnYePHgQopgkFYuTyfRgUvogrtdDh4DG5flwbqHf7xswDml/Z3dvby94b4wPIUzGs1lZTSa+P8iH/Z5LhuSsU4YyEUcmT52lteiL2XQ8Ge9ODnfLIELFtIo7u/t6s4a9vvqPMQYl0NT8ZbvOyRpgExkiIKPSjwsLIB1Z1G540YL4uoVHDdxBBISBBaEmCRZunmWOPjEKe47OmFruSliX2blz59bW1u7du6cWQb0NhVXEGNUkKWPmwcHBeDxWao+qqvb29oqiWFxcvHTp0ksvvXTp0qXPyj4eXXOMur8ODw+3trY0TLTWttwimkV9snnSvQkABwcHP/zhD//7f//vH3zwwcHBgbVWFXXOnDmzuLhYlqXuazWUumFv3rx57dq1999/f3d3VwV89Gev15ubm+v3+6rit76+3u/3W9qkT2UrP7WJ1LTo3t7e7373u1/96lfXrl3b2dkpiqLVbGnxg+oVtlXgEyAY6EToLcS0NZRtCU9fqPd+Op1yR4j9hIvX2gVdrIuLiypzrlgc6GRwusIamu/QAlxL9ar4Mj2LdJZbaK7qZzrn5ubm9GbYZuhLFM6tZlHBa60ZVReylQQhIkSlvwIABjBtaw0i6vGgxcGknwx7fUOJdSTilH/CElprnaWG6EL3XGzerTZbR5UBYWABioQOAEhZatS5YWYgAhSUKAEAgJVcDQBA2b0RQWrIHiHEKFKEWHolBYaO3/oImK7S01ZVqMqwe3+rnBbIxnu/e3hwMJ2NZ74USPujNJ8bLS7ZNENrXZ5RmiOYalZOOdmd4eHh1PtQlaEsvY8BwXgnXEJpgpQCAEjkrAWyTiwZZ10yzPK030vzbHqQ3d+8FaM3JQ6KqqpCTKP2BdbdgY3Tq9ILAiiaPSBU9CgQoTCCtipiu5C6WabuF28eF4yiJWw5lqhlxIbdAo+VUFgAhdu31fw4Im5sbECnm6tNZE2nU2lIPdpslabjdUsOBoPl5eWlpaWVlZVe3oPPaGBDO6D7dDQaLS0taTisafckSRR11LI0PdYGNdnGe/fuXbt27dq1azdv3tSdPplM3nvvvQ8//HB1dVXtoxqEJEnKsrx+/fq//Mu//OQnP/nwww/H47Fut3Yz6qfPz89fuHDhjTfeePHFF5eXl9vE2p+xXKPG6/79+7/4xS/++Z//+dq1a5o9xIZvvZuLfPi1bVDWPl9vcHe+WteyxRjqVtd7rxPaIlRPvD80HuXVq1e/+MUvTqfTu3fvqrx9mqbqoqpzpytP/bvBYDA3N6c+oPp9ahB1rtuWLzWUavv0HVpMRuve60fo49A5AE4IGzU9i8Glx8UXBQyKQexleZ4l7PNePxkMBvOjOQQHAGSACCRy9CWCcc4QcPQhBPaV996rnIAxRjOChGKRWYSYkL2JBgjFEgECd1CrgooWYgkAQkCEhoACswUUA4EZUCIJQkQR5lgFPyuLhkf9KImulrq5O8gsbXgxm0wPDmccYhXh4LC8v723MxmDSVx/uLJ4evn02cW1NUpSL4BkyCYG0VtvJhB3Z1OpJgVXFYgkYLI0TSEfBtMbe6qCZ2aTuDzByEGAxLl+0stTm8vApdalyWw2CeU0cJiVflYW/Sw1hHUTfeQOm4QwSFQQFRKAUbYPaXQvAIBqHrPaP6xhA41GDYGwMIGSeSIAkLCwpoeVWlKzlwiARMRyrN7IzAaPNgg07CdH7OIN9luveWFhARrT2e4URNTQDQD0tNY39MEr6/hnOPTjTp8+/dJLL/3hD3/4+OOP1Su8cOHCxYsXNbn0R99EY7vxeLy1tbW9vT2dThUB4r3f3Nzc2tqqqmpubg46kgHGmI8++uhnP/vZv/7rv6qX1ma99K+6Defm5jY2NqbT6eLi4vLycleU4hOOp+muGY/HH3300S9+8Yvf/OY3Ozs7IqJu2h+dBeikqLoSPyd6ddrCiH7nwWBw+vTptbW1LMu6RvaRU9/ma5977rnZbLa8vKwZSQBQxm/txBoOh2oBsywbjUb9fr/X66lX2IbSevp184xtqrGlD+jSneo/NfTowpu62eL22MC65cBECV1IE9RWFXu9fH40SKz0e0l/kM/NDQiMMCJJkiQQuZxN2bN1BIyVRERBFBCOUXEqiAgQI8SSIhJZB5RAMITo0DhjrWv9PREBZBQU5AgUYoTghYNEBQkZcCaKZwaR2DJ1eV9WRVmWpfdpmqZ6N9RFaom49UY3YeDheDz2ItOy2tk9fLCztzeeRkpH8yujpZXzz74wmF9MBoOIJBHEIAPFILPIgXJKhyaPVlJI2Bhj00zPJFHlHyLBaMgx2WkZkIyNlJJllyRk+0rNLXy4tzXd2/ExFEUx66WJscweouINOQpLiMzCEaIAS4M2JWixOdp3yO2kPWZtH6HQ9EWPcjOJGpwBIKIKKQogEzlCUe++u1ralc9yhKmG47DB7mrs9XoKMtOTu5tk/6yGNKKvSZKsr69//etfn0wm7777rmrNP/vss1/5ylfOnDnzZNBPO4wxeZ73+/1WuUzfZzQa6d7sCvlpveHu3bu3bt3a2tpqN1e3vqpjf39/a2ur3++/9NJLFy5cGAwGzJym6Sf/mp/aRKZpur+/v729ffv27QcPHjBznud6aj28Dk6spBN+5cMGqD08dUbUvzt9+vTXvvY1Lf6eWJdyXLerfRwRh8PhK6+8srGxsbe3Nx6P1WEkInUDNVg2xwc1kqFwPAnQLoj2wRMGupsM7oISThg+eFQSpJOzP3omEc0vjFZXV3yVJ46MxV6eGDCIGKuYOucyUzkTfWSO0UeJJJGNanCHGFlbDwEl9iyKQZe4/rCX90dZL0/zYZKl1qWdA6nOezDyLFSzWVmOi2pWzooilj4aYyUB0L4SJkSHIMwQmUOoZoX3OTO389GJ940mxabTqQpA7h9OKpbtnb0H23tFxf9f7t6zy67jOBeuqu4dTpw8g0HOIAiAYpAVLOm117XvXfaX++3+0ru87OW1HCVZpiVdUxLBAJDIYTCYcOakHbq76v1Q++zZmAFBEiRISi2t4eDMCfv07q6u8NTzxN255eX1pdVjvYXllSOnmKzzUgQWE4HgJC+Gw+FgezCd5OMpO4jFAoCgtRinDFAKOhcQkWxko9RaGxkqfOYpCiZygmUAY6xtdaIIQXzppuPR7jQvx5NJuxXbdoeIyqKsTSQzK0NS9QtGQSvzCAwCzILQxCLWE/iC+6tLnIERgGS2kxFnLTQKCnr+a+sVjohN51Hd2Zrdp3oc5ZkDG0kha/WbPBeO9lVG3euiEe7Vq1dbrdajR49UvunIkSNazv5cLHd9Vf1+/+TJk6dOnQohjEYjZj5+/Pjrr79+4sQJ1YOC551D9VFxIIiug1SlAtnb21Ow4JedhJeBjjf7nDQpq5HyAUxMM59Slz7q3zUUrSse+ouaRQ14rbVLS0vLy8tHjx79/ve/f/z48Xa7fWA6mgqI8KyVFBF1rTVDyjOV1+Yl1depLm3zHD5gi/GFXLlNN/BASbf+54E88ez+BTjkCiOiJXN07ch0dNy7iYD3Ra5XTmCYfBLFcRx30lQ7KXOfBfZZNgEga4lMSmRMlKCxHKAVWSJqtTq9ufne3Hyr02t3emm7BbN50+BS7ZogDcbj8Xg8GUyHg9Hu093twWDqPYgXFAYUkAgpAgnCxnsui6IoXKmJZp2EGUEPosL8ZyZyvLe3NxhPBkUYTvPS2N7awpH1Uytrx3tzy3HaxagFTEFFuCn2IUyHo6ebe9tbu4UrfRkYSDBiEg8kXhFarI00Boz4wMwOkZACmCIwOU9ExmArsdZ2mLYFyHkORT7JbVG6TspRbGYoGWZhL1C10zAyAyMLoepXwD4nCxy40c1D+nBqshnZqYmcIcxA1DriQTKIGtpPWNM/VS3hNb1e5U8A+uDrE7qOXUS7mBqtePW10dfKZFEjlAFgYWHhjTfeuHjxosaU6ot8kV4XmUHQFxcX33zzzb29vdOnTw8GA0Q8e/bsX/zFX5w5cyZNU2m05KmSz/r6+vr6+vz8/Pb29me9uRYbOp2OmpeXgP586fnK85yIVldXz5w5c+vWLS1j7b/dbNQVCfXXdL40o6ePaN1DY96aiUSTJloURsT5+fl+v5+m6enTp5U4RCs50Di0D/uqdWBbw8uVaYZnesH1janf5ECGonmq1wX35p9gliioD/kDr23+3tw/dSxQX2RVHqHmqwRJ+v3u3NxcWWBw2TSUAOy99z5IIGSJI9NJWxGhy7OS0EQxdiBtd9NWz0ZJkqRJq2PjhEDm09QQxlHS6rTjtB0laRSnUZJq9TZAaJhIEcCpW5iMs2yYjXdHj5NWQrg9HBUEOftgQIQiwkgAhdF5KLwryhkO/zmHs8L3FOw1Ho/3JtmuD9TqrhxdPHLk+PLKsW5vKYm7ZFtZFkxkjEmAgZ0UmZ8Oi+mwKJwvPYgAAxJZgMqJUzSS1ZJXYOeDJ0DEdqsTBHwQxxKQyMY2MgadiWITJ1EUgTN1VVDfCwGkXksIQoYReL88VUXDCjjQOy2HupKfazEBICLDzDNy+eoAJiIRbV9StNWBt6oAxXVkXS97aJg8/aemKfX5laeJlTrYLDR7JdrTGurpAVM7Furo1Oz66kLVPuxz30eNoz6z3++/8cYb3W53a2trOp0S0dra2tmzZxUXqROr9jeOY+/9iRMnvve97w0Ggxs3btTImRojqen+OI5XV1f1TRRlqH10XzzWfplyzcLCwpUrV370ox/t7e3dvn1bwT2a8kiSRCseagGVFVErvJrv059JkszNzaklVXey+Xu73VaYt9bpx+MxzEAt9brRu/Jckdhqac5AYTjD/TQD4TpncWDBwaFO+AOt9fVLPqtPHJ6Nu+FZB0GxbLrioygyBpMkQaA62BYBRGPASABwwgX7IhQTp6/1zpW5a8WJAdNr9zqtuOg4g5as6bQ6vf58b34hTdpRksZJSjY2wp3YUlD5aMsIPrAgGHGeVfYwMAiwMAQUYpDFKO20oSQ7Igp5NtrbneQTPSgEkJEtgAFhERZ2HEoJJXCAwKTptP1cpAgyOxekcCFzblqEacEFtXr91cVjp5eOnGi1eoxRKSYGO86nLYwNoZrUvdFkNNorspwDee+9Z/W29NbozozjyEQREYgEAbKExpgkjSNCRLFk0jRudztpRChlq91vd/qtTp84kLEspvTBoNICIWOVAGQCQUaKVJ0BEIFQdMkgCiOr3azSjKJZQ3j2IGz+AoYAgZRnRKp8bVUNYjzMk2QIlVm+Ol+h4mDOsqy5TSpsr8p4P9tMoc6mtbZKaMp+MlREvi6mH+dcHMfaGFIznjW7Mw5Hac8d9a5UqO/Kykqr1dLwSOsQWmXV/aL+o66BKIrOnTv305/+dH5+/vr163fv3tWSYJ7naqO1kJim6YULF77//e+fPXtWhYjrYPELjpcxkSGEbrf7ox/9aH5+/u7du2rC9M4pk52aSC16LCwsqBdZw2XUWtVW/EAiRieiOYNas9MH63rWc83i4X82Bcub84KHlmbToj3X/NVnYzPj84JsVJ0KqLuJtra2xuPx1tbWcDhU/pUrV64QGGCDRGBAoTfApsj9vU/v3f747s7W4/F4qIehC0yAwHnodXqdni99p9s7tn6snbTTTnuu20MTWRtXxXQ0ehF2pr5dVZMiKQvn8kxEFCMiCAr3QUGLlLttY0xiY0ww66eDpc64GPvxKEUIKlFV5j4Ea20cxTn7oS92y0mHewwQfEgia60CQQTJBKG8CFMnpdhJgK2Jp4Vl2zlFrWPjsrU7yVwxIgEim+d5pz1ptVpgyHvvJRdyaJkLCZ68c9hghzWGvPfWkk1sHKt/wZWijB9jFMWWkhhjawDAmCiJU5znNE66SWvw9HHIxyYyZFIy4LOxQQgBHaODeFqGUYGlRKVwIMMGAwlLYBAGERQLUW0TCbDi9m0klJXPXGYs5MyiDq/MatAAoCKVM5yknlWAAqayt4hktEsnL4pPPvnkvffeGwwG7XZ7ZWXlyJEjajg6nc5cr9dqtQgwy/MkSRBBrYltkJAHLYVrNwQzVOvimcR6vchfkE06MGpGibpzRh/R4gzMMCc6mtvw8Afp7/ULO51Op9NZWlp67kv0DWvJ5WvXrp04ceKnP/3pjRs3FEivTSg1OeH58+dPnjx55syZ+fn5sixbrdaXjbVfhgwNEefm5i5durS2tjYajdRTq5N9mlusA239MnXofSDJ+t0fGuDX+7NZGayxaQdEabS3QU/+wWCgNvHOnTtPnz598uTJnTt3hsNhv99/55134jh+7dylZKFV3TUEAPCOmfn+3Qef3Ly5t70lwQdhIUSI5uZ6K4v9lcXFE0dPHD16tNvtWmvjKK3RZzXvTm27mZ/JRrH3rqi6MpTrqM5hiwgG6SctPYsCki8yQ5ImpuNjFpzmWZZn6jWYKDbWooFpUU5LnztocczGBoiAMYTg2QbBaY5T7hTYz03pogLSFkX9vJSnT4ZbMChzB+wjY60lZsgm4yRJotgQ2sDOiI8NRiiBhAwBiCGwkYljmySRtTZOojSNjcUQQgiOmY2E1EBsKElMK7VxhBGysHdFiKIIkla73S3b3VKCMQxoAAIJBJEQ2DN5jkrm3PG0EM8YEDyIr+QMwQuDoIBHoRq6qENECBosDLN20DqlXVmNht4hMrMEKxiEJTAzI1dYosBBAdgAcO/evX/7t3/75S9/+fDhw1artbKycvTo0ZWVlaWlpSNHjqyurq4tLa+srDTBZOpU1rUUnFEiqDdXpyyfawS/lnoOPq/57bnPeYk3P1DK7/f7SZIsLCysra01qR7U9dbodmVlpW5hpM+j5j08vrSJ1GNKG0VWV1eXlpaaqYdmYbp+fu1eSWM0my6bPw/n8r7d0TTrWDOszCrp9QUrflOTHePxeGdnZ2tra3Nz8+HDh/fu3dva2lK2oZ2dnadPn4YQWq2W9/7s2bPrK6vzSwuAEAKQBRBwvmBm54osmzhXdNotQHTMSdxZX1+/eO7k0SPLx44dm5ubqwpfZj8PrRDuOuMJAETPaNfUhG87Ozs7Ozu7u7u6l6oVw9JP2xBECCmOGAk5dNOYCATJCBfTifhgE9tutVppOzbAU+KJ5WnkbAt8VCIFwdJJ4TgrwzjncZZsj+eeTv3AgaOpFC7f2QqDQQhegkTWtJM0WIpMXGRcIpqIkrhlLJLnFJ0nF1lwEgSCSG6Z2tRux6bfT6LIxHHE4ovCFz5XNGJCZI1NY+zE1I6QIBST3LvMAKAvhF1kQSJjEaxBQ+QI2UkI4gECg3M+z4ppnnkwXtiTeEHteVawZGDBmb5C01AS7OesqwcVJ9BY5GE/nSIGhCWgoIoM7bdXz0CCIlIUxUcfffTP//zPv/rVr7a3t40xnU5H+7IWFxePHTu2vr5+9uSpK1euHDt2TBsl6gxg7YI092MzAIJnOUcOO3ovNw5EUS8ucsKzVYQv+P4HGgoVsNzr9ZqpM81aKka70+m8OOh88fjS89I0bTLDinvvNXCWBoVi8/mHa8QHZvDwTH1HbGVtAaGx2urvqOeVc240Gm1vb49GI23Cf/DgwaNHjzY3N58+ffr06dPhcKizpNy9vV4vy7K7d+/evHnzz956W4SRKAQmS4pDNognTh6fDC+EIuv3OtZaAUrbvWPH108eXV2Y63U6HbV3uujVzKnPeGCqrY1hxiBX1z1pxkys5eb6cYM0GYyEGYlsEpvIClBsIGqnxsZGmMtiTCaK026r3Wq1IyDy4vNkNARXlgG9C1B4KYLsjbJhVmQ5l4J5yTtDnhSJIEsxZJd5RBGxZCKIUFwAMHFclnlZFICYJImJIxFxwfsSAgcJ4n3pXAEoodXiacuUPRsRIpZlMZ1OizITkYhQq4Jlb06KSZh2Qwij8d5kNCQOiUUDAcuCoIxjS4atNYgmAAYGFghBShey0k3zkk1SUvBEgTW9GhgJAND7mnSuoqUAAABqEIlUe1WNZsNYMO4nDWvYY5gJH+mrnA+RNa1WCwEHg8G9e/du376tvQ/OucFgMBqNNHTVNtYjyytvvvnm22+//eMf//jcuXO1c1Qnsg44H00Thl+NAudzd82BPQ6fbSi/7JvjoTbi5p9ghjuulzo0sEFf9kNf/uioqyKag3ixa/3FHfsDANdv3ZGUWeNz7U7WLedZlo1Go729vZ2dnY2NjYcPH+7s7Ny6dWt3d3dzc1MR/+r8a8tUzcCmPZHaphmCC+ysSaTSsgZjMIrN+vq64SJCSdM4juO03YmS1kJ/Lk1MGltE1JKltRbB1AwddcHzsDtfFxZ188zPzytgS/votRMjtjF7MYBojc2qwL3dbrfanVY7ibBvAFqjKQsmNiJAEeMlHk6Me1oIuGnppqUvvJQBJ3k+LUoX0EYx2oiFWq1Wam2bA/GUnQ/OG2AKDkouy7IQmU7HRZ7XJhIRGSRoDzgjs/NFEYKT2EIn9YMq9VYU2XQ6db4gIrIYRylak6btVrudpm0lQ8mm44iwncTdNE4j7KZxgi0JJKYSDBMBQfIMufNF6V0IguJBgogPohxyDAIAxAj7MTUAAArDrJcQZb+zVgksmBXvQSLCGBpeFTBzEAkcaijP7PQ1Wg6qySkqUJ2aVABhdnmeTSa7u7t3P721sbGxvb29srJy/PhxxQ/WN12LJ7Vr2dyMh929w5v0c+PlF4zaSjYz9V/lDXXUBfTDxv2wq6jomgN/1R39xb3mlwm0m1++Lm4cKOPW8153Qz/3y7z4VPnW7SPMeuz1GNBj/OnTp3t7ew8ePBiNRpubm09mY2trS/k7lGugloKoJ0RxSLruAaDT6czN9eJWeoDLL0miOLbtdrqystxJbGQwjuPe3AKQIaK6fazufQy+6blX6Y4auDqju9wvxGuvRa/Xq4kGlEKmKAoCimyLAI1VGi2JLVmQyBL5tB0RdDrEmJVBBHxRFi5EYItQ4NQXPkyLMnM+qBS2IUZoJVGrZdMkiqI0jkwnksiTFMl0Oi3zTFuknXMF8M7TreBKDCGKopSMJSFSIQR9M2QgH1sXOLKUtAA4ZwnMASBHU3gIhAGJAmfl1GfDnW0QwqpXNXjfiqOQxpLGnMQxt3xCwUWFBBZkQAZiQRd8UfrSMwOxAAsGgYAVXFsDbO03bK6QZ9b2oSJeIxspBzxKZp7RVqo4IiKYKLICogofCg1eWlq6ceMGzxrYRARmnUxFlgHLvXv3ut3uvXv3RqNRDT2ul1wddWqzjfe+ZiTQN5y1kEYvTlN+ldE0Dl/dSr74U2b5pYNd2AeqtV/8bb+Sds3heu6Bx59bNdPRxBu+uszxVx/1GaAIpw8++ODTTz/d2tq6d+/edDodDAY7OzvD4VAZ3pqn0wEUup7nCgg1xmi96+TJk9p5KiLGIgsbBIyMtTZNY24lncRaS3Ecp63YeQ7BozUSBImstSDgitJ7hpmLoX0XIszKUoGoxYOKrwEAWFiFElkMUqfVXpxfYB+AZW9vr5x1eVMpZNgSgqfckjWYERqbIkNMJAZYTOadcy6DUoIRAC/g2DNJFJk4sZ120mvF/XbcSkxqIY0wMUDIUnZcabMsLvM4hMA+FFOYGpdZji0YE7c6nTRN0dRdd0ahKoLK4xQsmSixKMDaPChtCezZsQ9BuAhQlGWWFUVRhFAwQmTIWIpjExETOwwgbIWdc5mwkcCBRWVgS+eL0nkWQCNAIkpwAQCVeAJU5LiI0Dj1FUbDmnkkEaHmX5u9AVJxgyDu13bqZTaDMYIKnRNit92+dOHCO2+9tbW5+eTJk/F4XFX2icIsq6IuSNVEkOf9fv9AU6wylT18+FB5ybTDb25ubm5uTivjGh7VdDtfiuLh8DgMd/t6jePhrjb1MJrVmAPXU0/FgR39BcfL9GgfttN1mhkOwbm1MfEw/PDAl3luuea7M/I8v3///rvvvvvzn//8+vXrCm3VyrVmhWuHWuv7utrruQKANE210145Uc6fP//Tn/70+9//fqfTEaysW+BgjC5TaCVJYQwRxTaKbUTCwh4Y1KzUTanOOUSj2DGAqjogsz4EnenmOdSstmttutfr4YxRZjKZ7uxMvHcIbFnQGoPAzpfZdCJgYwdoQTC2EZANABbLwpcsQMYYSzYyNjbtdtpuxXOteGmhvdRLEvJWXIyepPCOXRx5Tjsp5jn5opxm4zJzwY2t9ZYkSaJO18Yxeal6rxNrmUUFHhjYcDAGIoIoikRIKrkeCCHWpEHbWOdtkdiisIVTPhRCxCQyKEDAhEwoyEHYO2YUDCAM6AFLFschMAuagMSVDkPFAQSNejTAwRw6PruM4dnjv1rYMsvCq4I2kLZ9NzcOAQSAKIoIiYhOnTr1zjvvPH369P3339/e3h4MBnUY50VgFjPW9IAHdEqcc1tbW7///e9//etf37x5czgcao/G8vLysWPHTpw4cfToUaX0V8Ldutbx0tvwsNPz0sXrL/IpdTq1ia4//Jz6kefmE148XgYX+QUf1Os4rMjz3HEgl/zFR00dWmthw8xGvPg8rJ9fRx9waHFrsDOdTnd3d99///1//ud/fvfdd+/fv9+MW2trqOWz+gL0/ZVYSOmCFhYWjh49evz48VOnTl24cOHChQtzc3O9Xo8hEJFUFy8QOEmSVisp0zgxaCyxBOdcCJqF2ad6hgpRD6rzAwAIpo6VZgvomQUqM+Ksvb09xUUiYpIkKysrURQNBntErfF4PJ2MnCuBgzpwjkPpIUkkTtIo7SRph2wa545wAqOpE09Aadru9bvdXqfdTpOY5ttxbKVry4RchCWGgkIRIpoGKXIfuLCRoAhP87wY5m4kVCKCAPmA6H0ZvCZYC0q0goxU0YtxIFdK/YhU1M4VhTNZBTChIUkszvCgJD4gIgKDuFAWRW5A9JEkMLJgXhSj6WRaukCIoAJopM1HAECIyoPJ4EHD7WqdKOQRgAwAYMUrbnWuAcBoQyMDzFqodHFWSDJBxAPeBhgyAqLc42traz/4wQ+63e6f/dmfPXz48M6dO8p8s7Ozo9IFEnhtbe2NN944c+aMdrZAw33x3t+5c+ef/umf/v3f/31jY6MoCsUvt9ttZQvUTuqVlZW1tbX19fWVlRXtdtOmHcXwNZN3Wp9U/HZtm+BZNo265aZZPKk9PniWlePlxuHXHnYMn5vEe4kP/TobNr+VUSNXD2QA6nDjwKSUZalWW9sZtX2bmSeTiULfDzMkW2udc48fP753795gMKhTBAcSr2pPdWFpFavVas3Pzy8vL/f7/VOnTq2urp4+fVpXpAoct9ttRNTuDWhcPTTaftTfQBDlwoaGJtSBEqr+WrNmza6Q6wuWGfW6Ju/rfiyt/SVJMj8/D2Ijaw1BXqAvy8IFRNXZ9gHLQLYTszEmii0ztxOLDgUCEURR6Eaum3ArDhExFCUxICBFQMzIAYKSY7IxEMc2sHeFK4p8ko1Gkz1CtHEcJYbRl0HQQBpHxkSGjfpZiAiorrEAgPdepMLKOO9LV5U10jhBFK5wh4CIhGAEUGGjQBGZWKGYhCIQQvBAATAIBGHPyjUPXAnEIrJRF7IOFA76RLP2FRHBhiJVtTwk7P/1md7EmjMIoFIQI5yZ3Tr+sMaePn262+2ePXt2Z2dnc3Nzd3f3yZMnDx482N7eLoqi02ofOXLk7bffvnjx4vz8vLbYish0Ok2SZDwe379//+OPP75z587e3p5aOjVqmpHsdruLi4tzc3Nnz55dnY319fWlpaWFhYWlpaWaTqEJh4CGAaohOLWrcSAWhs/Iwn0348XD44/eRCq0GxrJF71bz3VspYHHBIDJZPLo0aPHjx8Ph0NmnpubO3bs2LFjx7rdLszuYp1J3N7e3tzcLIpCPUdNqDdBTmoWNWZZXl5eXl5eXV3VN1Sgr4bY/X6/JltDRJCwz0bLCKRpLjEmIrJEVVOwmgZEFK0jVNtP42pAAA6MOOuGAxXDQREJoeqgZ0VoOY8ClowlAyyuKLXpXpv8I2Pnen1rrTEyHOIwDIqiCACBrGFHLKkQ2MSmpRAyc0Su3zFG0y+Qx576HMUBkbEoMx/HLiQUbCBEJuHgwAdjKAIiCoXLymw0HU2LqRffa3d6c3PdbpchOJYosWmaGooiSAzaWTw1s/XAyq1dN+dRZtEU5ApjDKiEDaGgIKK1xmAloWGRiEgbcpiVrigEBAbyzM57H4IHCNTQYaBZwgIBAIgsP4uCrLKNFe0jwbN4SajOJ0BEUe5yYYDPaMgTJAMIQIAiwNpDEifHjx5bW1lVr78sy+FwuLGx8fTp0yzLdFGdPHny6NGjevbrfdc1FsfxdDrd3t4ej8cy63GQGTxWm762t7eTJLl582a32+33+8vLy+pOarjzzjvvrKysKIMMzpoFD+B4mjibJrEFvLAw+8diJf/oTeThov6BdOyB/HGdGyrL8smTJ7/+9a9/9atf3b59O03T1dXVN9988yc/+cmlS5cUGVP3lmq8rJUWjaYVilg3mCsRvKptqDymeovaCKFmsQZ4P0tmYWbaUPUFQ93pWOf1q5KLAAcGPBA7N197KOnTSJbXpXOtGinwSJsQZoyfmNjEGmylqfc+L920CM6LK5nIkRfHBdPEB46jyFqTAs93IsuY5/kkn4Zx4Uww3lXchywFgwQhaxAtgAW0LA4QWHyWZXt7e+Px2BgzPz8/Pz+/srY6NzcXIAThKImtVaairkU7m7qKuJ6Zy7LQvKqir7Isy4up9x5cqEjNKtwcm1khRE0kAFBd5PUMJhZELxyEvbAXDjJTpBREg0aoiqRx3yN6nn7NwZACGqdsM8GnN332KjpsLmWWHdCUiN4vdfO1LXpxcXFtbU2b/ZUAQfvqmnWJ2llTQ1n/VdFdMAvGmw2y29vbRKRECpp7OXny5HQ6ffvtt8+ePauWsW7Eqi+1mZU67C2+AKDyglLtd2r80ZtIaFQnmmWioihqT+1Amlb/OZ1Ob9++/Z//+Z//+q//ev/+/SiK5ufnB4PB/Pz82tqaKlvWy6jX650/f/71118vy3Jra0tL0moWtdVhdXX1yJEj8/Pz586d03aohYUF7UnX9X3gzNRWHACIo1i5WZ7ZdEIGLQEiAFYiJ1IHyAfytjKTc4BDEc1z159+/SRJlF7UWjuZTFR8zRVFYSJEZKQoSmzawqJ0hcudAARrUQzzNJtOp5GhuV63Pd+ziTUBwIFn74pMwGu0ZeNUVVuDAPrI2NjaCA0EDj4U2XiyvbW7vb1blr7b7S8szC0uLy0sLHQ6nQBBAJJWiojOhZhiVVGrT5cquHaOmZ0ry7JMi3a7KMqyFB8QwHsfyqqMVklhA1j1I6HKczKz9+ycQzBM4kW8eK6YwTWXJoKgNDmaCdG2QkU2hgb9ODRvQ+XkIszwkjNGD54VxAU/r3xRJ/LqCBdmvluNf1ZyrCann6Ju67wTzmDLJ0+evHr1qhK8ajZJF14TgCyzrmolatRSnipTKUfXyspKv9+vUUTPZgwqsQT1FZq5+Pra6t8PfOIfhSP5R28iZabQUhcxdG9kWaYHrAK+6qBY7yURTafTTz/9VOV31Ifa29vrdDrXrl174403VNlSZqphvV7v2rVrg8FgZWXl8ePH6lR2Oh2lpNRsty6jbrernB11W5Fe5wGYJDQrfU37KDM+GAARFEaGICLkWQJXuORnF1bTRDanpfqUhv9Yy0OqrJAC2pWgs2rO8b7MMgAQYwJZshHFLeek8J4DRBDQBwEQn1uUdisy0byLYk8QkiQUWZaP82Hh2XU7fSEmjAI79AlFkY1TgHZEWJTFZDra29nd2dlxpW+1WjqBi4uLcRoZYyAQWRPHMUVxyoJCBp8xkXrlmvaN40jp9RTcF0IwQMGxSgQG57x3vnSBnZpIPW+CY2bPAZgB2DmmUsRzYABGCMyFFFXEa4DQKqiHGAI0jWJFAP7MbWhO/qzOU98deaZ/eVbRftYhRQQkqsPVpmtWEz00oUL1JzYJbGqT1Ol0Ll++/D/+x/+I4/j69euPHj2qBfhUbPbgUmyslizLNjc3f/e737355pvT6XRubu6QL1yRVym6o9VqdbvdOlPZzHQ1zSV+sXPiuzP+RExkrQa3tbW1vb09mUwGg4EKGx09enR1dbXu06wjBQ0uBoOB2sckSZTcYTKZaOK/pl8TEZVOR8SLFy/u7e3VEkK9Xk9RFCp3o1a12fa0P9GzgqA0KN0AYF8Oq4bZISoYUGQmehI4YAiBDZDIYXr95vpmfJaPi5BqNSHnnBKAT6dT9cJ0QohIe8YJIGcuyzJ3ziEHAUAThIoA3nEpAqYQsFIUhsssSzNfZtE8GxOQgi/Go0E23BmXoyXO+tKzaIyJ0EQmitkn4NrB2Wk23tnd2d3eca6c780vLS+srq725uaSJAECIjIRAKH2nseJJUCNlOs9WZv7WS3be1/W/I+uZHZsbGnjKDjvy9yZ0nvHIQBU0EoX2HsOLAGEvXcCJXvvRRktvPcFB0sxExoAMEAyCz5mp1llqqrMox5+JOqD1gVcJJTqviKY6oH94+0zDYSaxZrwUVOuNBtw6Dis+/DqHdF8eb/fv3btWr/ff+211+7evat1nidPngwGA13tGrCrJ6F2s84vaQZD0771p9cR23g83tzcfPDgwcbGRghBAyllV6kjJ32fA+Xm777n2Bx/9CZya2tL6VoHg8GDBw8+/vjjTz75ZGtrK4SgYe9bb7311ltvnTp1qsaO1WtOVb2U0Fh/Kt9lmqaaOmwmdzqdjuLIVBe4xqPpM2HGlnYg0tHRZChoAjK892mSiszwxQ13UkREgoCwBBbBimHII6JAgGeK4AGAZnFTmPkuM0NpAov3wfkgpSuneTaajIfDkdayiSiNkzRNAMBam8aJ6XREZFJmTjgIeeEA6AIWnjEAIRsRcAIhDKfZYDzuH1kNCCDEkSnZb432WhMCEDJgycQmtiaiELN3EjkobZblw8HeZDhK03RxcfHYsaNLS0tpmhZFgcbY2EZRFAACsyEb2ZgQCPCwidTKwEykFDVHLILgnTccRUKIgZwBJDBENB6OyCDPWvoq9QURRvYsnimEfSiy94Leg4bXgIIK6GatmxFWFbLZrQKoKkP6fAZWaXICnJ1YyKJ/JZFK5AFqemBBrt/Ne44sNTMzOOsdbHpeh7N+s5dXBKm1+2mtPXbs2MmTJ99888379+8PBgO1a48fP97Y2Hj8+PHTp08nk8nu7i7MYm19lb5Vq9VSe1f7FvXF7O7uXr9+/de//vVHH33knDt58uTZs2f/9m//FgBq0bFmheeAZfxjcSRfuYlUSGczIqgJxJ77/BcjGetoWuGKt2/f/vTTT2/fvn337l3V+lGRislkolbvt7/97ebm5tra2tLSUlmWio9V+7i4uHjhwoWrV68Oh0OF8qyvr3//+9+/fPnywsJCM4NZMwJopfuzRi3Y/Vx2PEUONf9UN5AWZZG2EgZwrAEIk0VBZpAgXthpkzADU1XZmUnv7c8VVS5ODSjZT5G5EILnUPrgQnDBD6fTp7uD7e1tZo7IdFrtJLbGmCSySRT7ksQQRYYEuPRlmXtfEhGIJTKFIwIxYnwhybTMSufzKVKQ4C1IHMfBy242iqIkbXXTmCi1rghuPGy1OkkS8rzYHozH47ExuLq0fHz9yMLcPAE6V8Zx5Ge6A9bGZASA2AsZFGwi4fcx8HXQrWxliIYEWmkcgmQZc+nEV9vSucCARV6UeVGWpfMzch3g0hclSx4QojSNYuRxkefGJOiZvSsgWGtjYyM7w5AxzqQQG5E1B7WiUgulAWsYz7XPiMAiLAGQVBlYjFgA9gwwU5iwYJEUl1azzKr7VuOLa4RNbUCbW+lw9VJJCEVEa2LKDDAajXZ2dp48eXL//n31K7WtVvtosyzTuk2apu+8887x48fTNFXIer3Ip9Pp9evX/+7v/u5f/uVfVONPg/pOp/N//s//GY1GGnQfKFU9d7PXicv6MKBDPNbwvIrQ1zgOJEmb45WbyMNH30uTi9QvNMYMBoMPPvjgd7/73a9+9at79+5tbGyMx+NaZ13bUfVI1EDg4sWLqsNbX0aSJMePH//hD3/Y6XRGoxEAdLvdixcvqkzaS19qs/VVnZ0aTNf8k9aR1J6SbSYoAWb02swcOIDKWBti5iCMIPt7k2urwXWjm4hAxTpDAIxkBDQSFGOMiaNWq9Pu5sPRpMjyPC+D80lsExs5a3JrI4NaQvUSyOvZRgJobcwC3mMhYISd56zkrHDOFbERdi7LpkWWe8/OwzQvR+PcxQJgLZIwOOfYheF4WuYFMiZJnEaxCJZ54a1HBBPZEIIglXFpKBFCREMERID0DAS1HhoN1EMpF30p4oMyqmow7spc06/O+Zrvo3KIRMrSF8AC1W2KrI3IOEBgrsTBkYGCCBrt4tzX0MB9CWxUoQVAYGEBEGSlxAVhr/XwqlceIYAHhZQzB0AA5RJSMBCIHMwwwizuqZGJdR35iwCw67Sg/lT6koWFhfX19XPnzmmuaTwe37lzZzAYbGxsbG5u6nZQlYW/+Zu/uXr1qsqrNgmu8jzXEtDm5qYK3O/t7cVxvLm5ORwO5+fnv7gtk0NqAtAwVa+Ii+iLj1duIg98wxdY6xePAxnfra0tLUZfv379yZMnk8mk+Yk1mFFE9vb2hsMhNOih9NO12GeMuXjxoh6bcRxrY5ZSjcFXS5poPaH+OJwpBe/u7mqrrNZJALSXDgCBaH+V7GuRCzDPQvUQql4OOdw5sM+DP9NI8QCMRku01bwp3Kff7WX96YjDXj4tMpcbjI21hohooT8XgiCSAcTqlAnMZG3iPPsQSmEL4AOWgZ0LZelNDM75yWQ6GU+9D96HySRL7MglzpJtxYkwh5A754Z7Y+eBItuNUyBbFEUIjkGICA1674OAiaw1KSIaE6E1xiAAH45C6rp2TaQaQoAAZVFwAC1pzwDN2idaeO9DpbPEzOyCL72bFjkT6aRX4stkWDBIEDGqG+NVb4tetF1n61kOVFREQ2oAtYMsleGtGMgPVXgD758HuuDLstze3h4Oh4jYbrfn5+c7nc4XJ/V6LhZHVaS63e7CwsKRI0eccxcvXlQ+08FgoFBZ1Ys/f/78wsLC4WSiEkTt7OyMRqM6dzkajXZ3d0ej0fz8PDyvrHR4HE6k1tdcB/XUEDX85vOY31ou8st+1Tq80lNxOBzevHnzvffe29nZUftYa3g1CSu1v6XT6dSg/9rzF5F2u3369OkjR44oIFxjalUWqw/qrzJ0YSmhjhrHO3fu3L9/X+uDFy9efO2114wxZAwLMMz2y7MwRmlYBBQSFkCpTWSzUNOYqP0rnwl4gTADS0SmFUeh1Zal5cRGKDDc23V5MZFchQGMAIsEawKRc64sfVl6DzaKiAMEDkSExpLEZGIkg6JnEpZlWfrAIkGwKF1WOCLyLF7YFc6VuSvDJJu6YDrGIhrnwmB36MWJiDHIIOrjWRursISlyEQ2jmOhuvhLzF4Emb1zIQTnPZdl7lxwrghBIFRgIAnM4vcxXl6jcqcBuzUmBKfijWVZijEQGRsC2Go3Cis2klVGxnsmATTIhoCoiUPd/02anmCjg7sq7MwIMRCQ92MBqXRs9gcwm1lQT0TKK3rjxo3r168bY5aXly9cuHDu3LmlpaUv2Np7eB81k0g16LLT6czNzS0tLenRonn2Oudep8vqF2ormpJiqBep+NYmFOkAjPwF11NPVy3noB/3XajzvHITecAdq1HTX5bl+MDslGW5t7e3ublZM+JpigRmvoCIqAL65cuXjx07pu2rdfIYGsepOlYHoIs16eyX9fM1uKujOeVPGwwGv/vd7x48ePDRRx89evRoMpl0Op0///M/T5LkzJkzc/PzlReJwAzmWXr26jLqLSQCUhtEOgTLUwPLiAhCgBwCAwCInskCDNZQEls730+TKLEmjmiws5NNpsE5L344RCSCJA4UlaV3Wg1G8b4ovU5IJJasSaK4FUftKEojAyUGACK01saOWEScCxwDoUU0WTGdjMbMwCzCAEiBZZoX4+mkcDkAWEtam9ZNZYxhhIgiNFGcJlD5yCyCIoEZREJROGbvPTtXOBe8L9XXFhEvHnkfBouo3IzVwiOCGb1xmZVZkICIEIS4gtmTAQmBKCFAZhQR8exYhBGZ0FQmEvcbIqt1LjILrp/hHp+ZyDo+RySRWasogQjw/r02MziEiHjvHz58+Mtf/vLdd9/9zW9+g4hLS0tvvPHGn//5n7/55pvr6+tpmr6c1WgmduucuJrLesNSQ+Gjfn4d77fb7ZMnT165cuXp06cbGxvOuV6v99prr12+fHlubk6Lll/QRDYnsHYYK/2PZ4kW/zRN5IFv9RUzC/VtU5L6drs9Ho/Vw8rzXJ+j4ETlqX/ttdd++MMfnjp1ShtjoOGrHzgSpdGFcqCS+GW/r16kGvF79+598MEHt2/f/vDDDx8/fqxqaHr7EfH06dPz8/OViQQAXVVYbY8QgtZsmBm9CUEEmQChIY0C+z7LIRoornqEiUAEQwg+VCzxIhxFkVEQSvBcOgmcsw+l5HkOSMAilmfoa2aEPC88o4gYwMgYQEQT2SSN49iQIOaGImut0ogxiA8SAMlGUZwCjQsXQghElgwJkvc8mWbOlYUvCIAiCqULofJfZqkSQkSMYs0h4LMnh9rTEOpUQBU+IGIQRlFaCRARbTpk1jwvsoDzvihyrdywEdVUIiI0JrE6LYwChpAQPKCwhBBQDIogBKmB+vRMIw1UH/gs1fbMRO6zjc/ILFCgKvHMDj8RoQYPS5Zln3766S9+8Yuf//zn9+/f116ajY0NZu73+/Pz861W64usyaZXe5hYt2kuD7SlNV0EaXRnaRHp3LlzP/vZz6IoevLkSQhhbm7ujTfeuHr1qkqGNN/nC5q2+rN4pl+oDkdT9/FL8Zh9LeObCLRroAY22uC/7NAul/q1KlR7586dmzdvan++4m+WlpZOnDixsLBw9erVfr9/9uzZ8+fPLy8v11HJAfA2NELvZufW4Sd/wUFERVFsb2/fu3fv5s2b77///h/+8Ae1jNPpdGdnR4/WEMK9e/du3Lhx9epV1cijWSYhMgIArlSKDa8mkgVCQMNgTQOXJ/tXyzV3bkOtW0SEVZ7M1KbEO3bOETmDSFVvZVKWiXMFKBpGAgOwl6L0LrALwUPwQkGQWQoXCNkaRqQ4SgxFyAUEsGiJrAh6FkvogrCgjdNOr5+XbjyeZpNxCAEMuhDysoAA3nvPHgXQgy+dhsYxAyKyDyEEQWAyymKhX1M+ewAACAFhYMHZCRECM4K1JILaGOK9Lws3mWR5XpahjGI0cRIRRVFk0zRJgrWWoAQOivgxIIymaqsRkYbERUUsPuNB0/9Aw3msVj+CzEprVWtj4+Ypmr3+ak2OnDzPHz16dPv27YcPHyoN83Q6vXPnzo0bN95+++26lfCL7J16nX/x6E2vod50NRClLv4cOXLknXfeWVhYqDvZTpw4oaLQTXj5l6L4BgDti9Um9M3NTWbWjt61tbW64vpNjlduIhV5r2e+evKa43gJ61PnKQBgcXFRnfxOp6OQrvn5+dXV1VOnTmmmZnV1dW5ubmVlRYmb9NMVTnEAwCgzaYvDzQkv59jv7Oz87ne/+4//+I///u//vnPnzvb2tkK1oZGcVm6hx48fax4HoOrbZWYwICLOOe9UmtQzM6DxDliQ0ALU6l37xU3vqpRl07HSPadVdX1QRIIX55wC5zRzZ4xRlAkDMQcXhNlLRN5779g7dhAIYyHgACGI80IogMZaaxCDD7PEgmEG7z1GEQMwkIlsq9PrOtfa2yvLvChc8B5LT1Rojd5rIZihdB5FE16BBILzzjkGCahEP9rJTiJBBCsF69nP+q+ALGK8MEnFbuuDD+pCCliyCOhDmJbFOC/KonChBEri2QzYOE6iMjI4u1MBqYqQEU1l3wQYPpMj9rB3r+2PAoCEaishaGsjNMs1aihJFNAW1+ZpOp3meV4jHLVrezAYDIfDLMueizD7rFEDSw+k/+BQtNt8fh35Nt03hUymaXrkyBHd0UmSTCYTFYiuZ6b+xC++d5h5Op3u7e39wz/8w82bN2/evAkAr7/++p//+Z+/8cYbq6urWgj6JsfLmMgmPhFmfVFZlunsKEBfSQrq26lRcBRFSn6j0o7NBOVncZc1506p6/TJCwsLb7311rFjx37zm9/oZXS7XcX3Ly4uKva7Ji+o37OmQWveb/3ouvsFGnRB2uj23OtpOpvSKMONRqPr16///d///S9+8Yv79+/XPBFxHKsjoHg3AOj3+wsLC+12qgDyMoA10Gol5XSytzfKsuLJkydWfBJZZo6S1FBkOeLg6h3IYT+3q1XFuvYdZk4lAGR5RfjGPux79FJRihVFEQRMFLe7PUSzNxhHFkuWaV5OChcEhIwPzMG5gCSQxDERe19oD1Icx6WbEKCCQhgQjRWGwBBEihBsmqyurubT6WQyKpxn5qzIPQe0KCKl0mgr7ImFRIgEWFzpfOmAJCCw2S/XiAT9SWTVLCJqfpYBSBhzX5CNDBI7X9FYAAbnxYduNzLGlj7sjcbj8QQF0BCSdUE8V6oy2rRKexMyGABBAAWospIEsM99q0WFz0Jo1JM/A5Q/Q1WCAiwszEEEmZW6qcI/RqYsyxqtrZR6ug7rskm/319dXe12u9rF8Fnr8/BWavoBVQGwIaxSXduzmjPPjfnqD02S5OjRo/r7YdSwvvPnlpVqq53neZqmZVn+4z/+4//9v//3448/VhYiFTibm5s7evSoXrZeQJ2v3M/kNnDTAKBv+AXN2meNr+RFNo+jJElUCHAwGGgh5eHDh3t7e48ePVLYjYj0er1Tp0794Ac/eOutt5aWlg6nFV5gIuvWq3rlaVfG8vKymgNdTEmS1KAZfLZR9MCBefijDywIfbm+uf7pwF+f+/tgMLhx48bvf//7u3fvjkajGYMOqH3UdRPHcb/fv3DhwqVLl+rcdvO6dLlkWW7FBWeYIQ5IFKwPwKGG43E4HHhiA1DNAFiUJStXeXDee/ZeTaRtAO5CCF57TQBNFHMQYR9AvLKNOXHeGFtPVFCeBkIhosgQ2ChOrKaKFKxDRIzgPOdFEYTb7dbc4lx3r196Hk9y8caFYCILwEEUBmMMYAjOEIUQCCB4RiBACOAFBCUIgv4EDoIgEhiA1DSCSlwzixGEIMKzIjKRATJkECMbd1qWjMkzIAOGgIVqjKPMaHIMVL06AAYRBJFIGBWyg1WoXVPtyecm2qSRi1QkQt08jzMy0GqFzwJ09frVnJ04ceLatWuTyeTOnTuqd3r06NGLFy8uLS0p+uIFe/PAZejx3ywZH4igv8g2eRWjCXISEZWEevDgwc7OjjrR3vsHDx5oF1CNWa75FkRkOp0qElbJE2rh+69uH+Grm8h6lsuyVPLOu3fvqhzgo0ePtA9UPUoR0RvsvT9x4oR2xT+35/S5o+lp1jLq3W5XmeygYcKUyaI5O/WRKJ/d1fNZa/3AGfviJ2uAvLGxcefOnZ2dnSbWXdtgoyjq9Xrr6+sXLlz4y7/8yx/96EfLy8uGTC3ZpCqvALC3t7e3t0feJbFlhijOiayNI5nxPza+2v6xH8IzgXZgzoqqC0VCCK4M7CRUW6KGniEiWQOMQoZsjOIDOOfZBQmCiICGhJAEZuTRAUgQwRJGhsSS2sdqoghNZAGg8G6cTQtXLi7Mzc3Pd7vt4XDIErzz7MEEa6I4iAgCevaIzAieDQYUAAkGEIk8MAcwgIxgAIMICbJSxiEYAEb1LaUC02AsgBUKUVAECQ1ZmyRJu9uPjBlPMzQWkIBACL1ANIObVLkg7aWpOjkJkEQpeqTiYkNEEEYi1K7DWcunBs661CqGdC3DPG9146wDgGal7llwzdYSAOgafv31151zy8vLd+7cmUwmxpizZ8++8847J06cUEv6gi1T14j1n5+FM/8s5PI3Nmq/R+2dEiwoKz4AMPNoNFKRzqb55hl19Hg8fvDgwZ07d54+fcrMR44cUYXxhYWFrwV2/jIm8vAklmX54MGDX/3qV//2b/928+ZNVY6etTQ4RFQBAEWWHjt27P/7//6/M2fO6Io8HLE+d2hMBzNzUxupuuxVI7yaDaovfs/mONDzBM/6yHqqN0/gWqMGng1SlMy5prTQt4qiqN1uLy8vHzly5NSpU1evXr18+fKFCxdOnDjR7/cEgFnQNC1dUOEwdGUcGWaIkxaRIWMQBPEZtpVKgLSKr6uGk5mZhCIABwkhcPDAvrKwEuqvzCCGIhtHxhgWAGO8C7kPhfMueEEykU0gCoKEBpgFArM34AgYgENwwJ694+CcqwQEjS535MKV02IaxJvY2NgIMhF48c574sgIoCFGElC6EACAwIKiJJoIzAFJacVmvSyodY8AAgIBBAF95alBYCGDIQizA9AYORiwQCZtd5TKBI0JIgxECCzsOTCgFy7LkpxDipTRS1teBMAAAlGoJNMED9DWHdjqzd+1DKh36BArpLqQOIvca0MZQlATiYjKJpWm6dGjR0ejkeJ/V1ZWjh49qgTjLwal1Sl4eJ5vKDMQ4jdfI37+1M3Sl3EcKye/quYBQKfTUXRzE3kCs+6M+/fv/+pXv3r33XcfPXqU5/mxY8e+//3v/+QnP9HuoGbDyMuNr+RF1q57lmXXr1//xS9+oRIZql6v6QBlBa+D1po75LNm6rM+q66uQCNzHEJQu3kAo3+YPf+Lg6qaiUWY8U5qZUP9+XphKelZLXqjz2+1WqdOnbp8+XKWZdr6rQHR8ePHL1++fPXq1YsXL164cEG1Yqq8D0iT/AoAnHN7e3t7eyMp8siSiMRJjkhkjMoAUEOgRrdshccMzzYvA5aBHIv3JbtSOBAwznyduisWDVtWLT1EsKUP06wYTqdTx46sWANEKGQMiVf8oFdSHOHSFaWfCYsrPUQF1zEkVMHmi7IUhChN0jQem6kIF0XBUmLkwJCQqTpXiCJjlNpH04AsQRCBAREbXecCz6szAACDeBdKH0QECQwgCdkIBMBGUZSkIQTPUvoQhAFJRGjGG1S40paOYmuVB41ZUFi80gwZQS2TN5eT8pI/C/qB5/yzcZzVa1AB/vtvMUtt8mwt1Sk8Ffao+yn1DI7j+HPXs246vQVa3tGEvnZ21cnNlwD/fo2j2TWnY2lp6cqVK9euXYvj+OnTp1EUra2tXb58eW1t7XAebDgcXr9+/R/+4R9++9vfav/xRx99NBwOFxcXjxw5srS09NWv8OW9yDp6VeLiGzdufPDBB/fu3VNwKTSOqZq9CgD0YKTPkOt9wV2vvWt5tqPzsMenBqJJ1/il7OOBJydJotVnVdp8/PixdhCePHlybW3t1KlTy8vLTSu5uLh47dq1nZ2dXq/36NEjROz3+71e74033rh8+fKZM2fm5+eVU3KWGeAQXE1DrWJPzrnpNBuPx5xnkSVmjhOHSEjEIdSCULM0xb4arfA+LaaICNiJF+fZu8K5QrwjhIhUZhGsJWMMAwo7D0gUhAGRx3k2yfJJlmVBAkXsCUiStEcIYBBAJAQUQfAoXJSZy6ZFNimKrNKWMrN6F2AZXFbkuSvbqe31uvNLi8O9KZncezcpCgYMYJk0FI41EWHJJMZaQkRU9Rm9M/UNqlfXs640AIAgZEVWk8uSQWttwlryRkAMIWhwI4JgkIMIkjSUpuMorZd34ACCQgEs4T7s9PkLCQ/RIO57RgCCSACC8MzFPnv9uvDUM6rxv3XtuKbX1eLk5+ZA1fQw8/b29t27dxVZURSFStOcOXNmfX1dGS7qif3cPfgqxuEDTxF7f/u3f3v69OmnT5+mabq2tvbmm2+ePXu2pjSUWUfvcDi8devWe++9d+vWrSRJNJV5/fr1N99885133llbW/vqV/jyXqTMcI4wg3pOJhOtMTWrHHWWQXlbT5w4ce7cuX6/XwOsmuPFt6duLmxixw4btS+e33zu3aqHekYqs3n79u0bN2588sknSouSZdnp06evXr36s5/97Hvf+97i4mL9iUR05swZRDx79uzW1pYWqXq93unTpxUyppkHaPi8GroDQGCwCDp7FRFDlnlLwsqlVUvB7wPUsRK2wRrQExqDxUwcliG4sgi+JOE4MhJFNiIJDBADGUQQQQ4Vq8J0Ohxn+STLSx+8SABi8QxiI29sjIgCbEAsgSE0BEU2LbKsTqtXVV4UQWHGsiyn03Hp8n53vtvt9vu9/ly38GE8ycJ0Os4Lx8hEZGNrfRzH1jqLZI2JDRGi7nOB/VCx5n2p73vDmwYAnhZTFzwRpSARREgihGCIkbxA6VxeFFpGBzQinsjW3nRgD8BIgiTMPjAKExoDZGg2z7OuefXlmxS5zw+0YeY9VoXtBgdGzdVkGguYCLXmVi8SaQgQ4qzNQb5Y61dRFB9++KFSGezs7IQQVPXw0qVLly9fPn369NLSkraWfVb58VWP2uQ1Q8AjR478z//5Py9duqQiZYouWl9fP+D31Ajz2lfTd1DdurpA+hXHy5tIfJZBRHUI9E+6gPQ81ANwaWlpcXGx3+9fvnz5L/7iL65evXogXfi5d0We5VWGZ200PHsQNa3PAfjFFxzOOaUOun79+p07d373u9998MEHDx8+HA6HGk7+4Q9/GAwG6+vrp06dmp+fb2Ip4jg+c+bMiRMn8jwvikJDG6WtVbdaJ0o9mk6nY2bJRe89RsZglVsMXnyoen7JGzWRaWJ15ogAdGULIhrvIYTgWEpXqZF470uGMpB6kcDBkmEkG5FBW3JpBQUNkiE0YAjQAMNwvDstXc4ckJCsQQtIzMA+MAU7y4QSCaFBMGXp86yY5mVZVklh0bIYGV3BReHYeQKMoiiNkl6vlxVhMBrTZBrYFc4xRQaBUUJgExywEGBsDQF676PoIAmYcnso4OfZhAMgQu6c96W1lmxs7X4vHaj3G4JCQa2NiSygJzLGREiGRbhZDagqQAJcUCCIiIRZhDmgCBIJCjAxegIUrU1XkbjMfN7GqkPRylK9BJWdl4CrDMG+da38I4W21PAMXZMwyzhxQ6L9uUNfOB6Pb9y48Ytf/OK9997L81wxwnNzc6dPn7527drbb7/9+uuvq56dQnbwUMfhqx51N3dda9X28BMnTvT7fS0wqAB9LRvVPB21y255efnx48eaSUjTdGFhQTMJX8sVftVyjQK11tbWjh8//qMf/Wg6nSoFMQB0Op2FhYV+v681piNHjpw8efL8+fPHjh1r4g2/YBT8uVH5Z70JNuu2RHVuVP9aY7KaZ/J0On3w4MH7779/69at999///bt27du3RoOh845tY8AEMfxjRs3/vCHP7z99tsnTpyA/fwU1ge+aozo5zYhmfVxl6YpSKUVhQIRIYoAcDttraytbT9dzyd7wZVFNtW3jWMrXLbbaZK2WbAMTCZOkpaJWuNJfv/xxr37j0fTCaFBQyEE55mRAAg5WIO9OI7aXZMmgmApojQlMqVnRIxszIxFWYxKPyrKohSgCE0iQMCIiGkrDmUhIJE1SGStjZIUKfLBASZEpUAWAAGQiCxFcWzLsiQWcMHnvpwWoQgoRDY2No7TVtqZsyV4nzsmI4ljCzmgABmK0ZSBIThmjgI2WoVmjUMIEpisTqdpMiw4FwTAWGvjhKyiqTCKTK/dMoDT6dR7H6UtBPIsxkQcwDmfttpRlDJC6R0YTJIIx1NjEFBEgnAeihIAWOtIWsUWYQ7CHFgYxFAFDAIAxH2HFw2BVNgimaG1UMC7IoniwM4iCYeiKISQRSxVKPHDdqSZjv9c/1GbNcbj8aeffnrz5s08z/XAVrL94XD45MmTjz766MKFC2+99dbFixfX1tZULVa5DoioRgo/97M+y0C/nG2tv6/+ot90bm5uf5vM5qFGK4tIURSLi4tvvvnmjRs3sizb2tqaTqdHjx79wQ9+cOXKFcXMvMTFHLy2r/Li5hVcuXKlKArtIdWjYH5+XsVRFxcXl5aWut3u/Py8Skh/A2dUTUxfXyricxbfYbdUuVX+67/+65e//OXNmzdv376tGpv1k3VbqptW78zmB+kTaumbOiHw3Cms/qM0FlXJQQCg2+23ux2BEHyOiElkjcEktgA2iq0xSGBNEoMxzFFZlk8Hezt742FWTEtvIkIEFgxAhJW9ZuYicBE4FgLCOE6MjQRJQhkCcOmD42npSg+BgcGAGGQIopKLWEwnwh6JLAWatd85F9iC14J2EEJjra0p0A0gCUhQoevg8qLMcuW+tHESx6WxMaDzQsKYRLGgIRSDxMDMHphYuEnxICJBnTRWP44AlU6SYOa8KS0xEAEaIkuR3i8UCD6UCrFgZlIeTBap7iBagxhFJrLGKzKMRZAlgBAzEBGwmkZCwdr/48AsQUS0TYhnaB+YQRERjewDx7m61wASnOMQgg9Es6vyzAxfU305iqK6zVk5dHXxI6L3fjAYqDTN/fv379+/f+bMmTfeeOPo0aNnz55dW1vrdrtayfHe11Kgutr1Hb7FCk+9kfUEUsWUH//4x2maKgx5ZWXl2rVrp0+fVjjgV6/Xf1VftDZ2CtQ6duyYVjO0cq8ygd1uVxnG1JnSpfOqoQZN+3jgdspM+aRJ91+bzrIs79279+677/7iF7948OCBFgRxRourDqD+VKNfk6PAs+W5Lwo3e/5hzGkaJ0niXRKMkEASR8ZgYo2AY4QA1kRxFLcEaDwp90aTjadbO4PdyWTiWCKwBCQCLKjsNYIAgUvvClfGPkayjBBYRLgovXMhiIQyTF2hFkQRKdqPAwBIVBYZgYQIJVgisEYA2PvSA6h0DLAYqDJlBAxhn361SXwLgSND7TRpt0MyzomyWuCAiCJrCUTYM0MAYUH2+8lHUVEDABGw1jCSdrxw3RUdKjDTTDMbECuD5b13rsjySd3jJIKaTmQOIiEyJooTE1nngrVEREFp0NV1DEgCIoIWAED7bLy2e7ISariZDa/FvELgiscTG0JgqsFdgbS806Z+nZmvdwsoaGFhYWFpaWlnZ6csS5opeuo610r37u7urVu3PvzwQ9VKvHr16tmzZ1dWVtI01Yin5q1oVpa+3kv9st+rvsvW2uPHj//kJz85c+aM0mlrl93y8vIX5Pj43PGlTeThyledcF1dXV1YWNC0fV2fMcZox0td4K6Tg690vOCUw0PN/FoZ1zEYDO7cuaPVeUUv1e9WV8+TJFlfX7927drFixdVpqOenMMV9i8xsPq/ILjgy1B6dgBgYhunkTFIxpRlACAkI2hZsHQ8GI63dwa7g73JNC8DCxBrDRWJLIqSx7CwSMmSF85QEUIoi0q/rCgK75mZnQt5WQYBBLAEGswCB0Q0SAABgdlDwAARWRNZQmHPAogYzXIXBAiIRumEhSVw1dXDHoEFAosnA61Wq+O4lcbWoPFcI+AREcmICAMBEYAEr3012pcyq2sTClXEH4pTVIo0FkZCY1H5gQUCM4bgSpeHUOmGB3aIYiOjPTtkGAKDiLUUJ9bGceFYaQR8CMwMYtVBDLpyZsnP+o5rZcz7fRMJVelGcfHPugLIsy4aQUTvnFbnDqDWvvrQvdbr9S5duvT222+HEBSNV7d7qXtYluXm5uZgMFDWlVu3bn388ceXL19W9MXi4qJ2rDVLo/CtmshmaUGTV9baI0eOrK2tVRKYxigZMB2S2Hu58ZJe5OE5EhGtPdV5X5i1uzeD0C9CJf81ziYfEr7QAPywD9ts3VH62+l0WgfIVdOetd1uV5Vwrl69+r3vfe/NN99cWVmpQ4+X5jE6PDSQZ+bYWiQbpwkZQETwTDZCoAA4zcrRONvc2d3aHmS5LwMARmgI0Ii6T2hYmKqdLYGlCCxFVjgDM3ZrFQ4EAGbwLLMKCAlggIDChGSIiUBYiEMoA1NkKbVGhB2KjSKTJBFNIbAP7KMoSuKoridqs5P3Xvt+2DsUsYQKOSIikYDAIQTB4IisiICAEpIhCTIDGBUTnBWHCQHJVF4iEatQJAszGAiISp/MFbvmrPgrwmrCZp8ryiIsEJgDAVoyFjEylCZxK4lcYHTayw4MAkKERKjlMgEAo4IYAiJgABsFH0HAWoby4NYB0D8SggE0SAbEIny9W0OzPf1+//XXX9/e3rbW3rhxQ+uNGpAq4FfXvOYoNU2prKbvv//+a6+9dvz48e9973tzc3O9Xq+uk9RiOF/jVv3iow77mlTkypYGz1axvq4r/NIm8rPuYrPhr36OFrXrjpE6bffNJDIOgEL00w8T/Oiom7u111uREGEWuGnv59LS0pkzZ3TpXLly5dSpU2fPnm21WkrUDJ/hBRxIVn7uEARBoMjaOBJJ22lsrWmlFUERWiETeYbpNN8bTnYG4+2dwd5wWvgQGAQJkViIgxAhGkFDQEagwl87AXChgFLCPuPLTNSBxBCK0mIzAKMEBA+CwJDGSeDAhWd2KBAZigwQMJJUBXER9gFZIjLa+AHBgxaRy9y5goMLwQto8o4I2KAocgigwgAyszfGEokgq/gtEQHMyCNRmcRm5czZJkEAAfVFAwcRtVcCgGS07ZpmMlnaoKR3XoAZDUpgjdVRgqaAtCkgL7lA7w0RkCjiHg0eLBIqLieIECADV9LY9YlrkGovGAX2s5LMxhi0UlecXsUWiKLoxIkTP/7xjxcXF994443bt29/9NFH9+/fv3v3rlau6uWtJnJvb0+Vlu/fv//hhx+urKzcunXr1KlTly5dOn78uEqJfIs4cx11wbOmm6kbjQ6wW8IhfdqXGF8/GVpdO9Z/1ijFb2Vmm1gcBTkiojLFKhZHUwEwc3Z0urWHemtrS6U5er3e2tqaluNff/31S5cuHTlyZHl5WVnp9f3rA63+6C91iAkeRCSnrVba7kZR1G5F1pokMnmeh8IXTrh0kzwf7I53B8PhaDqaZnkZgkBAgwaRiJFYBASNEBjDICEE4UCABsGjSAACYpaquQMQlEgHIYgIOw7ACMwsHJCIPcdRKt54i8CQRLbTilupjSJjDEpQ7dU8BIcImgYUQ4yWwz6GsVKGsZZFHDAiWGvi2LY8ionKgGUIznk0GGuTNLMSRjwDfpyZdSISqnCGuhsYRMBHmog0yt3OAFUSTSk3oep0VAo1mOn9AGtvfGBBR0itJGql8SQrrDUiCGKUdFzoGXy4cr8TIChrMRNiDdislkXVRT77OSvQMYJYBDZoDFpjEECYg/cm/nq2ZH2dnU7n/PnzKysreZ7fu3fvN7/5zaeffnr9+vV79+6pqEkN6qhPKW0k297ebrVad+7cOX369Pe+970rV66cPXt2fX1d8TRfvbHvpccXVAR4yWTXofH1m8gm7wM2JIC/FAryq48mL56S0I3HY6VxVma2hYUF5enUm62lOiJKkuTq1atPnz6N43hjYyPLspWVlTNnzqhmyPHjxzVBoyDHOjNSJyubGmRf6EJrpRmEWsaQgeK0FcUJEdg0sQhC5DkvQhhO89KF4Sjb2dndG4yy0jkPLjAaCwhIBOqV6QUYqqQTQwhB4gp/QkACgCBa0QUACcwASAgkIahUlu5jZhY0ghEhRGSBJNhWYltp3ErjOLJo0HtxzpXeNaF81dEIhojImiiKDEZxK43KjEVMcNaYyFIaxS7xYhKfBwzee69YTUAUZh9C0vQCmjHBzHLuB1YIjBBZDQTV3ROlwhWR0uWzSpTiKZWEkpBDmAkQhuAAAUwcGYoiq86dZWQkmLXni6AIYy2UoaqwgIiCqM66EADuk9gzCoAQIoOQIOMsf0rqgs4QS1o1jr8mE6lLsXaKNZ+oUiW3b98+f/78hx9+ePPmzTt37uzu7mr2ScsdFW2e9yq4NBwONzY27t69+4c//OHatWtvvvnmhQsXFhcXv5bGlZcYM+X0/V2mBaWm//iCkO4lxqui1K0NxJdtoXnp4ZzTIFrr6YiosG1NLO7u7r733nsfffTR1tbW06dPReTSpUs//vGPFevQbrebFBXr6+t/9Vd/deHCBSU97vV6Kysrq6uri4uL7Xa7LvXUXdXNxoCXmiwQBnVAACqFPBckCAhZATvN88l0tLu1PZ7mg1ExmmTDvckky10ZguqrgGUvgkRkWIC1EosQCarjXGeRRMSHEEUGqowfRVGEYDwHZkERLnwUmTi2lU+BTISRpTSxrvQmMiaxaSvudFrtdhsBjDHDopxM87LwiKbd7XU6naIoACiObVlUbMqeg5cqFBISDe40eV2KCxh1KKLSAREzi0pOgwSQ0rk4jskYZhbd9gjMIYmSqsCNIAhASECGImukttGRMVGM9S5S3DjM8nQiaAmQkZi1lylttVVqzRrstJJuO51MsiIrWIDIItVnv0gAQKXbIK/cE0hMpDw/tK8fyxWAHGDGO84K8IqjiNlbG9f0KCLSan0N5F3NpVinlXTTra+vl2W5srJy+vTpK1eufPrpp5988okKhzx58kQjLZjBD9VTy/Nc2yju3r378ccf//73v//Rj370v//3/15cXNTlVIPbmzTVr24c3mIHSq9fl/O4//6v+it9Y0Or0vV5ot2a4/H49u3bN2/e1NzKw4cP79y5o/vk9u3bWZZ1u93l5eV2u908l7rdrmo8aHVe9b+UvKcGor8K0BKSAJAwBIEsKyZZ4XwxmWSj0d5kPNrb2yvKsL03zgpfTIvCBeWdYUYGNiZiEa6ZY4igoucCYxDYKKc3oCBIFEXQkAQBNMwsSBFiKPIIARG9L0MIgGyQiLDXbbsCDaVpZLudVrvVMoAizIJFWWZFHqTCctcAKQDiAAG59DzNS4PiQ0BDxhgTkQ0VhZohAjJoTGDwnksICFwLAyJhM4sNAPqqZgl4f0uI6odVaUdEQDR6+wzV1GE4axYQYRJmMMSIWV60XNlvtQVN5kIURcGXZZkTUBxbBhNYP6ui+pHqrSCKImsJAgugJRJQFTnGWeUaakJgqAFOVZrekPENRaYGDfmrGtp/cuzYsbm5OU2snz179pNPPrl9+7ZSiu3u7tZUuzjjpdccVJ7ng8HAObe+vn706NHZSbMP/n21l/4tjT96E1mnJGrgDgBMp9PJZPL+++9/8skn77//vuoOPnz4UBHgaZrmef7xxx8vLCx8//vfV0NZV/d0fSiT0md96CtYDXWQDQHQs4zGk8FwNJlMfOl2d3ezyWgymQTBael9QA4CqLgW1fsCJaNRx0qBAwDivTdKm2OM1mciY2wctVpJK0nTNE3bLSX+AgAiSyhcFrGt5JshsLHVtk8iW+Y2sqbXbqVJpJMjANMi3xtPRtPMCxgyFY8Oi7U2SGBAYCi9y4rcakneGBsnEaEVZyNlHmNEg8a4QFQCMooIsgAwAGs7uSrzBAYWH0GIoohVR6VqFlSOX2VxrO2j0QQDzIjxgxflPyKAWZiLLAYRfZA8L4vCERHZyHlO4yiNothS1TbNDCJkTCU5oz6WCCJEBo2N0IJmJma4HzaItRBbXa6puSMRjVPlVS+WkLSlkgXo1RoaDbCIaGFhYXFx8dixY6dPn97Y2Pjkk08+/fTT3/3udzdv3nzy5ImK0B0g4XfOPXz4sN1u37t3bzKZKHCyTql962WcVzT+6E1kPfQm6Y18/Pjx+++//+///u/vvffe3bt39/b2yrJUrUQNu7T1vSaYatIEAEDVgDHLEzU/4pXilurMqfc8nEx3d4a7u7uK7y3LsswLIASbADCSNaDlBiJC5T0zSEEYK40gy8yhyIw1sSUUCgZacZzENk3jbrvT6/WUcAgIuWqdIw7Ol0USGQDg4BAxjSJrMARnhMdjGxO126khQkAAstYMBuNRlgdmG8VEVHrHgCgcx6kEESS0RoACg41sFJuADC6wgZgpipK6GTSEACwGyaJmUREwSiKLAmHWs6QVbZmx3ai8Kc+U4ywaRGy3bBLbyCbGEGhvIKOibGZZS1I1BES0SYoc5Xnug7dSMfsJBiKyBjvttNtpDYdFCN5QTIa4whixMMs+vJGsivggEAoAUxWK6z9nQxp9XAghiJn1odYVbWYmeOUtFbpHNC5utVonTpxYWVlZX19/7bXXLl269MEHH3zwwQeffPLJkydPJpOJ1nPUhdfCtwZnmriE59H1/4mNPxETWfOQA0CWZbdu3fq7v/u7//iP/7h165ZyFyssQAWS8jzX1iUtvOg71I0x+yyKM4P4iq9d11kAAAECQB/EeRiOsq2d4dOnOyGEsvSIhiViBgoQqiiUEQARBA2QAWZjDAl58ZG1nXYHEYskStO402kZRPY+bcXtNGklSbudtlqtfr/fbre9Aq6tCUGKIptOxwhKvp22kjSNrUFi9kY4TVPw3hgTnAfCKGm1Wsn2YDdO0iiK06Q9m1sECcbGURKjISKMW+2k3Wm1kiSNeMRCnko2FtAaMDMRLhEAsBGRSYggSqIkiaIomo4zo30UmhMAyPM8K3Jm7ve67XZbRMqyDCDGGIvQTWIQl1ibtuLYgDHU67Y6nU5EptPp9npzIYhnEMHIxu1WJ0mS7Z2tkOetTi9td4OghGCNJYHIkEU0BN12tz+/5AMO9oZeoCh94FI7LAHFkomjyCCQwYgQSSRUAExAhRPN6nGzfCQAEKibTJFIZIwlqqo9r9hE6nGSpmldNTXGNA3l+fPnr1279uGHH2pi6smTJ9vb26rcqRQtym77ijfFd2j8iZhI5v12t6IoHjx48N57792/f197B/XYhBnKlIi0tfPSpUvaaJUkSa3RWJ+KLzCOr6goP0t0QvAyGk72hpPRUOHrGEVWUARmBVoBEAIkIgKyRFSWZd3knyTJ4uJir98RCWls+/2eQRL2cWxjS6oxrSzo/d58EGYGG8cimBXTzc2NopwS4Nzc3Hy/GxmLEoDFCPf7/VAUeZ5PRuMkSRYWlrr9ziSbttrtKEparVaRlaPRSBP8c91eq9UK7EJwCwsLyyvLrXZiDPoQmLKSSzTWkDUmEkbvPQBashTFDMFa0+t3lpYW5ubmJEAcpxU/pjHe+ydPnjx69Kjb7R45ur6yskJEeubZJI4NTfcG2WRMwHPz3YVeL0ltN03a7ZQAer1eFCWttDOaZkVetlqd1dXV3lw/SuIsy5aXFpeWFmAmGlWUJRG1krSVdo8cO7myuj7N/ePNp1s7e8PRZDIuq95EDIGQ2VsbGYPWWEAWkBBQIBhA5spVVL5ydSu5Yv+perrpWRG6V71T6jLjgRhZscDz8/Pnzp27du3aRx99pM02WvgeDocqFfW9733v4sWLNY64CTr+k0xH/tGbyANQRG1CUlmIWv1Hm1UVC2mMWV5ePnv27NWrV3/4wx+eOXNGCUVq4EXzZn9dPUyfN55pztXLyLK8LD0DEpIIsmjWTFhB4aQ7igSrPjwDGFGlQdhKkvW1lePHj6dpjMDz83ORtd6XlsCXxXA4LLLJQn/u6Nrayspq4V1RehNH1sQulCzl7h6iwPLK4urSMgoEV6BATOi993mxs7ODgq1Wa2Fxqd/vAUlZlkncStO0yEqFiYxGo4X5+YWFOWY/zcb9fn9tbTVJEmY/LaZOIMsZ0dfoDSU901wliYksdbvto0ePHD16tNPqd9KWEKrlcs6lSTSeDBcXF0+fOnHu3LkkSbI8F5E4jpM4vvvpJ9tPN4MrVldXjq8f6fbSmIiIgTmE0O8t9rqbm9s7k/F0fn7x5OlT/fn5+cXFLJ/M93oL831mnkxGWVY4zwGgP7+wsLiytLKepN2s8OtHj9+5++Dxk6cbT2A8HobShUoPI4ixtT4iiwgE1Cj/WYlUUdrImVZlHYsjov1GGs8qocpZQ0fN6KPDWqt44bm5uYWFhfPnz585c+bMmTMbGxs7Ozsicvz48ddff/21115Tfj+YmcimCMSf2PgTMZF1PqvOLSo1njqP2jioC+Kdd97RQ/LSpUunTp06cuRIDQp57gJtPvjNnJMyk8NGRGtiNOTLoME1EAXxdOCZIgAQGUNGu/Qkiszc3Nzx48fn5npFPllYnItt5H0JzMPhIMuy8SSYOOr0+3OLC3lWjiZjimwSt4BaSZIgEKLESSttdyWEktkgtVspIgbntDzdbrXbnV7cbq+kx0uXJ1GcJC3nXHeStXZ3TRStrK6urKyI8HA47HRaSytrURSVLo+fbllbIuWCBo0lNILA4gVjrYwGCQAURVG/319ZWWmnvW63SzMNdBHJsuzJkydoqNvtrqysdLvdvCj0jidxPB3uBVfm0/Hc3NzK2upcrwvsOXgITERJ3GGkIJQmk+Xl1RMnTvTmFnpz/XyaJWk03+sT4e7u7s7OzqRwrc783PzikfXjaKO94TRt06m5pbTVTtqtwAWi5NOJc6qYGM26zFUhUpirEFvpxhUihI0OAeagyZy6IgyV5uJnauN8XeMw72qtNaK5XQWKKevi2bNnL1++rLXs8Xi8vLy8vr6uTPs1hgSeFeD+Exvfmok80LffBHxqZ3cNQVfTNp1OlVzz0aNHCoFUDnOFvO5nu4lardaVK1fOnTs3HA7v37+v0lr1kfjmm2+eO3dO6Se0teaLW71XZh/31Z8UrOM52DgK4hkCInh2ZCwZcOyAIAgQCqG2KRsCg4gQOE2rKvzK8uLS4vzCfH9hYS5Olpwr4jgOIfalk9FoWjqbtjCKPWDmvJBpdXpB2HOwZOMoNWijKCKMoihO2/EYTRLHiY1CCDaR/pIUjHEUFUDbjzfX1pfnlpaLoni4ucnM/f583O3BcIJJO+ktxnHcW1pn5hKMsa0yY6LUO/QOECwDFa70wmmr5RlC8O12KzgeTcan0mT1yFocxyayeeE6nc7S8jwRTSaTVrs7v7AUQpifW2y3upFNrIlnsQJ2Oq2kFRclhRBAKI5Ti+ScE+YQXKvTP3WyI0xPnm4urSwnrdZ0Ol5aWEzX0+FwnBVFlmVzC8uFN31H1sT9hcVWtxcYWi1BYzvd1smzJ+JOKhhccEU5JbCGVP/Heu/FO0APLAJ6eFUUkcLIxMRU5yKV/7XqaSkLFCaQENwLwGRZlmlrAzSAHGVZbm9vj0ajnZ0dmAndLC8v17wBdQ0QPqOogs+yujQNqC6n11577XN3xAFtenVW9OWTyaQsy93dXcX0t9vt+fl5eJ6M83dzfGsmsj586kfqs1RPp6bLJiLT6fTp06d37969e/eu2sSFhYUsy44fP67sxDADyiLi0aNH//Iv/3JlZeXhw4d6V1ZWVi5evHjixImzZ88uLS0pdWj96d+9GKGCHNc6qEYJzbjyJTU+0nPCkkHEiEyr1Wq32+12e35urqaxarfbZUlJkmRZNh6PBaHd7ag4og+SF06rw7BPbR2YgcivNAa2AACAAElEQVQqL3cA9J4BPIIhMsZiICy9J2vjJF2IYyJbOj+dZHlZWIqCsGfJfRkYtnZ30zjpz88h2klWGJt05+Y7nb6xO87t5qUTQTIRAOTOp0lLm9NDCMbabrc7N7fQn58PjqFq6ycNA7WBOoSghPazNvMKqJC0kziJENELhxAAjTFadMHJZJJlE+89WdPv95NWq6bYUTdwPMkGg4GJUzQmK0K3a4yNBUhp3FCgKLIKx0kzue0QmIHZAwugorECcGDxIlWfuNayD9AraGRaw2w/l0UcnjVeagHLstzY2Pjv//7vGzdubGxsIKIWpt96663jx4/XWwwbAiqvep2rs1/X6LMs01TmrVu3lFbj/PnzV69eXVhY+C4oL36R8Z0ItA8Es1UPhurSFYUqSt++ffv999//wx/+oEUYZl5dXX306NFf//VfX758WSt0mnxUprK//Mu/PHfu3M7OjtbvlpeXT5w4sbCw0Gq1amnG+qO/m2nm/R43CSKEaIgoCBvE2kTGcRwZa4yJyNSgzrIst7a22u12msZxYooiM8YoLbO2T2heT2vBzjmNsLTnzAUfZuSGhBaBvHDwzhjDjrFgFUY3xrDSRwhOx9ne7nA6zvpdS8oF4QNIMIgI4stSgoTgCSQ2pH3NIsKh2rHGRIic5zkQBgllWcZx1fxnjIltwgFU7VP3Xr/fn5ub8953Op2at1iPVee8Tsszw1jnHAp0u11BHgwGqsjcarW63a6av52dncFg4JzXgzPP8729PURstbvWWmvjbrfrWcqyxCgVERRCUdYfByLMXPogosaxZPbMHqpvCiA06+mua20VVFPvgibQD2QtD496X8DsSNCml1/84hf/+Z//ubW1hYgrKytbW1vaIFiT30ADT/aqTWTz/Z1zt27d+qd/+qd333339u3biLi4uPijH/0ojuMrV6602+3vmF/y/PGtmUgF2Rxgf6jJOTTlNBwOHz9+fOPGjdu3b3/wwQd6HOna9d6rYszJkydPnjyZpqludbURCmdZXFys5cY6nUpGWSvX+nHf5XOMVSiF/ex3babm2pprvlK9G2Zm8Nootre3l8Tx3Nxcq9Xq9TpZPi7LfGVlZTqdDgYD3f+7u7vz8/NaBPfe6wGj0NE8z8fjsS9dp9Ppd3tJkuiB1IqT6XRa5FMVqND3KbJsfq43HA52t7cL5zpJyj6E0vnSlVneP9aJyGztbueTaXeuL6H7dGuwu7ub5znPCqmVL+xDnhXBs2evJuPp5vb9+/dFZG3liMpgae5FT4U0TZVsreZ+j6KoKIosn5ZF7plNZOM4tnFERI5DURSRscoCWZal0oCq76acJsPh+MmTJ1GcalVX1YCVrJuIFhbSVqs1yfLdvWGrF6tVrbg5KAJgqOjRWZhDkKAuoQItvQBU2cnGmSeaV62rVc1+/+cOmYn61uVHZs6y7KOPPvrNb37z3nvvaRDw8OHDOI4vXrz4+uuvq4geNngev4HRbMEYDAYffvjhu++++6tf/UrzAGmaeu+PHTu2vr6u3GDffSv5rZnIA1u9hg4g4nQ63dnZefDgwf379z/55JM//OEPKj3Y1AIOIYxGo0ePHqn0Jcz60mSmQax7qQY51ombOgQ4wJv0bZtLAqAmBXltAYm41tvRhkKRUPU9e1fmTSlE0PaRbre7sDRvY1P6cuv+E2avWddWq6VfUxO+WZbVjowyF5Rl6R1PJ/lkNFb+t16vNx5NmbmTtkIIhDayiZIl6+f6oswn+XScCUBwXEyLbDr2ZT6djCQ4Fp6Oh6O9obGYddrj8bCWRrBJPB+nQewkd6Msb7fb0zwLzIqE39ra2tjYWFhYCItB/c26FqfN3WrdRqNRCCGKolozMs9y74MwMIuyIgr7aT6d6/ayYqo1B0GTpAkADQbDLJu0223PYTDcAxktLi7OLy7qelAfFAAK7yxXzdShdL4MalgNEJAVYE8i4oQQxIhw5Srr/aKZ5BlWRrSi1fAOqgI3eA6eA8PnGLKDtB0izPz06dPNzU3lNlVegs3NzadPn06nU22rbb7km7FHdf+ic+7JkyePHz/e29vTROp0Or158+Ynn3zy4x//+NixY999+wjfei4SZhOqpTTNrWxsbNy4ceOjjz66ffu2amtsbW2p91d3v6jXM5lM9IXwbHKzdjoOrLkDZLp128C3bR+fM9RVUS9YJf2qtT6DIYUQvLjmd0mSxCACQJIk/X4/iiKV/0aUXq+nnrW6UVrfrxXjZKYiTTOy+7Jw6sWLyHQyAYCNjY00TfvdXpqmkxGq79ZqtX1ZeuWGIAohZNNplmXBeRF5+mTTGEMgrVbiXZ7n0ziJer3eYDQEwjRO+3OL7f7C3mS6sbVNxiBi8AHRxHGiJjhJElcGvTyNjtVydbvdOiIGAPWF9ZLquLJ0bjqdjtPUgKgxVa7D2r6rD+t9pFha730r7SStVET2xqM8zxkqrNh4PA4hGLKtVmswGAyHw5ps0RjDoMS9mnMkQgOkHBeh6giYcRdKg0itycBfu5Dy2d2HTRhjvZhrnxoaBc80TbVOUkdLtfPxDZik5kVqNkAPRZmJmqjQWJ0B/+6PbzMXqWZOV/ZoNNID57333nvw4MHNmzfv3bv39OlT9RxrccimHWy322traysrKypFVNMC1q31dVuhhlRKVlivpO9M+72u2nDg0RCc96UPjoR8cN6XM9hx9QSc8VnX1x9C8LPYLc/zJ0+elGUxHA60B3l+fl5biZT8qnRhdzAkom63Ozc3DiFMp1MAyLJMpRqGowk+epQkyXQ8sdYG5/r9/srSYlmWm5tbaZoGLwjMeTke7mXTLI7j6Wg8BRiN9sosn46Hd8ZDZl5aWkySZLw3RpYkSQrv1B8E79UlVJc/L0pjIvRO71qapr5020+3pqNCW+U0F9lqtTRSLopCs2/WWu2xKYqCDPiyKMuK9HA8HiMiciiKwpd5v98HgNLlavLa3U673S7LfDweP326rbVy9cIePHiwuzNywY+GE4psHKftdjuKExF8+Ghja2ewu7WTT7Iq4A1hZgRnWVEUECFGQVRFstk92leC1c5FESUnV8E002xSfO5+aTqSCt44evToqVOnNjY2RqORpphOnjx59OjRXq/XrO18k4icZkF8dXV1dXW11Wpx1RcbnTp16sSJE3pIf/fKpM8Z36aJ5EpnuSiK4vHjx7/97W9///vfv//++xo7KFZATx6Vc6uu2FrlmDh58uSbb76phI/NOL02GfUvakPrB/WZTTe2Ke/1HRlhNvT4ZQkCBmR/e8CMIUZHHMc6mZqi2tra2t7enk4n3peIOB6PO52Ocr4NBgMlINCTXB1M1b/VDIbWuBBxe2tTRKbjSZIkkTGtVmt3e16R+Z1OJ59My6KIAfLJ1HuftpI8z5n9ZDLJ82npVJK0GA7X5uZ6WhIJIHGcDvaGk6yAwpdBCidZVhAaEUzTJIjXxnnv/ebm1mg0abe6ekBqfK07fzQalWWpkW+SJO12W7MEUWw6rdSHEjkg4nAydr5wRZlNxuz91taWfs2dwTCEULGUBzedTvO8dM75IA8fPozS9MmTJ+NJMRjuAd2P47jfn+92uyyQZUVeuMFwvLu9k2WZoljqfDqiQqnBILIggipeVI6k3tY6KVn7Wc0U5ItP6wNP05t+5cqV27dvO+f0wFhdXX3nnXeuXr3a6/V0GpvkA9/AqD1lZu50OmfPnr148aKWEJRXUJHnS0tL36K6w5ca34RdqNufawICDSFVzPfhw4d37969efPmxx9//PDhw8ePH0+n0zzPcaaSUcebMAOBr62tXb58+Qc/+MHrr79++fJlRYnXWP9m82l9DQdC6eaKeXGv4aseukpqwXVjTBQbJInjWEX7Op0OgGX23kMUJcQAlQIYCLCS54rANJsgYpxExphpkRVPHldkVnlmjCmKYjAY1JmpwWAAM26I+vEqicEBQOVqZ3MFnBV5bKO8LLMsQ0T2bjweDwaDNIrRBWEvIpN8Snt7gKyXPX06FhFjaVrk7XaapmkcWyLLgmUI3nNgHo93xlk+Ho/jOM6KMi8KEEqSJISwvb09GY+jKDIUqVOp8aMaAgDY29tr3s2Kc4QkikwUmSS2aRTv7mynsU3jJI6tK0rLbjrJNzc3J5PMWjscTQI7keC91y6Zre1dESm8997vDaeICGSttU+3dowxRIbIFqUvCqcBvjB752oyIT18ARk4sCAzkFBEVRxdw3rqSGhWhXcAoOG/99589lF9gK1Zi5AnT578X//rf505c0brIYuLixcuXFhfX8dDGnbfzGhCRIjo9OnTf/M3f7O2tnb79m1jzNra2pUrV7R/8cUBnM5qXc7S71KWpRISwrNW5ZUeAN/oJOqy0IrqcDi8e/fu7373u/fff//27dsbGxsqVx1FlTKUhuEwCyjKslxdXT1z5szZs2f1aLp06dLRo0c1TDvQdvrHNQ4nTNVN1lpBnfMC7dzg6iW6HZvOCMxqo9odUb1t8HWGsRmm6VKrep+b+p/WwCETCQDBeOecU8bM4BVaVBgLgVVtlkwlM+O9974sXYEoli0SlS6QdUEY0XkGFghBnIdJVo7G+d54PM3ywPtisN4HZlZ1wHarqwnBstxPyNZn7YG0CQBEsYlj20rjPIlaUZRZSgwZg5G1URRlWZFl2Wg0AkJCG0IwFkNwaiIRjBf2PvgQ9JBmIJwJOCASAJGJQpAaj1E78lmmBROpxGRF1Cza2TZuMgDADLahCaJWq9XpdNRKftnWmqWlpTiOjx49qptFaSZ6vd63tZhln25drLWLi4vXrl1bXl4eDAaI2Ol0VlZW9JqbRvDw0JJ9M7Op06UYdY386l3/Sr/RKzeRTbRXLbH26aefvv/++/fv3//444/v3r07GAw0plaWY5g5OLoN0jRdWlpaW1u7cOHCm2++qY2D6+vrqmFdySR9J4GNX2qWak9WvYO1IyvLK4vDyZBZmxAUfseRqeDxUBtKqk5sqGHJsw0KAAjIAiGwY/cM/pR0ae7nH/RnkziatDALAAAeHREVjdDeYGaRgFFYEaailL0hhBCc995aSlOKAAKAZ6VsELLGACFCUZZZlo1G4+k0K52vIDQECAZYOIQyBBFppZ26Q64uetSWsRYS0MUjIjaiNI0ROsZgIEKUMnhEMe02zFITnoMvWJndbUQhOO9ZRBgUpRj8LMcBQCLCVX5D59kiGGMMKoskq3A2zOJZQRKpGHQFGEVUHo0ZiIG40mQUEfQ+iEin01laWZtfXLZxivily4YhhHa73aTeqU3Jt7KSn1mHzMaYI0eOrKysKKFMLVVYadV99rbVu6klWS1I6OLUtshvcst/E15kfXJub2///ve//+1vf/vhhx9+8MEHg8Fge3tb66oHQGF1K0W329VG+h/84AenT58+c+bM0tJSv9/vdrvqyKjHXr/wO1B+eckpavoXvV7v4sWLt2/fnmTZzs6OSotUatTGVur1tf/Y+NbVz2ffuvkp9TMrdZrGAaZ/qpO28KyJNAgiQg2lXxQGAAOaUZopBVWEBgERY7QRIiMxUlDiW4BYkKIIGAIUhSsneVaUZdXQDAFRtB0TsVJnVQRiPTPN5N0+sL5SsvbM7LwQQfDtqngdAQkDixLo2og05nBllYv03ofgQ9Bud2RmH5iZXWgW0PZn1LnC2thUpCeuOV1qH7WKhiTIWiuqbHfdQqNzXrc5HDt27OLFi+vr6+pY0ZePjtUa1l5kfXO/xVFjVGpN5npAI7n0ggSX+tej0eijjz76wx/+8ODBA2vtysrKtWvXzpw5c+TIkZrx+lXXfF65idS9DQBFUXzyySf/+I//+Mtf/vLBgwcqttWs/dcwHW0ZnJubW11dPX/+/FtvvfXaa6+dO3ducXGx1+vpFq25HeFZ3/5Vf51XNCq/YlZH6vV6V69e3d7eZoA7d+5Ms7GeB9bEJNqfXYmj7sNLZ6ID0Ag9ELFpIrExmh7ZM49LrbUyu4MzQykiwAFnnDRVIEn1Ldi/CwIhTdM4jtrtdrudJklFnSsQCLWxBOM4SZKk0+lEcQvQqK1WlEwlXYMMAIYiPS9rpE4ze9s0kZUjidxuJdop0O10ohiRA0uwZGwckbGdXrdXlNYUrJdNzOyZIYTgGWoTGacAoKK7sw5CPVqcV6iNtTEAcGhUUUhnQDW9FQ0eCIxaikpMfBY8Kp3t/Pz8hQsX/uzP/uz06dNpmr7E6V57i83F/y2C2PQL1vDbWkKjbhVt3r4XDO0FuHv37s9//vOf//znn3zyCQCsrq4+fvz4Zz/7WbfbXVxcrD/ulX6jb8iLLIpiZ2fno48+evfdd3//+98r2FuHzqMeGrr41tfXz507d/bsWeWbOHfu3MrKikpB1TNez+MBP+gb+DqvaIrqlglE6nQ6ly5dCiEsLi/funVrNN5TDGASt8BLDQ1pmkgvDDNPrX5PALCNtdisgB9wNGrvcp/9tX6VcH2Jlec4y2lWZh1xps3CjGAAGSGxEUXUihOKjEUjBKR+FnBERtBkuRuPp+PcCROSVfATs5cZKyaAAO43aNcXr59b1yLqrF/1C4Q4jjvttNdNO63UGiHhwB4FkiQBwdFosrc3KnLHQoBsKlQYMLOayMACAJ4JAFQLSLgS0QUAqNBjmv4mEQEhAQ231UTKzJX2zBzbpOnk1pOmscL8/PzZs2e1pTpNUzJfegHXqnbN4kz94JdagV/q+Z+112p9lCbkqFla4YY06QsqLVpUvH79+q9+9avr168/efKkLMvHjx8DwMrKyqVLl+bm5hTD90efi4RZMWE8Hj958qRuE65Lz/o91XPs9Xrf//73L1269MYbb5w+fXp9fV0pb5U1pNkV04SIH75n38DEfV3jADxTRBAgSZJWq/X6668fPXH0yZMrigzNsqzd6mLDsjUXtZpIwf21HkBIwOA+0QMcWtkHJk0fgs/wIgFAoZgE+5hkz1yrsuhPgwQkwoykiUdBIZnJhJE4AxgEfQDvoQwIgICmTsOJBKj4xILMuu6wAXuurUx9zc2kPoMgijWYxJTGkZpIliDBR1GCQEXhsqwIXgQMkgAGxCoLKar+A4iIQYyIiKrBVnh9FBGDiMDaLw+4/yoiqk0kVxrgHlhim9Sp0ma7NAC0220lPz5x4kSSxsHzS/Cg1e7YC/Ab3/BQj0fxznXVvq6uVCnjRi/cc99EGew3Nzfv37+vimMAUBTFw4cPVa3kwGS+uvHKTaS2TmtkV0t0ImJdkdTjdGVl5dy5c6dOnfrxj3989uzZkydPKlS4bqzWuW6aEviMzKN8JxoKv9IwxuR53uv1Fhfm19bW2HkvnE+m3W4/OK8OF2JTGAVEhRqa/qCqOwdGRBJi5PpngGDRCknzEf0fka3V+kj2NftUmJsqOlgPoORD6ELFBlKb5llY4HCmJgSz5HJkyZcZsHgWYQhiBEkYGaD2FpEEWEQ4hCAQhJEMIBj9qX4lIAuj/hQIIIQkCEZLMSIBgYkgjkxkiEAEArvS2piIvGdXBhEQNIjofE5EQIiIFeEtGjAUvMAs0JaZ8hoKxIkVNYCCUGUb1DOazTxW3fVqIpOkpaK9NRyyvkHKdW+tTdJYGMqybEUpAM8YIwng2WOwHo0lT0ggWg1CAWKdC6JmjEDPeYNnNGxBVdUPHo4VTZHgoTc49NR6VIpyBCHMmtzIsOH6kNPtLEqM+dk5RO1/VUB03Y1Tm8UaqHcgrHwV45WbSI2FRUQ7AdbW1h4/fqwNSco0cfTo0XPnzl25cuW11147evSoRhztdrtWZAUAbQtpJmVfkKDFGdfkZ43a7dc+ZbXF0IBffZNGtsZ76j+rHCtSp9XWRzpJBxMQAOwtvPitXhAp1fL29U8QEBRgZAgEKpMIDKKGhwMgiUEzKzOwcurUCVMRUbm+9iywqlPJM0BGR+dQHQoNArwvgZKknSazbx9CACBj0Hu2ljQnGKm+GIPe5BCCCFr7nDuuTmTlP1Y83qDP1PA2iuJK0joFDiGI2NjYFlVkhXqLa7e0TuzKZ1YA9BNnk3rg8erVz8z8Z7g5s8ermUADrU4KwAECAAfPwTGK9YVHgXa7jRbZe4pNRZBXz4/3QNVdRRQWKAUE9oUUEVQdEgRUeiQGARKHEEgcgAfxgRnIMBmBWSpGVESCgkSAEQEBKJoJUf3+huWVAFJ1FoEhAAkAYIgAWAIggKUIZ8sLAI2NGCsshflsU6uEhydPnpxOp9vb29p1fv78+aWlJa1wfDM79JWbSDX/RNTv91977bWf/vSnvV5vb2+vKAoNMRTqePr06WPHjs3PzyOiMl/N1v0z2KivZdSWV0SUEGEwGOjGVuv8uUb2mxzY+PlFnvlF3kd9AAQEAhRSZVmpXEVAAUIBAYFndMkPUFXrRtWcZo2srG9WHUbVZRYAILI2rUquIqJ/8d4zwyx3xmaWjxMJAKbO/UOD8eQAO8PstgoRzIgR1YJYFiCsHvGBdRcjAYKVihMEkBAbk8dcOVSHR8M+woEjqYmqeOl7rR2mAjKZTLaf7uztjsusbKetI6vL/X4/7aQAAijChFSbKAMSZr8zYXWSBAERAAaDYIkNBoASSIpiJMFLyDEUIrlwGdgH5lJYMBIyCFXe1yAKGBP3wLbIxkQW0AASgLrVVLmdCKpzppeuE4ACVSyCPMNAoU7qoan9zJzm4uLilStXfvzjH/d6vYcPH5Zlubi4+LOf/eyNN95YW1vTzvQ6ffHqitrfREVbv0O323399dfjOH7ttde2trZCCOpCHjt2bGVlpd/vKw9N7cpV8/d18znKjNtGN1tZlvfv379z5854PNbE0LFjx1ZXV9vt9queme/IqGsg9SR/kdVWP7l5s5rdI81xOOvUDLvqmtuB5hN9Zt1or+MAUqT5tg08k+gqMgaZwXuuPV+tiiECETCrVOwzlyqiris2ErPNbw2vVDZB8yPj0fjmzU9//94fPr15a7w3XJjvnzx5/Ic//OHZ82c6SU9YfBBjYjVEaFB3sUAQYASnR40FBAgEHtmDzyDkHDIJ2d7WU/CZlFPxGbpC2AV2LOhEmCKkiMgSkUGKEJiiqL1CSafV6sRpx8QpRCmYGDECMADGBwAyqKgGABaw1PALK8r1Kmh53jd+EegnjuNz58799V//9cWLFzc2Nrz3i4uL58+fv3DhQq/Xq4PuV42R/CZMZJ1GXFxcfOONN06dOqU0fGmadjodzTjU3KIHtuvX/uV1y6l3UxTFp59++u///u+///3vNzY2er3e8ePH33777R/+8IcnTpw4bK//xMZzk+WHUcd1E0gTk1hTqH0Rd1uxjXXmRBp0JDjrVIOGOB/MktQwM8EHPIWar/t5XwpmxZOZj9NQamsWWxGBWYhUYruum+2/T9PUi8A3Uv8jX4aH9x/953+8+y//9M+f3LgxGo3m5nrHjq2D4dZccrZ3lkWEMIAjsAFIYV0IIAIGGaEkZgAGCMAMPgM35Ww4GT0djbbLbDAaboubSjmFUKLLUIICQsXEAgYpRjQGyRAZEEGL7QWT9tqdfrs73+70k848tvtgW5B0ASOL5MX4EAEZBkRRDAARMtf2Dw+DNDW7SVBnDQ5PxEyU8fLlyxcuXBiNRkVRKOH80tISImqR4xtoHf6G9n+tSNPtdpXqGRowPWi4AM3k66soTDe39HA4/O1vf/v3f//3H3744fb2tlIHTSYT7QdotVp/LGXxlx5qNYqiUAC/9inWvY/4bIdiHdSo2SqKQil4FQLdbrc19oFZIqn5QbURnE6nk8lE0ymqG6Epec116pMPAJJU215JifQjvPeHQS0zCwjao6VsmEotPstjVriTEEQ9D6L6JAYRUC4MZZ+KoihN01Yrmb159bRXPYoiPLj3+L9/+95///a3GxuPmHlvmO5Ndk7+97FLVy+urC2nrRbZmIERgmMxZFQ0zAIa8AAOJIeQQTaGcsrZqJjsjEdbo+HT0XC7LPaEMwgZuhK5MOIJRUQQbGAEjEQMohEhAWQUAeK9NsatkHaKdm/amUu7S3FnzqT9zsI6xD1ozVtMLZADQLBi1FdEBhKooK4HkrMAQJXxZBT6LKdc15i1VpNvi4uLKsdSp+BqIHqzivsqxjdR0dbVrJl7OaRLeeC7NbfWq/jazd6S3d3dGzdufPDBByoZNplMxuPx6urqxsZGlmVKh/Oq5+dbHApYGwwG9+7d01xPkiQqfFZr+8izPIP178455R/Z2NhIkmRhYeH48eMnTpzQwpqO+lW1SVUMh862tgacO3dOddagEVyrhRKR7e3t7e1tJU5OkmRlZWV1dVUVrGoa5joHqv3po9GkfgkzLy4unj59Wnv564CGmYlM1cIeROPxyWSyubmpaqhZlqm2wYkTJxYW5vSqvl5H8jNwiBgcT4aTrSeb29vbPjADjLPc77qn21tKnRS12gasiGfE2vwQAIIDKMDvQTaAYjTYuMfZ3nS4PR1vl9mwdCP2OXOOFIQLZEcQCIMlreM7g0bAsxhtaCUAExgABCYSIl9YN46zqE1Jz6R9SPr9xaPtxfX+8nHsrQAmESQCgSGa9fcjVpUYBhAGxirQ3i8j4ecxv9Xo17pmeyBXo79wQ8XsVYxXbiKb9CQH6sUHnMRmCPaqh8yEcabTaZZlMNv8zik1Vl7RSv/pmkj9dt77hw8f/uIXv/jNb34zmUx6vd4777zz+uuvv/HGG4uLiweSHtBw9jc3N3/961+/++67Dx48MMYsLS1dvXr1Bz/4waVLl7rdbhPTW//y4MGD//f//t+vf/3re/fuaer95MmTP/3pT//sz/5MoV3Nu0NE4/H49u3b//qv/3rnzp0nT57Ecby2tnb+/Pkf/OAHb7311oEkdd3B8sEHHyilnjLfzM/PX7t27Xvf+96bb76ZJEkj2N+fCmYYj8c3b9787W9/e/369c3NzbIsFxYWrl279pOf/OTy5cudTqsRgD8fOPACCPQXvykoEJFpJWm/1+l221meaUGJiNqdXrs7jyZFTABM8GwjsvVm4UzCsCyelnuP8sETP9oabj7kYlRme74YBs4RHBkmkoJFJAgySCCUAAxADIyGGASEBQA5CLCQkDBJCQIcyDtTZlZMArYTou50tJ0ONsfD7e7ikaSzbNOuTXrG9gA6YVbJmnmPJLNcpDYQqHp4ZSI/w7LVkioiUgMH9fGa27BJa/Dqdso3kYusk1l1hr7+5Zn10dA7lGeZH7/GMZOUMk3yfeXirttIa7yrVmNf9RR9K6MsS1WA2dzcfO+99/75n/95OBwuLCx8+umnf/VXf7WwsNDtdrXcLw1yw/q1Gxsb+qpHjx557+fm5h4/fqxUdadOnap76bQGrWnf+/fv/+Y3v/mXf/mXR48ehRCU9EXdydOnT2uCCWZxEwBkWfbo0aN/+7d/+/TTTx88eAAACwsLly9fBoClpaVTp041v07dhvj+++//67/+669//WtVAmi1Wk+fPi3L8uLFi9q+1TTcChNXV/rGjRs///nP/+u//mt7e1sDuul0euzYsRMnTjRN5KseSRQvzvfX19ePHFktwjQvszRpzy8uLCytzs8vxVHXYIIAEgAjikDLXFMp90K+Vew9GG/d2du4M9l9TOWUQgFSkJSEJRKLuCCAYAUFRCdZAoMIBwaMgIEBgMQHYCPM4A2IYSHtBhIUsMwOfBApsnJSTPay8fZ490lv8cjc4rqdW4TUQ2QNJgLAwDNULSpgaIY+IpDPn03V9qm7cdRZybJMwxQ9g6FR0X514xvqrjlQ9HgxWOyVZhbqrKjSRl29evXWrVvvvfeeVpBOnjz5ox/96OTJk91ut9PpvET7p+49NQ21BJ3aWc3QNcu7L9EoVr8JAOR5rkpVyrytEi61fvH/3957NtdxZGnC52SWu94CuPCGAAE60YlSS5o2ExMzsxvzbkzEzk+d2InpmN7WqHu7JVGW3oIg4c31tlxmvh8Obqp4AYIkyG6xJZwPEgjULZN169Qxz3keosjVPi7aENMC4hQMPnjwgERder0e6ZVTW39oaCiKGNU9RKJAfvLkydOnT5vNJhHcffnllxMTE9PT06S9p6d0dYenVqvduHFjdXWVSL8bjUa9XifV0PHxcQCgQ2gX2W63Hzx4sLKy8vDhQ+re7O7uuq7rOM7CwsLQ0JBGHewDsG17eXn52bNn33//fb1ep4GWXq/37bffxuPxs2fP/vKXv6SNbdsMQ+l5geNYQigAoFngb7755tmzZ77vJxKJdrv9xRdfjI6Ozs/Pk8oFFTRf95v5utsbJjt1avY3v/mVAO/mnUyr0x4pjU3Pzv9///K/E7F8Ih4HAV5P2KbNFSjhCb8m/ZrXqXRrG63q025lPejsotdWflcpwUAChhKFVCGglBKEAOQGAyalEAoAFSgmAZVUwJgCBRwZoegFSCEcKyaCUCoFqJgKZBhKFqLyTPSlF4T1XqvbCJp7sr3Hh0adbBeSBphZNNg+CwDDEJUUYHBzvx6w/5wcieONLF1UoTtaxtFdOM1n8Reyn2y79gjTlYt0Or24uPirX/1qfHy8VqsZhlEqlS5dujQ6OkqC7m9yCBrDGgifo5EyHov0lJLQIAj29vZoGMswjHQ6XSqVhoeHo00P/b6JOnp9DpZl9Xq9x48f379/f2Njg1QZlFKNRoPY6khrVLtXjcsh/vDV1dX19fVWqwX9GXyqANKAaSaTGThtrVbWbrdJiwoA6CpqtRq1VgZekNqtR6ewqbNEzaWBZYFI+7vb7VIu5nleEAQrKyt6rZRSACb2ad84R8pYfN9vNBpaWFFKubu7S7qbExMT+XyeDviXTirQ5IXhoQsXz/MYnnlvqdvrJdP5Uml8cmImly4YCpQCh3NmAMhAuY1e9Ynwyp36bru+4TY2g04FvAZKj0HIQRLKkoI5Qr6aiCAlVwoVcEQEQxLUEY1QoQIVCslQAUiDoQLTlSAVV2q/6MRQMggRlB+GHF0le8Jve26j6ddVZ48ndlNj6GQnzXSaMYNJFUpucq64oSeUBp2j+ovCqN6C/RxdpH4IE4nEmTNnstlspVKp1WqmaWazWdLD0XH+MaKGATZ8/Q6MIFFQixq+7snTQ761tfXVV1999913W1tb1Me4du3apUuXxsbGBgo0AyF5tG6wubl58+bNu3fv7uzsaI/j+36z2axWq9R3hn7mqxE5pDG9urq6ubmpgeLUFq/Vao1Ggwh9owtCjtXzPFJ60mdFyllEXhsdztNkMNEQm7xkr9ejrtoARxT9l5Ct6XSa3k/0Kdd1ic2+3W6XSiV9bjzCGZFIJIhej8JV3/cRsdPpLC8v37x5c2lpKZFIGIZBYz9/UZNhwEw+NT2Zzqfecy94vs+MWDpV5CyecjgxeyADUAG41V59tbe37Lc3W/WddmtH9GpM9AwVIIRc6VcIcbTtM1iaIDGUCgTrzweGgAp4CEwBqv0Z81AChIhMMQWOQAUokQNDiSIAKRDA5koBcSu5Kuj2/LZoV5RdcUM7G3h5YwLiGQDOFFfSAQb7d+tw3P07bT87F6m9HsV3RNHc7Xa73S4JABBz15scgjhdDMPo9XpBEGjhvYFm/fFmHBGx1WrduXPnd7/73ddff72zs2OaZrFYpA4D8TnTljqjxwgrD/Q7G71e79GjR7dv397Y2PA8j8LPMAxt2y6VSmNjY5RdHuzYhGFIihqtVotQClTbJYSN4zgHQ2OquBMQRw9c0umRbheJPQ3M3ROWKKoETfshL6m1jCBCiRKPxycmJsbGxlZXV1utFh2FaFlXV1er1SpNUuoAVMr9wnexWDx9+jQlE5r03jTNZrN59+7de/fuZTKZQqFgmjH4C5sIFTNQIYsnEvFU3BdSKTPuJIUHSPGXkqA6EDRblZXG7mN/77Hf2em2yqHbYMozmGBMcKUUTZgiSKSJFgLESwOUAoFSMcZAskChABDMkOCgYZmmhRxQSSV8JfxAScNMhBCAChgAYAAoFYSofAMZAjcQBDAJAEIoLxShrG3dBwgdsxfPjYKVZWZcSR4qxrhFq65nwvfjx3c7hISfs4vUjCNEMkRzhwOQ9eOVRCkAqdfrpEtHatRjY2NE3wT98srxeE+VUrVa7e7du1999dWjR4+IjbnRaORyuYsXL545c0YrXOtwLJprY59PZHt7+969ew8fPqThS+wzSNq2vbS0dOnSpWKxGF0uXWDt9Xq7u7u7u7uEBIA+5DuVSlEArgtG2kGT/C+5SDoKwXqIpkSjHQeWnd5Y9GrRqgZKKd/36d0TXXC6hHg8XigUisUiFWH3B7EZo5LCs2fPFhYWCGenOwCUaGez2aWlpaWlpdXV1d3dXdot57zValGLfG5uLpPJEELoL/jtRDBsCxAAOHIDOZocRAhKgZIKEYEBQAe8bbfxtLr9qL77OKysg9cI/B4Dn7MQQYFQoZS8zy/HFPVMJO/rHJGrReACuJAYoq1YyknkeSxjJdOmaSolQt/1e90w9GToKtWVfs+ToSk5UyHxGYVhwEAwJjmYqBQoQ4ZSCem3ntW5y6CV9xrp4VNglZA7EATIrUiAoPPrdz7N/hm6yOjkXLRIpwM6Dbg73v6J92lzc/Obb765e/duuVxOJBI0tEPCb/rhPEYvCPoxYKPR2Nvba7fb5HGazWalUul0OlqRecDFRy9HCOG67tbW1vLyMlGKQD+mRsRsNru4uHj69OlkMqldDESokemze3t7muGKfH0qlRodHS0Wi9rfRWNYHUXqRiSJF1JbLAp/0w6duF4okNRYdEJ3d7vdQ6NIGr0YGRlJJpNae50xRnSl5XK50+nkcjm9GmEYWpbBOSP276WlpVu3bhHXll6ojY2NR48e7e7uzs3NHRH4vy4Y6EXW13/gCAYCGgiK0awRzaEEENTdxtPyzr3q3n23vgm9uikCDiHj0uBEfNzHSvaBhwwlKJA0dbkvZcsVGiEYgtmGkzWTQ/nSnJEoxJI57jggpNfr+m5XBO1WdRW75Z5SMugKUEqCoVh/YEaBFAoZQ5QgUSoFEoPAa/ZqshcKFwwjbcUgHjM5l6AE9EfhFShG3KMSgB8xhvgu2M/XRUb94CtyCL2KKaW63e7333//7//+748fP67X64ZhEFtJIpFIpVKv28IeMNIqyWQyxDZImj8Ujtm2TUGxPpNDn08ChC4vLz9+/LhcLu8LJQaBYRhUnF1YWBgeHtZY62jcbRgGRaCEOoxOEBaLRWprHDr3QrVITaWsVdFJ2lCHvdFPcc6jhCb6WDTVMxCD01+pSjA1NTUyMlIul5vNJjk1mrdpNpvUldJuve+UwTT3haju3bu3u7u7s7OzL/YN4Lru8vLy/fv3FxYWEokEwF+2HCklAIIQSjLgjOb5hFLC5AYIV7rVdu1pdfthde9et/0EZcsExZlCpJk+CQDIOUOmJANk+3x5CgClqaREEMwI92vUtgAb7HSsMJ0dms2PnWaxvBHLgBGHUFhBIELfEM1E0unU7BrDTkdJLxSACAolGtxApWjCE+jwyBFCk/dC6bsdESgp0Aohlh62eGwYeYhg9nMZBRD2/ey7Dj3+2blIODDwS09XtMeiI4JjtGsMw2i1Wrdv3/7iiy9ItoxapYVC4cqVKxo9ExXDey3zPC8WixWLxWKxWKvVXNdVSuXzeUIykl9TfYGUQ6cRqLO8vLz89OnTTqdj27ZeCsuyzpw5Q0rwUQghuTOCjvq+X6lUyPvoxbRtm8I3apUclBOhsJGAOPsaW2GoWy4aIKWXHfpYsSihP/1AibbuLw3co3w+Pzw8XCgUqMRMICcAaDQalUqFukl6tpdz7nmBbZuIkE6nT506RYEk6QUppaiwu7a2duvWratXr46Ojtr2G73hXuH7AwAgOJMSEUwAiSgtBhh2pVt162vNveVm+UmntiFFM4YhR6I9l1JIkrVgzGCMCCH3eT8BJVP7g9EIXI/kCOSmnXay48nReas4DWYSLBuAQSgNUxloAmYzju+YRhAYfsiDQAnhSxlKDJVgChClqRgCgkKlEBDQYMBRBGHHa242gJmmadlG0mBgMg4xAaYClO943DhwR37sEzjKokRbB0dxoukSeTd6Al8apmk4jhaZ1PERxTJ9nhiuZ4F1MwH64Sdplg74WTqHRqNB/QTXdQmuHATBzs4OPbHkkqhzerQLjh5UH4g+dfHixf/9v//3559/Xi6XaT76X//1X8fGxg6dV9XoS5qqlFI+efJkeXm5Wq0SqFsf4r333rt8+fL4+DgtglapJeWpeDxO80iZTCadTu/t7VGTR0pJGixDQ0OkKBI9Z9VXBt7d3R2griJCwHw+T15V64LqvDubzSYSCTpDWgpdZGw2m1GeEXKySinbNsfHR6emJm7duhGGPpGBGwYzTW4YLJGIAcgw9A3DAOAkFqnPNpfLLS4uTk5O3rlzh35JrZsgCB49evT5558vLS0BSCIZoIJJVMD90Js4cEcOveORNZGghFSSMZNzcx9lxAwluyga4G70yvfbm3fc6jNLuIAWKMVAcZTE3L7PDgEIUvV1foU+LH1zIZAxzkAFvaDFLCeRKaRG5mJDc8rJomUIb9ft1A1mmmZKYY5zB4xhO2tl3WKvG/O6PQkNwxAMApQOKpMpR0qmuFBKKaBM2kAZmso3UYStlcZq24SuAV2HLYJR5EZegImASppSAUqBf9k3zluwd85FRgOQg5QzmucxChPRWu/RyfYXU6IqjNBBajroPgOr2ReQQQAg7wbPEx2TUXxB9Thq6eqPWJZFnXHoP2O+78fj8WjF7VUGSwecHX2Q8NKzs7NhGI6NjXU6HeK4PHfu3PDwMAko67hv4IHUNVANuKVqI/1paGhoYWFhfHw8l8tpmWN9XO3QSbO3WCyur6+T8mcqlZqZmZmZmcnn81G0U9RI3XsAzEiSoXrNB2SRaZafeE+imTUl2lRnPFgqMU2zVCotLi4+ePCg2WzqXLtQKGQyGSpuRm+9BgCYJk+n09PT02fPnl1eXl5ZWfE8j1ay2Wyur68/evTowYMHFy6cG/i6Rl8nB02/J6IDYzrM13d5/0KUApQMf+DGQQAGgoEH3XK3ttatPfXbOyxsK+ErEAgM1eFKjQPkETTPgiTCts8EaqBtGXac21nFk2BYQvQ6zb1mdZ0BOk7OTISJRIHFUsBMJ23HUs1Oe12Ge2of2IigTACOJIHJQiK9Z8pQEk0QEkKUnujKbjleMcxSLMtTDhhJSrc5A1QmoAEK3/GGzTvnIl+ERoz2H6JYYp0PwutLIWpoN+ecHmAC7rVaLS0FQU6E+G+ocKbrfZr2RjtcCmqy2ez8/Dzpc7VaLdM08/k8KThq6M9LU3iKUwYCELpqwzBSqdTi4mKpVPI8jwZLCoWCfkoHugoRJCAnX+84TrFYTCaTlUqFQNSJROL06dPXrl2bnp4m4PfBAJbOmQLGy5cvh2G4u7vLGJucnPz4448vX75cKpUOvpl0AZEUePSuAIAQP5Zl0foPLIvGYNm23el0oneNGlMUHetXlD5WqVS6fPny7u5uEATr6+vk1q9duzY/P0+UGbqNQ289IjwHANu2p6amLl269OTJk3K5TAByOuLu7u6TJ0/u3Llz6tRsOp3Wb8RXBLceHKgdEO+MbMZBSgWIXBOG+ypot+s7tb31yt522GmiEqAEKMXw9WbvFDLJUaFSwKVhWXbKSeZMxzEMEwBFr9fc297bfCIDP5EspAvKHlZWPgvcsTMqnslYzWzgxiGMAYACC8BQaCqUEqVCCVyCwlCRowcDmZRSeG6zutcJYnZ6Ko0py8oxNIUwgffJnd9t/wjvoIuMxlYH01v6mRAkpGhBRLwktU65M0aYaQ4a7SSqzkwPW6PRoJG4crm8vb3d7XYJHEMAZuq9ZrNZIpsh+A4FQVEPQm3fYrH44YcfNpvNYrFYqVTS6fTY2NgHH3wwPT0dj8ejedkRjvIgujAKRKfYLR6PU5SqR/cOrQMOhFqk1764uHju3DmCfJNmBoHPc7lcVKwuSstE/8zlcufOnRNCjI+P7+3tSSknJycvXbp09uxZ8q3R+Aj63tB1XfJreq3oxUMtpmhUFf1rLBYjOlF6MdCN6/ObGfp6ow0lACD9SBL/2d7eJjDQ1atXSTZvgDEA+t18xvZT+4WFhXPnzj148IAGgYg0gWYu7969+4tffJBKpRKJRNQpH41vHXhh0506GG4rpRANEEJQbRGQc8bBk34z7FZr5Y1aZbPXrnDp2iikUkpJ0zQgDOCVTQJIBopxJbliFrMc046bRgIUA6nCXsdt7HUqG4Hb8ZtVQxpdx2BxbthJiDlWMm06CTRjStqgpJIGA6MfUErFpEIJyGRItXyFyCxuCMAw8NxWrbL5lFnZfGwIbQMVIFgAICTwd74q+c65yOh3HZ6jkhbUeG02m9vb2zs7O9SsSCaTxWJxfn5+ZGSEkm5d4D/CdK+21Wrt7u5WKpWVlZWtra319fWNjY2dnR1KsqgKZllWPB5PJBLEnkDZ6Pj4eDqdzuVyNBlN8Sy5SMuyFhYWpJREHkyav1NTU6OjozrQO0giO2DR8Rui+SLXP0DBrQkjNCzmUNLv6Nratl0sFq9evep53tjYWLPZTCQSMzMzV69enZmZsW1bDx0eRA5RaXV8fNy27dnZWZoQz2QyIyMjhDekei75r2hS2e12CaKEEQJw6lnrEuRB0E88Hp+amioWi0Q6TX8tFAqTk5OZTEafHvk46Ke9nPPh4eErV66Mjo7S6L1pmqOjo5lMhog58HlpB865XjPLMsbHx8+fP//999/v7OwQ1p2ua2dn5+bNmysrK9lslt6a0O/yyyPV7jXySX+r6ZKjBA37UDOGQnFQgAgchQEBQCd0a73mVmXnidfcUkHH4D5DJVXAFZjIA3i9QFIyLhEVGpJxxR1mxJGZIDn4oeh1oNvmblO6DRX0AjvdTSV5LmdZMduK81iCO0kwY8o3hORMGftCC0wBU4qFEhUAMJRISHWJjCkTEUEo0WvubcSTQ8lMyWI2Nw0AS+Gr0Fn8+PbOuUg4LMUDAM45Ub88evTo7t27jx8/3t7e7nQ62Wx2ZmbmN7/5zS9+8YtcLvdS2o/o0HGtVnv06NGNGzdWVlZohzs7O3r2jho4EKlyEufu7OxsqVQi+vTFxUXiIiQvqb/xtm3Pz89T/4R8MSlP6IeZ7AhXrru9xFVBnldL60Af+q592UGBBP12wee5vjnn6XT69OnT8Xh8cXGx0+nQdY2Pj1OQ9aLISP/Gtm3qGlNzTE/XUGw+EB+RL6D5paiLpIWlKHJgQXRa6jjO+fPnL1682Gq1qtUq8QOdPn2aNJ4OwvsHWtsE7aQL1+OMUeIDIQRjgy/UVCq1sLAwMzND8s26J95ut58+fXrv3r2xsbFCoaDhn0ffx+g2+sbRrDp1zIkIjhYQABCBcQ2P9MBve82dZnm1VdsAt2Zij6sQZIDC58hAvnYMppRgnEsFUmGoGKDB0AJgIELwXQx7DgQmhjJoht2y3x6SIMAwABzTiRmxGDesEFkghYEktigUKoLvcERQiIxxZERmjlIyBRxCQ7pBp9at7/RqG6aVQDO+321nfwPY8XfRRUJU6VQpAqnQXPD333//7bff3rt3b319nSC+yWRyeXnZcZyJiQkqEmkHceieKcwh/PPt27evX7/+/fffr6+vl8vldrvteZ72TZoN2/d9CgFarVaj0dja2kokEo8ePdLchVNTU1rM1jRNCuioz0Cn4bqufiwp6lF9KeEXrYDjOJ7nlcvltbW17e1tkvopFAqzs7OJREJX36IWlUIb2HM01yOXkUwmT506NTIyQm7Otm3HcehPh0J2oqIIFDLTFUWxRNGmVrRqTIkq4ZOit/hgLTL6KUQkpaN/+qd/KhaLGxsbQRAUCoXLly+fP38+n8/rtF2HaTogpd8QzR30QQuHfs2oOEOTiPoVUiqVlpaWaASe4O60LI1G4+uvv56dnSVcVES27CXssHqVarXaxsbG3t5euVwmBSvSi9/PBrQaBOkIhl3RrbYra9WtZeXXLHANCKXwEITJGUcGQpJ2+Ss/VxKkQDBxX2+dAbMYN4FzCAGDAALPlKHBwkAqFXYCvyelFIoDcm7ZpmFziwcMAALkDEEAGAykVJIBKskAKPVAJP1EIRkAoo9gyLDt1jebezkrlovZaUBHoP2ue0cAeDddZLQWSWVH3/e//vrr+/fvf/75599///3m5iY9b4jY6/V833/48OH29vbc3BwVJY+eggiCoFwu37p169NPP/3888+fPHmiaREoxKDAgR6qaEebsD6VSqVcLu/t7ZGbbrVa77///qlTp6hASY+THgWhAEEHStH619E0P91ud3d39/bt219++eX9+/eDICAF3X/7t38bGhrKZrPRHVKbiMBMLCJGqItu0SWlQ5M3T6fTUXEY7eIpao4CdKJeUrtgamfRIaKkVdHVJp9FfLcQcda0MiQCEY12ox8nb/XJJ59MT09vb28HQVAsFmdmZqampqhEeJD8YkD8S7dlBr5X+gT6MrGgVZ0RMZlMLi0tzc7OPnv2bG9vj7ykUqrX6926devatWvvvfce9f3hMPGyF1m73V5eXv7888/v3LmzublJxYpf/OIXjLH9IoxCpYDRfJ5wwW+H3XKvud0sr1nMMzFkwgcZMATTMBlwoV4vy2ZKoZRaeVoBQ2TIDeAWMAZSofBRhUyFQgGoEJSQoVKBAouD2r/FyKXioQSGPGSy/0pWKMEAQKkkZ0jU5Qj7d4cxEYhO2Nnr1je9wqidKkpwlGGi8c5XIt9NF6mNIr69vb2vvvrqs88+u3fv3r179xqNBj0b0K/p0BMIAISMI+YIDQyix5661TTIsbGx8e233/7nf/7nF198sbOz02g0qHyJfX1aKlSReolpmt1u1/M8mtDQ4xmNRqPb7TYaDRIeAgAiFiSkIc0pU6kUIg5R57CvQmDx+PHj//N//s+f/vQn6opQyS+Xy/2v//W/0um0BqxEve1AI1vDjKK5Of1S+zjamDwdpaI6vFV9jS3y9RRw6T/phr7q855GfZy+CzQCRLBz0k+nDaSUiUSCJBYAgGJYiKjRKqWSyaTv+2NjY8PDw7ourMk1qBoYBVENLGB0nY+ub0Q0tMG2TQCT+ldE+Oa6Ll0szT5ev359cXFxYmIiOvnzopsYFW1vNBo3b9787W9/SwSdtm1///33W1tb2Wy2WCwyxgxu/LAn6aletVXeaJc3gnbZsQMOHmLIDeAKpAhwX4X18OO+4JRUzGSAUgpgiLZlOY4D3AShwPOVCFQYiNBlEALjyBkAMAkgFEhmGLZpmkrJQHmgPF8GJhgWAkMDkQlACA0JCDwQIpQKuVIcGSipVAhKOlx13Fpzb9VK5OzkSCxeAAPCfTH2ty9R9RbtnXORA7HP2traf//3f3/66ad37txZX1+vVCoDG9OTNjQ0pMn9B0IG7T6o6P748eMvv/zyj3/841dffaWjUepcx+PxXC43NDQ0NDSUyWTIn1Lq7Xleo9HY2dnZ2dnRbQeiO7x58yY5DkScm5sbGhrS9XtN6HAMRp9qtbq2tvb48ePV1dVOp0Nzja7r7uzsNJvNoaGhgSbMi0z2DfrYRormBnB8B0PFgZ1od0xEYVGok74X0X/SIlD2TZXEXq9H0avulRGg5+jzpwPRltQbYRGN31fJc49nY2NjCwsL09PT9+/fJ6I8yiHa7fb6+vqTJ08uXbqk+9pH3N/ouTWbzadPn1JjkACthmE8e/ZsfX393LlzlmVJAElUFRCA9ITb9DsV5TVM8DmETAkEySAynPLiQZVDV5X6eoyTQA2TCkJB6TYDRACpQAJKJYUiVL1STEiT5GcUKsUUM5jhgBMzgLMQQ4koAYRUkoHkiIgsoLNSCiUAJ5lDJVXoIgqUraBX8Tq7sWAMrCxHWyn5jlcj3zkXSY8fPW++79+7d++zzz77/PPPd3d3CRxHoYFmDuecE35laGgo6iLheVoEqiWVy+Wvvvrqd7/73Z/+9Ke1tTWdj9u2PTo6Oj09ffr06enp6VKpVCwWycEROK7T6ezs7JDPevTo0ebmJoGZfd8nGm06N6UUsSTQA6yblcegzqWJFBorphi51+vZtl2tVslHD0SIh5ruirTb7WazSZ4FAGjEWw/P6LBxoJukjfBPABAEge/7hKzEPuUt9It9Ud4K1lcGpvy03W5rHknaktrxUZqfQ41OmHarW/w6XB3w6ccYGH2RJRKx2dnZxcXFb7/9dmdnRxcrXNddXV29cePGxYsXC4UCVSSP3hXNv9PrgYBl9G0hoEKz2aRBVUSUEpCDkoDKA9H12tVefVd06zYThpTERgGKgWIKflDMej1TBkiGaCCzFdoCDQWIDAGVghAhBBVSNVhKGYa+Ep4hA1LRlYoLsEMjwdF1Q8mZ4pIhICrFwGBgIwq1r6fNJAIqQ6DkCgBDAGFxDGTHbe+061vx3IRlZhUHQP6Oj2m/cy6SnlIKQDY3N7///vsbN24Q9ZZGvRD013GcdDr9wQcffPzxxx988MHw8HAUIaQHNvQD2W637969+8c//pGyG/JchCwZHx+/du3a5cuX33///ZGREUq3KYoEgDAMu90u9WqePn36+eefU8uI+GaUUtVq9dtvv02lUpzzYrE4Pj5OrR4deR0jiiQYZrFYzOVy9Xo9CAIazSZI4ME27kCTSiet5F7X1tbu3btH/N6ZTGZpaYla2LrkOoDMH9gzcaDV6/Xd3d16vc4YKxQKpVIpn89HR7wHPJSOFgm4GovFaGpTN74zmUwul4uy7R80WsMB6LUe34S36haj5vshkR4tLi5ubm7WajXtrBuNxv3792/evDk5OTk7O3v0+y+K/3cchwYuq9UqLQVRE9E9ZYwBggJAJiH0wGv3WuVuoyy9tsORKHLJ9TDSUwB47VlnxUFhqEwBBpgJI5ZidkIxhkpI4QrpCemi8kAFoKSQgQg8FXZQ9gAkMJPxBLeLLByG0PDCnoHAmWIgDBAMGAqGIBXKPsk5E8i4YgIlA2BccUNK7Lmdcqu6mcrvWPEhsAw0Yicu8vVMZy7Uq2k2m1QM0rMlFMUQFnJ2dvaf//mfz549u7S0pJVMol4SInJRm5ubX3755fXr11dXVzUDWDweX1hY+PDDD3/961+fOXPm9OnTVDujhxD7RIQEigSA6enpfD4/OTnpOM6DBw82NzfJcddqtVu3bhmGMTExkclkhoaGXNel8zleGoiIIyMjS0tL1Mon9drFxcUzZ87QUDMc6FMPeAp6N3Q6nY2Njd///vd//vOfSfx2ZGTk6tWrH3/8cSqV0j13jdaO7k0HfUKIra2tGzduXL9+fX19nTE2PT390UcfXb58eWxsLIqfh36IFx1edhxnbGysVCrdvXsX+1yQw8PDk5OTNBT0oug1enV6A+K/oNiTrvGlg9LHM2r6X7p0iebZdbhNQzvffffdmTNnxsfHaez9iPPXqxqLxRYWFi5cuEAM7SQEcu7cuYmJCSqjM0YoxwCEG3QbvVYt6DZRBBYnODYI2I8fAYFTfvqCSPLQWqRS6IemQFtYthnL2akhI5kRhqWk6PaartcKgw4o38BQSggDN/A7oVuRosQhADuRTI9l/Y6R5DJs+J0eBK7qdcNePfRbSgQKBUOBEAKSvCwD5AoVV0whMJCAAUgVhs1ue9dtl1Nei5mZvkT5u2vvnIv84cwMI51Oj4yM5PP51dVVHTI4jlMqlc6fP//RRx+dP3+eUuxUKkURk/awUfC5UoqKhtevX19bWyPFFQBwHGdubu5Xv/rVP//zP7/33nvpdJo6ALopoae/dVOCKLNGR0eph1upVEiJRSm1s7Nz48aNxcXF+fn5oaEhzXFwvOfWcZxTp0796le/ymQyKysr7XabPCbld7r6eej0EURKkM1m85tvvvntb3/73XffNZtN3/cLhUK73R4aGjp9+nQqldKiNAMRaHRXQog7d+58+umnn332GaFVRkZGXNc1TZOudKArEh1JllLGYrGZmZnz58+TQEIYhkNDQ2fOnDl79iwVVY9wMZocSJ8M9AudA8iwYy/1oWZZhlIwPDx89uzZmzdvPnjwgDIGGlStVquky+i6bjqdPnpXem2TyeTFixeFEMVicW9vj16oNBm5j8RQISADCFXYabeqvXZVBa6JkispFCjchxEqYABSHuUhDzcJRqgcNNN2Ip3MjycLo1YiK7khAr/RaridhvA7KD2DK6EUhL7wO+3WdiIzHE/NADqxzOiwbWXCohAtJoXfbnZr253ahttcV249DAIDAmSCKalQgmIKmVIAyDiwUAZMCiVCkDx02267JvwO4wKUfLdLke+ki+x2uxoOMj09ff78eeLOoeR6dHT07NmzV69evXTp0vT0dLFY1GQ89EAOlPAR0fO8hw8ffvHFF3fu3KHgjvLrhYWFv//7v//7v//7a9eu5XI5XarTD/xBVDPnnNRRfvOb39Cw8M2bN5vNJgC4rru9vX3jxg1ClesA7XjPrWmaExMTlmWNj49XKhXP89Lp9Ojo6PDwMD1OOlg+dJSNHLoQ4unTpyQPTakiTaBvb2+TmqDu5ESXDp6PImlZaEJ5ZWWFvPPKysrt27dPnTr1ySefDAAkybRmA2MsHo9PT0//6le/SiaTT548CYKgVCotLCzQvOOhGM/ofjjn1C5rNpue5zmOk0qlLMuibwhBnV402v+GlkgkTp06dfHixXv37t24cUMIQVlkEARUgKb85ogQUtd5AMC27ZmZmWw2Ozc3R1Hk0NDQ2NiYrjYEwldcSAgCr9tq13rdFoIwkSkZokIAUEhT2URrdpSK4KGnpIDH0sNmYig5MpQam4sVRpmd8BRTUjTaDdFpCr/jqMBkIBBAeMJvNxpbdno4FquiEwOWiCUdm2el6pkIwm17mc1eJtOpGu3amteoCK9jQEik4gpBKmJlY7gfqQhAyTCUQbfbrrntmpnpgZ16u7fsrdu76CIty6LHPpVKnT59+te//nUsFtvZ2QGATCazsLBACgSlUikej/fryqHWv9bfSOiP5Xmet7Kycu/ePcJgA4BhGMVikULRpaWlTCajMYza9eiGqXpezJeCytnZ2Y8++qhWqzWbzTt37tBT6nketSyr1aqWizrec0uodeoaab5rGq1hTCPbfkDtDJgGJN6/f//+/fvlchkiw52+73ueR+ccJV489Gzp977vt1otIkMiOCo5LIryaMuBCmmUMGl4eJj4FsmzpNNpqmbqiaMjcDPdbndnZ+fJkydPnjxptVokwfbBBx9gX8WQjnV0tnsMk1JRieDs2bOLi4sbGxu7u7u6H4X9uc8jaH4AIHqzaPVodLXRaNi2nUqlnme/l0KFHDwZtMNuXXgdrkLFIAwF8v3WMEMAkDR/gyC5EqCYQB4yUhlkqBAUM9BWCApAogSUCgCVEUI8nZuIFyYKpbH48CSkigBGGHZl2Ja9mvRbMhQCQCGXKJlyVdgK2rtea7OXeGZKxc0cc+Kc2xwQQPEEj8eMWNKxEyYaphAyDLpKWkB04hgSZAgVKOAmjysImBIcMAy9oNMI2lXotcAuvsVb9pewd9FF0pdGKUXTZvQmp8QklUoNDQ2VSiXCaZMHjH5rBzgX6Au6t7dHbWjqQRNMcmpq6pNPPiG+nGiXHPrlS3rePM/T4x/UmiRfnEgkpqam3n//fXpytre3KWqr1+vff//9J598MjMzA4fBoV9rEainEf39QNc+KiKsh3Zo+kVK+c0339y7d+/x48fUiabLpI4NARKFEAcbygP9B9pbOp2mGWfP82g4J51Ox+NxzV0UbWrTb6LnRpiB4eHhZrOJfQILy7Locrrdri4lDxjVo7/55pv//M//JGqJTCYzPT1dr9f/8R//MZFIuK5LfCJBEGj6yLdkkjGeSiVmZqbOnTuzsrLs+66U0Ol0Mpn07OypfL7IuckYYe+fA1dGTb8AKPwnvCcBZuH594rBDQW+9Dvd2pbf3DZVW6EXikAZXCEgKFMGqCQoqQAFGkzJhPTCEHpm0kikwEki2paK2ZhAERMKPBYIHqApuenYPAssmSxNmom8lcqDlQHpQK/jlbcaeyth5YlsV5hhMpbyMZQYcMNH2TB6RnP9QdjtpAqzieQkM9IGs8DghmPwRAzMFGbiNksV7CHkznq7xzxE1VUggPU486mBriT6gWFyA2TAgHEMRa/mN3YgaEPoS8N5aZFkoIX417R30UVCxLPYtj05OUlIaeyzv0TVoPT7fGDttBPpdrvb29sbGxvVapXgx4iYy+VOnTq1sLBAgQxtSRklZYgUbBLaXKvZaDAgTdfmcrnJyUlK9iuVCvWOq9Xq1tYWCXu9CiLkbRm5fh3acM7L5fLy8vKDBw92d3cJU0JrRQl7qVSiFnwUsH1w/gT6jelTp04tLi5Wq9VKpcIYo97RqVOn9JpEW7c6Q48GubSAuVwOnh+RJMrIF10X5fj//d///dlnn9GFcM6Xl5dpWJ7SCH1r3vpq09dgZGTkypUrFEK6ri+lHB4evnTp0tzcXDabZQyFeDs5PgIwUCL0hNv23Ybyu0yFAiXqKBslKoEgJDAAAxQTylSGifEhMzth5YqWnXZk3IKkgzkB6BpuyD1lhtxwHCggS9qZDLPjYNqACrp1r1V2Kytu9YnqbKJoopJCGIEKpWIAwFCG7YYKgjb4oWx3mlWGaRsTaFpWNm67OadgGmaSW8PKltwZspyc8noKAgABKAAJ6GmB4ghcAgAoAMakQOFi2IOwC69Jw/HXt3fURUJkeozyzYNIFIKVRUOVQ7+mnU5nbW1tdXW10WjoPWez2VOnTs3MzFCMppuV9LT3er1KpVKv15vNJoVLxWIxk8mwvjozbUZUsiQuSqqkdLiNjY3V1dV6vU7UZ38hVMpB00chkPP29vb9+/eXl5eJlUOHycVicW5ubm5ujsgTX/R+1qdNt+Ds2bO1Wi2TyWxubhJHJJU7KMQ+uIdoaeKI+6uLni/yboi4s7Nz//79Z8+e0UuIeiYPHz5cX19fXFxMJpPa0b9F05hZIUQ2m7169SpjrFQqdTo9asefPXv2zJkzmUwK3gB4FH0n7b9dFASe3+u0vW6Xhz4DQSE6NX4lMAYCFANkACxE0zWzEMuzwmxibDY+VErEszbYoOKgUiagw13gHhg+MBNUDlQcTAdAguhBZ7fT3GrUntV3V3qNzcDbsyHgTIpACsE5t4AZACglBJ4b1Hfbrs9YF1XSQocblp1NxfIjBYyniw4zY1Ysk4rl2/FCq7GLiACogCkFuK8yxqhgoy82DEPfd1UQvNutGoB30EXqXEkXFuF5hQbajOpQBJU4Ym/0ONXr9Xq9riNEorohnTwqpUUr7r7vP3369ObNm8vLy3t7e5Zlzc7OfvDBB+fOnUsmk4R/JgkXy7IoIiNl1Ha7TUdsNpu7u7utVkuruxwjunndRy4aiCFivV5fXl5++PAhzSPpGis18S9evDg5OZlKpXSv4+C66dIkzZiPjo5+9NFHCwsLFEUODQ0VCoXR0dEjqOeOvoSjHag24vHsdrtRPS/TNMvlcrVaJfDpS6cAj2EDUIF8Pv/+++9PTU11Oj0NAqNJ+eMd9tCaL6AEJaTv+W5XBCGXinOkQZcfNgOmUClABRiiqey8k5lJlM6nRk85+bxtxwA4CAsCB0ABc4G7wFxQDIQDwgZXgd+B3lat8bRee9RsPPVaW8JtctkzuMklCokINjMs4CwMpeOY0vfcwBeyyRlD2ZOCAzDPj3uBa8ULqWQRY0kwEzE7l4jn22gicKWYUmH0aQUNYmUKQIYi8APP81znlVfsx7J3zkVCpJ2qH6EjuJ2PeA61yh1xiWOfh4Zy5OHhYap/UfBIcEuKWb755pv/+q//unfvXrVaNU1zbm6O+FkXFhZ0wKIbRDRorBHOVLVst9tRku2/gmFfINu2bSHE8vIyqdRSbKvpi4jGjVgYDka4UT2fKHCHOlRTU1PT09OdTocxlkqlqJk+MMt0qHiOVr+gUqkOHl+xbkjfBNZXqaXzrFare3t7zWaTRgbgbY8hRmFMdLakodbreXSN9Hr2/fAtHhoVgAyl8KQIGEiTIwMFSoDEvi7N/lYKmAQm0AogGYuPxgtzsdwM2E4AygwCCAUIH5QC5oJwA+zJUKEvzaArGt2wV2u1n9bbj1vNR73eBhNNE6SJjEtUIZOCMW4CM0NQbuhz01IKQAnTkI4RMsmU6IWhVN1OwLnXLIfdjmkXQJmcJx0ni2Ag6b4qBEBAhrg/BqSUApDIGEgVhj4V909c5OufUH+uLhrZ4fOqhNEE7YhIRHdsiGaGSo2amJqaD5rWQU/jlcvlBw8efP/990+ePKFQsdlsZjKZs2fPzs7OUgdWfwoAaA6HXKeOeT3P07T+f7VypE5Xqcn+7bffPn36NFoNJJE/AgNQPVf1JW702updDeyZnAK9q7TP0p/SrjZaxNTuUk9Va9VDei3pdxh1hA69KCJX10BX+hQlB51Oh0D+A3f8ba2nVouLst5qdh/OmVK6noAv4yk95GYBDIL/aboQpUSlGCr2PKZHIVPAFEhQIJEpZAK4EAA8ZjkZy0oHgK7b7DTL0O0aHiCI0PAEc0PVlaFSnmn4XDa7Qa/S7q13e6uuvyWDioGBZRhMGSoIw4CjMqQBUklfyRDQ9ZRUVtw2nEQ8xh3pCxEEPvgKgtBrBN1m4LbNQAJywJhppRlaCBz3k2v84fugQCkBIBkD2Aeh+GHon9Qij2n6GdO/OcjE9VLTbpRcpGa31ZNkAM+p9NGnPM9rtVqtVou4LUh/plKpaIUpPfgM/TqdTjYpbx04w79aD05XAFZWVm7duvX06dNot9eyrKmpqYsXLy4tLREjka72aucetYFL0MBJvaWGZEbfZwO4H+zPaFcqla2trWq16jhOPp+n4cVXSbR1/TH6ZSD1cHrtaf91jCnP1zXtgjlnfVpE9ib5vX73/9CNQWBKohKoJEgpVSABkP/wnEpgCAqAKWAAYDGwmbCVACVMKbxuvb33xC1vi2bXRKnMQBq+VD0hBHgmCxj6vu/W/LAmoMFlhwswmMFCgwlD0MvLMCRnnhQBk2ibIONJJ57MO7G4BX7YrdUC6QL4EgwRtoTXFoEPUgIzgNloxhXjTEbRtYPXC/1vhRCBVOFf+pa9ub1zLtLzPCp+HczX4Pk8biDSPGiqT92oZbxot9pRRh/yg06ZtqQPEkpZ94goW4RIDqgi5GxEcB2Ns/4KDzAdgsiHlpeXnzx5QsPUurabTCYnJyfPnDlD1JYD8csRDJvRzRBRKwgeWvsbADkppQhRf/v27a+//np5edm27cXFxQ8++GBpaYkUE48+Lg3nZLPZWCzmuq7+SrRaLYoiNbrzrXe09dRQlJQEAKQEpfY7KEEQ6rz7zY+INIuCCkGCDJUQqPbxZ4JYKxTbn4Cm7UHaFtpMGiBBCsAA/WbY2GruPAprVZMLNCUYApgnhULfgECBDIKwJ5VnmIJxppjNhUDFQeyPpaFt+IwLGShmW3bSVvlMLlcsJR2btasVt1ZXMkQVcJBKelK6CkIAAMYVM5FbCjQnMNOC3dFQcf/5RXnoi/kdtHfOReon8FA7GNq8aEvK3YQQNCdHDKwUUQKAlJL4cmjkVn+/Lcsi/cLTp08HQdDtdql7e/bs2VKpFGVa1NBoQmIDgKbOHsjco15AO9a3HlrSpUkpNzc3ac5SZ/qEHs3lcnRdUYFDqg9o0tmD00TRn6PgAYg0iA69KbSwjLFut3vr1q3/+I//IPa5eDxOvCSpVGp0dBQiDbpDzTCMRCJBJRF9JuSIfd/vdDokTU7l5qP9FL3tKN8nOGd0kF8jOg++MAacuI4lw1AQxQnxjBQKhXw+bxgsDGlKcnCOPrqYA7/vrzZC6AshDGQcWRiGttEXCOF68SmAZYgcASwu4jYwCCH0wFSGdEVvD9wtQ9Z5GIgwUBgCBqAUD22lUErf4gwNE9FQiiuwGJMKVSBczjlw9GXgC2BWwklkbDs3kpsZGhqCWNDYfbq9Uw06PQMRUYUi5LYCpsBEUAFIC2N2N/AMwwCf2jKIyKSkpA0NxhUwIZUUgr48BLFQvq/4D1Wavz7s8aX2zrnIt2X6WSXBPC35QlknMVC1223qm5MzpTCkWCyeOXOmXC5nMplWq5VKpUZGRs6fPz88PEysNlEZv263W6lUiKBMI89pNk5zcUfP6i9Xl6SAkdR47t+/r0fRyZukUqm5ubmzZ88SEayWz/6LGq1VtVp9+PDhjRs3Hj161G634/F4vV4fHR1dW1tbWloiyM4ROyGWIB1FarLLIAioVkivAaLvfen50Cut2Wz2ej3SlqD/6iFOPYlw5CkxRBBC7ezsrK6urq+v7+7uxmKx8fHx06dPT0xM0Hx3EFDs+drrjOo54iU8Ut5FkUArQSpBMCU5eBx7CtscfQShIJQoUCHHECR3A88Ai3FTAVeKK6VCJRAlWBCCVChDxdGIxZJDqdxYKjGcT41IJVrlve3daqvVYX7IlGSMSeUrpNEdlBwZVyBRMuzLYhPfD523BDAV8XDo05Z4EkX++KahQrFYLJFIkAgXABDPSqVS6fV6JGFI21N0kMlkzp075zjOmTNn2u12NpvNZrOkX6jjR53ju667t7dH6BNyiGEYJpNJGiLWNUrK0KODQDomeotOkzFG9ArPnj0j5T/sqwOS3z9//jxJXfd6vaNZGt+KUYjquu7u7u7GxgaBooi5fWtriwbPk8nk0Tm+aZqpVKpQKKRSqVqtpu9sJJTbr2dhnxf9Rbsi3qPt7e3Hjx9vbm5yzjOZzPz8/PDwMJEnaZDZ0W0fISTnrNVq3b9//w9/+MPt27d3dnbS6fT4+PgvfvGLX//61/PzpxAJhgGvSTQBADzqH0Fj8tW+6DRTsi97IAFBIAuYIdDmYANIgYZgIJhADAUXEuW+0CACIjAEhiZDhzNHMVsqJqQQEAAGHJVUoUJumql4ejybn84WZ51EDtxevb61tbNZrZaV69pSKFSKQShBSUTk+ykIokQ6Z3nwkhFRKQkIdB2wXyVDUCfCDD+qafU7mghOJBKNRoMeg1artbm5Wa1WiTNRi9aTQyGc49zcHEHT4/F4MpnUnpR8HDVA2u322tpauVwmCAtFZ4VCYWRkhES4oJ9SRXPA6JTe2zJSH1tbW3v48OHu7m6UczeZTE5NTZ05c2ZqaioWix1dwH2LRgci4UaSw6ackTFm27buFEfZzA6aYRjJZLJUKpVKpWq1SuLpYRhms9lMJkOTUTpVP1qzyPf9Z8+eff75519//fXa2ppSKp1O//rXv37vvfcuXLiQTqfV81o3L1jn/ay80Wg8ePDgT3/60+3bt9vttm3b6XS6Xq8TCGxkZIj2cYw4SSFTyIGEZfo+hQ6uf9LNbsFAAhdg7btIMCUyhSCZRCUlgkQA4AiESOS2HTPNhBHPoh0LwHDDwAvcQPlS+ojKtmOZbGloaDaVnQArB8Aru8uV8tNyfUMGHccALlAJgpQAAGNoMGbQ3CVTACiVEqCE+iGKZJEkmgqUTEn6PWfMeG3Ky7+6/ZRdJAVx9HqfnZ29c+dOtVql2KrVaj148IAEP4vFop7e0+6M2F411Jx2SD/rMNDzvLW1tTt37qytrbmuS/2fZDI5MTFBwGzsMydq2pvoNAWFP29rpphqf3t7e0QKGe0+lUqlCxcunDlzhigvEZEoDv/S60+12lgsNjo6OjMzQzqxNJ5M4osaQHM0Uw5xAJNU7N7eHq3k+fPn5+bmiG6S3m1Ht2vCMHRdd3l5+fe///3169drtRqpTbTbbdd1i8WihhYdnWhTeEg1lu3t7bW1tWq1Svl7q9WyLOvUqVOkYuQ4dhgK43UVrJ4f4qQWMANUQKhxoPiRRMAAABSTYCgwAUwAqcCSwCQAoFIgJRj7BOCICFwhZ8rkZjyVzsdyRenEu4FstjqtbkeFwjCMbCYzPDQay48Ct8Jmp10v72w9bLc3Ar9umWAiYzJUSqBUgMCQG4ZlMBPAAMlAhDIMESTNHQIq2BdChIij7+Ml4ZAy1LtpP2UXSd9127YnJiYWFxe/+eab5eVl8m5EHP3VV19NTk7G4/FEIkEPXhQwjM/LSWveGt0N397e/u67727durW7u0vT35zz8fHx+fl52i19UKM6NDmYJqN8u9hyesKpWgf9OoNt23Nzc5cvX56dnf0rJNdRozXMZrNnz55tNBqjo6O7u7uJRKJYLF69enVubo7O5+jCXxAEyWTywoULlUpFSrm2tkaMRx9++OH58+cLhYKun8DLNIKCINja2nrw4MHq6qouwty9e3d6enpvb29mZoZeVy+FH+g0gmqjFLBTF2h3d/fBgwfLy8vT09OOc1Tj8UVrBogKOSKnrJgOh4D9ELJPqqQkA8lQ7nd5FANlgBSokAGNcksAxUAKMJhEpahYycJQCgmKcyeV5YWRFFhW0zOaPRTcsZxMKhlLx8FA0apubq3W91aD3qYIawbrMlBSGigEqACQmcwEw7K4ZXETgIOUypfSD5RSuB9C/rBcA9eoFCIwg5uWdYwl+mvbT9ZFRvUG8vn86dOnT58+vby8vLW1BQC+729sbHz11VdDQ0PxePzs2bPUAT903Biel+UjJrHV1dVvvvnm008/XVlZ0XDoQqGwsLBA5S3dAcA+z7bneSQ3Sv2cV9RBfEUjfodMJkNaDuR/SYZUC09rVre/QplcHyKZTC4uLmYymStXrpTL5Xg8nk6nJyYmxsfH9ZIe4SXpjTI8PPzhhx+mUqlyuUzq29PT06Ojo6Tp9ipkuoQ3aDabhG9VfUVZTTvS6XRIa+xodl4pFWP7AiG6AkMvSADodruPHj26cePGwsJCNpu1LOO1l1oHj4ohcES+r1HT3w3pVQuijFTAVWgoaUoJSoJShlRMSlMKBSFXoSTfqphSiApQAbe4J9xqq66a9VyqYGZG0lbSSpggrLgZQwsgbPUqT3f3VnbLj93OpiM7Nusg95SSShjQn/IxuIXcMrkJzASFECoVhMoPUelb32/X4H7ZkmBSugrPuTmAkXg37SfrIqN6VbFYbHJycmFh4cGDB+VymSDH7Xb74cOHmUymUCjEYrHp6emoktQAIwNE0Oyu6/Z6vTt37vz5z3/+6quv6KGlz1JSXyqVNJ+u/mC1Wq3X67VajSRkc7lcKpWybVuTYr2hGYaRzWZPnz5NCSmJTySTyXPnzp0/f356ejoej9PQ5F9iovmgEfCeDpfJZFKp1OzsbKvVIgcXi8X043E06zg1rxGRVBwINkCoHQIYDPBdvmg/1F6naZzoLGOj0djY2NjY2KjVatls9qUOdx/Vh5BMJvP5fKFQWF9fJxdJseTm5ua9e/eePXs2MzOTy+WOARxQgCHykBkMDYFhv0GMgFICIDBBG4FkEDIFTPU5dBQwkFxJBAlKcSUBFSjSYZVcMlQyGXeabtCoVXy0pJUbtkZ4KpGIZcE3wLBBudDZq+1t13bWgl7ZxJ5QTTSEAUxJxhU3ABULpRJgMDQMxSxAExSAkCBCKQRXoCQTAPsCZAiAjCFnCkGFoHBfdYchmBw5f9dna37CLpJMSxhns9kLFy4QJqZWq1GitLOz8/XXXxPvJHGYj42NQcR9eJ6nhVko9CDH+uDBg9/+9rc3b97c3NykuBIRh4aGxsfH/+7v/m5+fp4KWxoGtLGxsb29/cUXX6ytrTWbTSLOuXLlytLS0ptfo3YNQojR0dH/+T//5/Dw8MOHDzVFjU6xo3XPF7kSqutFGTO1DyKnpuGHRyekemidsN+0DplM5tDBu6M7yFHU6tFLcfTAvlKKSswrKyv6Yi3L2draefZsrdXqBIGgTIKQ4YcaY0DUZ/l8/uzZs1988QVpFmluXd/3iYOOONUPfde++DwRAGOJZCJbbFXynW4lCHsmhIiSqHIFcIGcS2AAXEkBCkDJgZ2hREV9GoVKMkCAEJBxFMiY53aY5ByY22hvP33i9VixFCTyI5DIQKvVK280dtd6tVXerlm9jidbIu4FDEw/bYW2JYCBkNgODIE2544TSxeB2RBKgKDjtTyv57d8G9EwMAAIUSjGUDEpua24CIVhWgrBCwIr7cQL6dBAg/3Qt9Tf5IOJxY+Il/zJusgo0pgYYakiee3atS+++IIEWBhjOzs7f/7znwklvrW1RR2AVCpFLDgAQMhzghxWKpW1tbVbt27dv3//m2++If9IrY8wDMfGxn75y1+eO3eOgDWE3DYMw3Xdcrn87//+719++eWzZ89IQHllZYXkHK5du3aM69JMPBD59nDOKZBMp9MXLlwgsol8Pp/NZqkwquGQR+S25Bw9z6tUKoSLIvD2yMjIyMgIvHL4qUk2D8ptDzwJr85n8SZGVYhSqUTKFo1Gg+6v7/uNRmN7e3tvb68vp8FftisSoonTtNLt27ebzSZdDo26lsvlx48fr6ysFAqFdHown3h5TcC0DScFVkJyW4LFmAQVKiAAEQdgAgFAcgUMpGBSMiWYNJgEJgXN4OxPc6NCJoGBMli/FukFbYUmoB2GKDq8WTW4oYRopN1su1lt7G3Uyxteawe8lik9ZkKHCQCTKZMLG4WQEIamClBZTsJM5exkFswYKAmy6/rVXneXgeQSQ2BAcS3up+ZKKaYYAyEAkBncsnksxuNx3XaKLtE7ZT9ZFwnPOwKi5vV9v9frua57/fr1brdLL//d3d2vvvqqXq9PTk7Oz89PTU0RClL3cKSU9Xr92bNnKysrT548efDgwbNnz549e6a5zmzbHhsb++CDD37zm99MTk4SuTSx4BDQ5Isvvvj8889v3bpFlVCqXo2MjPziF7843qUdxAzpOmMmk0kkEgRmImg0bUCp5UufUprdrlarN27cuHfvXqVSicViw8PD7733nmEYhUJB9YmHj/42H5quHjz6SzvIb9Gotz42NhaFfwFgp9PZ3Nzc2trq9XrpdProc1EKlAJae1oWzXii6Tx6vR5Byi9fvhyNx1/pMtFEO5lIZmwn4Zo2BxMhUABcSQUggQHsj0ArAIGATAomBQsMJoAJwWTIWIhcoQmAEiwJHNBgwCRyhoFkIRohZ4JJ4YlAdXyoe77YrdetXrvVru90W2XltizwLUNwE0zJQXFLoomADCWi4gZaNhipeHLESeTBNCHwhWy67nq7t57AngLqnjFUDMDgEriSoARgACAVGsiZ5SRjsZwTzwr2rrugd/38jm1ReA3FLKlUamJiotvt7u7udjqdr776ynVdguPUarXvvvvu2bNnjx49GhkZIVLudDpNyTJ9ZHV1lYgY9FiOYRj0YExNTf3yl7/8p3/6p8XFRR2vUfRUr9dv37796aefPnz4kARk6K+VSmVvb09XxI5xXVGjRFUTtVEnga6a2ji02YB614sOUalUvvvuu//8z/+8efNmuVwmyclGo0GQeN3tOfqBH1j/qB88qAv0Uof75kaT9VQMSafTJKShlDIMk+idtra2Wq3W0NAQY1w7wcOui0azBSUQp06dOnfu3K1btwgsQRfe6/WovtnpdFKpxOs05RAUAzNmx7PxRKZrJiBsIXCaYZEADCTBrUnnSyFDAEkDNhgCSoVSIghkCFwiQW/YvtINqcsyxbhQjBvoSQVK1P2OhLDle6EI3dDvMdXlZmBggCCVVCYASmYAIJPIpAKOVpzbCTAyVnzItHOgDBBu4Nc9b0eEZck9KQh0hGxfQBu4UgwD5KHiIEGAYZmxlBXLgplANKK1l5Mo8scx8iAEQp6fn4d+E+Du3bsQoY0Jw7DZbK6trTmOE4/HHcchugrXdUl+jyQDAYDI0EzTdBxnYmLiH/7hH/7H//gf7733npZjpISr2+3eu3fvu+++owEMguMQho5KVzTcfeyLipLEDMQp2gcdRJ+9tPZXrVZv3759/fr1J0+e0Mtgb28vFouRzrjWsTjaokRn+gw1UFT/8xX70W9udBTSQC8Wi8+ePfM8TxcNqtXq2tpapVIZHx9HdKSUlmW8eFeAyIWQlmWNjY2dO3fuwoUL1IujtIPu7LHuL5PSZFygnYwncrFkxvNrKuyAUkwBV0phKIEpMACAwDVcMS4BQfa1EPYjOJpHBFCAwb53RAsgRKVkICUEgGBCiIpBt+m7HREqUMJUIUPJOONooAqlDE1EJQMlPIkgFPpMCRYDMxtPTyXS02AVQVrg+W675nbKIDuAgWKhQgBlcMVQcS6Bq5BBqFiogEngzHDsWJbbWWAJxk1499xi1H7KLlKHJ9iXbXEcJ5lMWpYVi8UMw/jDH/5AjP/00Pq+T2JSmoiBOIc0I2xU7Q8A4vH47Ozs3/3d3/3jP/7j2bNnc7mcbds0aEiziU+fPv3888+/+uqrlZUVrehAiOWpqalTp04RbfUx7OD84oDEq6ZSj5b5dEB3RO0vDMNer1cul8vlslaR7Xa7xF8bBIGedn/p4tPbgqQTu92unnSKx+PU/KVa7V8ncKCjUAliZGTEtu1erwf9Fkqn01lfX9/Z2fE8Lx6Pc37UdI1SinM0DKYUpNPp+fn5y5cvr6ys9Hq9TqdDffxisTg8PKx7fa9sTCJnYIIRS2QK3VTeb22JgJnMQOUDAijFUEqQ5GsAkCluCMOgQJGCRqKapDwXJYBkIIAhKMEkU4orqlYyZnCOwKSQMggtbkglpRAAVPrgyBhnTMlAKCVBAfCAsQAtNFNGrJQbWUzlJoEnwPODXrddq3iNmgES0BdMgWIIiIoxxbiSqCQyoUAqhcBM005biaLpFEBZ0K/8DnTw3p1w8qfsIg8SxJJrsG17amrqV7/6VSaTGRkZuX79erlc9jyv2+3Sa58CPXqG9W80vsSyLJI/PHXq1NWrVz/88MOzZ8/q9g4Ba0gK8datW//93/998+ZNYgyCfmyVSqUuXbp07do1aoC87kVpWJLv+91ut9freZ5HwmfJZJLAfZR0a5YHFRFBO/rLRwRINKkSTZaz2aym23mVx15H02tra3fv3l1bWyNKHlJVm5qa0vTm8LapcF9k1IsvlUpjY2PpdJo0b+nQnudtbW1tbm7SVD5jL1wiwkJwbgGAENIw+Pj4+MWLF6kc2Ww2adTy/PnzCwsLBEuKLiMcmUsqAGCmkhINx0kVY5mhxl4ygApnlhIhgKCMFFBKZAoAlGGElilMLgzCaxsSmORccpAGQshQSgwUC1ABIgc0UdmMcQSOClCaTAEAAnAUIARIyQQgYwwY0VL4yiAMkcOMFBhp00pa+eF4fjKVn2GxIVAcem6v1WyXa0G966ABQKGuAYoxZaACaq8zkBKUQKa4bcaz8eQQWlmFDrK3QCL3F7WfsouMWvS9RDNwtm0PDQ3Nzs6Ojo4+fPhwdXV1b2+vUqlosUAqtNM/idAMEePx+Pj4+NjY2Pz8/JUrVy5evEhS8cQ0o5QiP0LIxO++++7bb78l4GSU05DK/BcvXjyGi9SqzdRkX1tbowwxlUrlcjmqomazWa2GqLksoz7oCJcUj8eHhoYmJyfHxsbCMKzX677vk3S1VgbXSwovfuBpNfb29r7//vv/+q//un37dhAEqVTqvffe+/Wvf51IJEgK8aXn8xaNGms0QZ/NZqmmTFmB53l7e3u7u7uNRoO0y190OpxjEOzzRQohDIMVi8X5+fl/+Zd/SSaT5CIB4OOPP7506RIBLaNrQj8chbsEEMAMtNBJGU4GzIRER3GphI+Ec3zOGABHxQkUCQgKuFKWgBiopESuVCDAU8AQJaAJaEvlMLQs5EpKGQqUChENjjIEhQyZhQyBM0E6H4pzw/ARgeWs2JhpFVginx4ezw5PcCsDyCFoB24t7FT8ZkV0XDPFApASJSikYJYpQCUZKqEIiGRKHjPMjOnkwE5JZXHF4F2JFw+3n7KL1Olk9PHTsD5Cbsfj8Vgsdvr06Xv37m1vbz99+nRvb4/cIgWSVOYnCgZK0xYWFsbHx99///2JiQkqPupknI5ILOWffvrp7373O0IFUk5Hxy2VSr/85S+vXbumCShfy3Qlsd1u37t377PPPvvuu+/29vYSicS5c+fef/99x3GGhoYAwHVdPeE38Ewe4Y/oNXDlypW9vb0//elP1Wo1k8lks9m///u/n5qaSiaTlCNHiYRftB/f9588efLHP/7xD3/4w5MnT2gYsdfrjY6O0sA47rNPi5eug64b0IVEIZkqoglx9K5o/U3TnJycnJqa2tzclFIi7ks+0MT99vb29PT0wPLsM4Lj/s+2TZBPME2TMJILCwuGYZC6Nw2Vk/TFABPaq7wGFIBCE8AEM5HMjWSLk9Vevdvu2WiZCEoFQgqJUjEFjAOiAuaGQYoJZjHgUlpxIzXCGzWADAcvNDxknmIhAHBhgjIZWGpfZFZyJYlVAkCZjAOAREZdIEDGAAwmmSFjzGasxO2RWHIimRuN53OxVMKIxUG6qltrVh+VN2+L3k7KAkPKAOUPl6sQKeYFEAp6kglmp7LjI1NLqfw4cJspS/vH6OL81bRMXsV+yi7yUIsS9pAkdywWGxsbm5ubq9Vqm5ubFEp4nkfjt/TUOY5Donfj4+NU78/n86R+Q3ujlI0+UqlUbty4cePGDerwkH+kIDSbzV68ePGDDz6YmZmJx+PHoKqm4l2323327NnXX3/9xz/+8d69e91u1/O8zc3NbrebzWZLpRJ1tI+3PtlsdnFx0ff98fHxTqcTi8Xi8fhHH300OjqqwdvkmI6uGREz4+bm5t7eHs2f7OzsAMDW1laz2ex2u4SOOvp5OJR6R+veDDA+HO1qaScUSGYyGT0hCn2etFqtVq/XPc8DSL1oJweBTPS/2dlZasFprQ6lVBAI03ztGVNEAG4DJIxYzk4PG4m826sxEaISCJJa6lQbD1H2Qrcn3Z7qJaAHyMC2YrnRrAAzkAhhyAPBPYUBA2aGMQAjUFKiZCARFJf7KTAqCcAUggSmgAnGFIBEBFDcUJwnDHPUsked2LCTzBpxB2wJfi1o7zR3n9XLj7z2ExXsgmgGygUmALBfD903haC4raTFYwU7Neokh8FMAhhSwevTaf617WfnIrXpPDGXy2UymYmJCc/z2u02Na+j+oX07FFumM1miQtSC7lEFRo0g+ynn356/fr1RqNBXWzHcYhXbXJy8he/+MWHH344NjZ2PCp/Ou1Wq/Xo0aOvv/765s2be3t7VCddXl4uFAofffQR1UOPNwBLARo1NBYWFig05pxT80EviM7ij9iVlLLX69XrdSrFUurdarX00FE0Z3+Rq9V8E/D8iOHBNv3RNVadyxP3balUoqIt9GcT2+329vb29vZ2u90eHi5GB2z6EqeDFmV0ZAxMkwNo1QryYq/9lpICGAdAAwwbk/nk0ES7sdtp14JuAEqaTDFApkBJJUApFNLwA+4GvBvwHqLD0qkMn8lkRtFDAAiZkFwoFgBwI0gAGAG4igliwUAlEdTzLpJg5ygRFDBUwIRnGnHLHGJWEYw0MAD0wO96jc1m5VF541Zr7wl0yobqoHKlCIEjKLo1EoABSolSMBRog5V00lPZwnwyMwlmEhQoEADvOtnPz9dFYkSvihgfHMdJpVLEjaaZKXSXhpwOPZmUrYdhqJ8BouQKgmB1dfXLL7+8fv36xsaGpueiT42Ojl66dOny5cuTk5PkNI9x2vSpSqVy//79Bw8eNBoNgogTORvV13q9HuHeHcd53c6gxugQVTtdgi7L0pVGeTBftH9y06lUamhoKJfL0dAnAJRKpWKxmEqldLX0aFqNgcCQMu6DSEO6la9ysYSOpDl6wzDCcJ+qTgixt7e3ublZr9epQPlKQO/nt9Fskpxzw2DHIENUChBAAUMwwEnFc6OJ4ni7sdvxO1wKpRSwkCulQElAA4FhGIZ1t7dn+hnTyZlg8EQSrDS4FgCzmVRGAEyAMjBMAhjAAmACQEJ/gntQgxD74jMIABI8F9AAngIwQHjQ6/q9ahjstOqPWtWH7b2HfmvLEF3OQmYoKSVThiTfqgBAKpSCQYiGp0wzNpTKz6SLc5AYAmYJJeFdSqhfZD87F+n7Ps29RCUVNXRZK3np7aO94CjKDyLq3rqYtb29fevWrT//+c/Pnj2j1ifN/Pq+n8vl3nvvvV/96ldnzpxJpVLH5rVFxE6n8/Tp01u3bq2srJDboilJQjXFYjG6uuPBJrRLIpEy/XsNY4wW/vDFIr10MtPT0++//369Xn/48GEYhqlUanFxcWZmhlLs6Noecb1U56XVpveQPjpBU/EV+In1nSKO4VKpVCgUHMdptTq6aNBqtba2tgjeYFnWKyJPaBshFOfImA54gfzsa99k2huAEmByGxL5eG40OVTxujXlBoHnA0iGCkAwQAShek2/ttlwsspgiWLJtuI8NMA3QWUIFInSlxggWAAWSNWnVetz8mKf+psuA39QDtufHzQ4yBD8GgRB4HZ7rVqvsxe65VZlOehuQ7dqCNfAEFFJRIUGAGP7e5AAUjApEALGfIjFkiOpwikrPQ08rUIluWSgJSXeXfvZuUjyj/SzfkSjkx7R5+3gZIj+WeMc9Z7r9fr9+/evX79+9+7dZrNJ7FtE1mtZ1szMzJUrV65evUoCD8fu4SqldnZ27t69+/jxY1KnoSAoDMNisbi0tDQ7O0sasMdbn0MVIw4WBF/Kzk37GRsb++STT+jySQDr9OnTFy5cyGQyUUQnHJmzR1lFyuXy3t4eDY9alpXL5YaHh4kmI0rIdNC0ZyfWu1KpNDk5+ejRo1arowniXNfd2tra2tpqt9u5XC7qIl/FV0oJjO1PKGpgP2OvkUgigNEn9hHAAdBktpUqZoYneo0tv+4FXhtEaDCFkqRiBXe7slru4RoDrvx24KR9YVhBzMaWRAi5J0xPMA/A4GEaJb3z9gVp9YlH1r//y37rnEEYBj3P63puO3AbXrcRtOphr9FrbHHZMaRnAoAyhFIAXCll7MMhAUBKlBKVYBAyZsfy6fxkOjcFTgHAFkog9tj+RZ+4yHfJBtyf9omHpr0DUVI0JdQuUreYq9XqzZs3v/vuu2q1SmV72tI0zZmZmb/7u7+7cuXKxMQE1TGjgPbXOv9Wq3Xv3r1vv/2WSDQ0GolzPj09ffHixampKa1t63ne69LoUqEQn9NEldFTPfhuONRoY8dxFhYW8vn8xYsXfd+nvJtQNRCJ7I6CCvZFLIjD+Pvvv6dRJVKOXVhYuHjx4szMDAXRRwszYF/g0DCM4eHhycnJdDq9s7Onb0ev19ve3t7a2mo0Gtlslia4D+zncHdJzWvyj9CXPzyGcQaCZFW5KSBkYHAnmcoPe8NjzbAdtCsqDBARUIBSppSxUImw5+Ger1C0a9wwHbBtFefCVih9sytMNzQ6AIyHaS5tkJK8n+q7SCIK2o8VFHGGAyoJAApZANwPul5QE0FThR3ptVXXU55vhJJLQECFtkCmAAUyBlKiH3lglEIQDARiYWg0Vxw306OADkjgBrXjQ4QTXOQ7ZlFCquiTeTBuoh8GaF91MDLQDCGqiydPnqytrZEToSmaMAwdx5mfn//oo48WFhZSqRRECHqPYcTndu/evXK5TNQyhJQcGhqan58/e/bs2NgY6S/CyxR3D7WBIkN0BaILQnYEH5oWX6U21/T0NMlFkOoZ6dmSozw64NVrFQQB0bx/9tlnNK1Eclqat/GIrB+eH7XS3MPxeDyq6hUEQaPRqNfrnU7nYHlUa2fDgaAy+ie9PNSxOYYCIk0OMgAAQwBn3DHj+WR+qtesg1WWSgEPgLtMhEwCQ1TSV27drQZhY1sA2ugkrQSEHECFRkcYPcE8hshEjEtTih+Sac2ippCixn3/yCiTAKmAKW760hNhU8keB49JgX4IvrIMBwD3lw5BISiUoCRXkiupACWyEHmILADbg3Q8O+Okp8DJ0hUixcAqYPhXZcI/hv3sXOQRlKtH/PMge13UaZKmoOu69XqdlLsBgEjSEonE1atXP/7448uXL2vpGL2fIySkaf96A2LcILL07777bnt7m/Jr1ZfDzufzV65cmZubIwcEAOSgX9Q3f2kAe7DdfLA/8yqxpIqomxE2gFLdVwyfNWdau92+f//+Z5999tVXX9FA/dbWlu/709PTS0tLtLYHyxfRwjFEZM2JZXl0dHR9fXNvb09v0263b9++vbe3NzExkc1mdcxISXQQCM5JemXg+/DDf6O/5BwPvcVRbuMoyXkQBAYzSWcVERRKBM7MJBqmkw9zgfIDWd9+1PF2bYMZTAa+p7gpmQqwLUMXlWUgF7LZ6AEDE0AChgCC9AqVQqGMUBHbZNSkQgCpIqm3zrKljcqi2cb9uqHBwAAOoVSAQhlSolDoSSYQJZMQBzPw/QCEtGIeWK5KpAoL4+MXhqaucWcClAUc9l0qSI4GvOPA8Z+hi3xbNkC8SA9/MpnUTXAaZ56amrpy5crHH3+cy+UGNBHhZW0K6D/Y5FOIo+zOnTurq6vNZlOzBFFMdOrUqampqUwmo7ls4fmQ8ND9H2qHBVCvDV6hAJP42CnapasgFNQRkenB/dCW7Xa7Vqs1m00C9tO0ux7BDILg6Gh0oOWdTCaHh4fHx8dv3LgV3abX61UqldXV1bNnz0opByqJjLHXFX2lVwJd/gDCQd8+vcj7XCQKAIGBlCABUIGlAMxY3sm6qaGm53XduucHvpIICMxkQikGIQMJSijkgAwMBOHTrhAkV4opoCYQghAIqJhCiX0GIIWSkmJUFFHu/8wgNEBwJUmWS4JB0jgKAFEqhgpJOUxxVACKo+z1fNuIczveFoYnbDNVSg8tFkrneGyEWSnFoa9PFjI0EdQ7XoiEExf5hqZnCk3TzOfzc3Nzo6OjAEBiodPT0x988MEnn3xy4cKFZDKp/Z3++Cv2YTWd9erq6q1btzY3N13XjU4W5nK5c+fOnTp1KplMktc+ut08YFHGoAHE4puzCZBjogEk6EPf9erRgY6IpqO0abpeTFRJ0fa6epn+9UAIHI/HS6XSzMxMKpXS50asTjs7Ow8fPvz4448LhQIip5WguiRjx5T9oRUYGEaMBvI/lLYHS+IMlARgaCfj2SFDuhi2q6rtNv3QF0wqKYCjlAqVEgICUPviq4rEbehYSNPd9BufoWSKSZRsH7sIEiVDkEiT2T/8F0AJ9PfPSDEABUTNq5hCAMUIpgnA6c2BIEPVNQxbYsxXlhUrFkqLo+NLyeIoWHHgDEAqYKAUKkDggO96rwZOXOTbMtM0R0dH33//fWIm39vby2az77333gcffHDu3DmiM6Ato92Jo0M5HVbQA0zSUU+ePGk0GtBvZCulEonE5OTk2bNnJycndXJNxT6twni0DdQN4HlHeTwiP+3coe8WB+jaom2fowcZ6YdEIkFt6O3tbT3nNzY2NjIyQmD+VzkrjfFExHQ6PTIyUiwWSeNXr0Or1Xr27FmlUpmcnLRtc+A0Xtcomj74AqDXGPQ7ftEQUqGkaI5clUSGykApwElZ+dKQ6CK4NQ7tOgtCYKqHIBmiVIpJqaREFKhCg5sKGCD0CS+YQqTeCUcBfcT2D//FQ/4LIMMI/TEoiYoBSLYfV5LYIgMwCOgjUZpxqyu55xlGbCg/dm506r1kfhKMBHAOQHkPo8AVlAnw7ufZJy7yuHYQ9ZLL5S5cuGDb9u7ubq1WI5qsubk5atFAJHB4FWrbKOua7ueSwCmR8VDuhoilUunMmTPz8/NDQ0Okpg2vP+V66GlEoaDHFmsk70PLRZhNAAjDkHxHlO/nUNMOOhaLzc/Pf/zxx6ZpUhw9MjLy/vvvLywsZDKZI64iuh/oAy2pHFksFmmYutvt6s8StGhra2tpaSmRoOv+KZ0AACWfSURBVM47HCt2BADwfV8zmxB81bZtOjrVCugm/rC8z2Fx9tGLCiCUhsEZ2FmrMFFQQjHuC2x7gelLUD6AMpAhY8AkQ1QoEUKFIIEjKglMoQKktFtRt/oVvgBMIBeAiiqtlP6jRMVkv/eNijFgoAD3iX55YJgdn6FVyI0sjU5eShbnwMrDfk9GKQgAEMEANPYrnO/6cM2JizyuRWuRVGyitnI8HnddlwDqqVQqkUhQHncoRvoIFznQcK9UKg8ePLh37161WiXvSTFIMpkcGxtbWFgYGRmJhmlHgxYH7CBV30Cv/xjro5V/KKYm8PzY2Fg+n7dtW3N/0MZHJNoU99H4EzWjpqent7e3fd/P5/Ozs7Okxx0NxI64X9GFjcfjo6Oj4+PjiUSiVqvpkwmCgMqRrVarUMhRV/rYXtI0zVartbm5ubq62mg04vH4yMhILpebm5sbmF8AepHs//sHL6YQpGLALFASEMAZsvMyp6AbKCFA1ZQIm0oIJgODAUNgijgflVSAKAUYDKRABmAAUGWDKoAykuSyQ8I5RX7PJLZzBaRWuz+Noxgyxfb7LqhAKVRMoemztJXJZwtzpYkLyaEZsApgJIAbUnqUnaO+XrpE9a4Hkicu8o0s2gQgJBBNIkZjlhc9ukf3lOlJpv0T6+L3339PjBXE9auVBmZmZhYXF2leRQt4QZ++92hHqYNEfc7UYKVDvHT05QgTQjSbzbt373711VdPnjwJgqBUKs3NzRHFEbGEaTaKowt8dD5KqXw+T2RLrVaLmM2I146u9OhT1QhWHa/Ztj08PDwxMZHJZHZ2diiwBQDf90mqqF6v+/4YAHBuHNtF+r5/7969L7/88v79+3t7e6Zpzs3Nzc/Px2IxGu+BwRKqPOAyGNVBpQImFGAMnJF4wSqCFXOSHctUnd1OuxG4bSV9k4lASlTS4IAAgBKJXBKZIp8kGSrjMBd58MvBgDGOBqNJRBSgFWtRAiKAVMjk/jAkA8VC5tjpqcTIQmlsMZmbALsIRgKYDQiIDoAECPd7UfCue0ZtJy7ymKa7IhT+DBCvabowvf2AjtUrTteQwwqCYHd398mTJ+vr6+Qisc+hXSqVZmdnFxYWNO+Z7pkePfscvRCiKdLM6pqrXAMJj7E+3W53ZWXlj3/84+9///uVlRWl1MjIyMTEhGmaS0tLS0tLFPrRUY7I4gfAVSTATY17fJ50HV721tEuUvUVyoi9ichD9X6klJ1Op1KpdDqdvvKPAS8GjR9t5XL51q1bn376KbHtCSGIpfzcuXOWZdFdozXf//KIw5WlpQIhAIXBmDItA5JWltvxeNJh6NbX/b3NHlZF2EblGYpJqVAKSqoVSERAZIAMFFeKKRWtQ9LS6At73nUKMGhSBiWVNfvhLVOI/RYQBzAUcEDmYSIztFAYu5AcmQA7DRAHNACh54aWYwEAAt8H5KOOlE/aNX/jptHRNKBGGWKv12u3277vU5eA6L71locmuUfjLg/aQKq7sbFx584d3XilcDWdTl+6dOk3v/kNqR3orJ8+9VLko+d5xHZTr9d3dnZWVlbq9TrnvFAoUAaay+WI3u0V9WqiZhhGuVy+fv36N99847put9tdXV31PO/+/fsXL16k0JiGQY/IsiGCrNTzSIZhHNx+AEV06DJCvzukuUgSicTw8PDMzMzdu3dp9Jv20Gg0Go3G+vr60tJSIpEIQ6nHVhFf75FuNBpra2vLy8vLy8sU4z9+/NgwjBs3bkxMTBBuiVhI9k8VOdJ8C+l39QMuBEADwOAMOCgBgOgUbCcuQ2ElctIqgvGsXd10exVLgW1wP+hwpgyUBlNCKSWFVFKiVIor5Hp0Iso5gIgA+zAe+qehQIU+pe2EJgLDlMoIafBGKCG5QhNZzIklC/mRWHEuM/d3yhkBywFGbe5AAVqOtQ+5Vxz3kesBkFAiWu+4lzxxkS8xCjro+0SxRr1e39jYePr0abvddhwnm81OTU3pgZa3ZRpXSK6ZwMbEXEkTNdTInp+fJw7tYx+o1Wo9fPjwu+++u3HjRrlcRsRCoXDhwoVf//rXxKZ+DJlGAHBdt1qt7u7utlotYkgKgmBnZ6fb7QZBEIXyvFaUqjcm0M/rsnVEoTb0Jsvn85S/dzodiMxfkrJ2t9tNp9M0TSglIL52IImIrut2Oh0KYKnPppntdcD+3OhkBLQIIBH4fr2u7/8pZCPvGctP27E0mllmp5xEvlffDNt7gd9EyRQECgKUUimpUDKGyJBxE/E5rYjny7gU2e3fcaYQVUhNdoWoJAt9CBQLFVPMCiQHHrdimWSymMwWc/mSk5sBs6SMDHAkGKbcr2DunzfVLfv1SDqKceIifwqm+9etVuvOnTtffvnlzZs36/U6DWlcu3YNAChl+0sQJhuGQdTfJEtLWJ9UKnXu3LkzZ87k8/mjCcAPNQrHAKBWq928efN3v/vdN998Q1FkIpHY2dkZGxsjoKUQ4njUltBP1bUsGjlHeF5l+xUD6qgz1QTvh2750guPov1JhyuZTO7s7Ohp9DAMt7e319bWyuXy0NCQpsU9RqJNHHrxeNy2bQpU6W7q5j5hy3WzSPWjLFAMUDJgQKW+A/GxAo5gg51jZixhpc14tpsqtsrZ5u4zt7krew6orhCuki4DxZAAvELsj9zQUogfXKT6AWXRF8IGJqUNwEEqxaQyBFoCzBCtEGMCYmClYunhbH48WxjLZEtGMg+xIhgFtEwACRAoCKgbz4ArxX7wjwMu/922Exf5coumro1G4/bt2//1X/91586dbrdrWdbw8LDv+/SYaXzPm5uecWaMZTIZmr/e3t5eXV0l6qBz585du3bt1KlTlmXpYtarmwaa7OzsPHjw4OHDhyQtjYitVmt5efnJkyfVapX0Do+YxX6ROY4zPj5+/vz5nZ0dqsHRVYyNjSUSiWhB4BX3H222DLTgD3bhj76JGnqFiJlMZnR0tFAo0Ny3hnNSG5p0GkiJ4XjvPsIqXblyBQB2d3ellJOTk5cuXRoZGdFYTn3yUkpE1ie/IacpAYCrfsc5wlSGwBRSRGkw23bMuOWkbCdh2slevditbUHQCr1m6LeF9CRIBYAQKPCFCvorsf9mVSAYIHlGBUqpPk2RlIZhSMUkcCkNgZZgCWYkGUvZsaKTHM4UpnLDU/HMMNgZ4A4wB7gJCGpfpRb73fN+b+aHW8T+Vvo1Jy7yJabBzwCglOp2u1tbW/fv39/a2gIAKuSVSiUilXjzWZSDRknQzMzML3/5S9u2Hz58mEqliHjxgw8+IPbyYxyX3EGv11tbW3vy5Em5XKYese/7SinqV7Tb7aN7KUeYbdvT09OffPKJlPLhw4etVmtsbOz8+fMXLlygeWo6AY2Nf9FRtPeM0tB1Oh0igqPKg5a4OLqsSTZQ5E0mk5OTk5OTk/fv3yd+Yk2SRCTkhOs8lL3iVaxQKFy5csU0zUKhsLW1RfrAly9fnp6ejsfj+ur6b0TYn3hEgB9SVIEAz3dX9t0LKqYAAThwE7jJjFjCjjnxbDg0Wd15Jrym2ym7nVrgtoXXC0JfSdcwAqYCQI3+6dc9UfZp2BQVQwnFHhoGKEMqLtFRLM6sjBUrMiuXH56KpUqpwriRyIORALQATQCmmB4qpDiXo86j8XmIj7IVAr7bWTacuMhXMf30+r7vui6JN2i6szAM2+02qcccI9p6kenUntqvqVTqgw8+mJ6eXl9ft22b+gyE6aPtjzcY1263NzY2Njc3iduGZnLokqO58Ku4ngFjjBWLxatXr2az2a2trW63m8vlJiYmTp8+nU6ndSj30tGdgVFIIQRhDJ8+fYqI8Xh8bGxsZmZmeHgYXkarcWikyRgbHR2dnp7OZrPtdpveiEop3/dJNrbX61EJUgjqv7+em0ylUvPz8+l0ulQqERs8zT4SPjQ6IHDoTcQoJTgpHWqiHpCAjOZwlGKIJgADK8uzFk9mh2Kp0Gu6rUqvXfG6da/T8jrN0O9g0AEVSBkKKaQSlGv3OX4oGFfI9n9QYATMRtMxjLhtpUw7F0sOxdMjZjyfzIzwWA7sNDBTSFTADJMpAKkk4QsQEcDUXEKAAV3Pvv9UTCF/90GRcOIiX2raNdC3ORaL5XK5fD5PdLmkPTA2NkYpNjVV3spxB/JQwzAoHzx16lQQBKTd+CbUvPRZkt/a3d2lmRwtR5FMJqm0KoQIguAYhyAsPUmhkVYaKX0TlwctnabpPGLRBg7daDS+++67P/3pT9QfdxxncXGRFFmHhoZeGk1H2xS6Ijk0NDQ1NZXP53d2dmgd6Hbv7e2tr6/XajXfnzRN4xVBVAeN1HIymQzVJX3fp0XAPg0wPA+w3deRQQYQAMh9Adh9X0IL1YdwK0DF+yk4Q1SAJvAEMNsoxAyv7SSySW8k9Jp+t+W2m2Gv6TUbXPjhvvlChFKFitDmDBgDxoAbuM/GgrZy0txKO7G0FUvbTjaeKpjJAsTSIDmYcTAMIWSIihkyhAAAOIZEcrTvW/bj1AC4AAz7Ura2Qg4a8/Nue8kTF/kSiz5LjuMQ/nlxcVEpVa/XbduemppaWloaHx8n1dm3ddwo8JtmnOk0stlst9ulITZd5j+Gaybf12g0dnZ2aLaE1F/pQXUcJ5fLpVIpOugxlMK63S4N29GcOLWYsC9QTrgleIUBcJ2J0za1Wu3OnTu///3vK5VKo9FQSlFxNpfLEfTqiPt4qKMn/hFCBTiOQ6kALUW73S6Xy7VardvtplKpPg3a65mmONK64dFpzijdvcaK0Vmi0jIyAKh1FCjhh/3/6vS/Py6wvzGaABxsE8y4kQgM6Tt+N9Zth72O6nZUGIggcANP+IEXekoEAgRTABwNBsxkJuPMZAYyyR0zOcSdtG0lDCsGzALDATMGpgOBBGYBcGCSI52NDCHkwBAUYF/aGwAUSCXZAArzb6NVA3DiIl9qup2qqQZPnz79b//2b59//nm1WmWMnT179pNPPonmvG/L9COtfyB8oian0C2XI7LgAdmDKKNwEAQrKyubm5vQn1ympD6Xy01NTZVKJapyvkqKfTCYdRxHt7PpPPWYJkS4fgnVdEQtMuo76vX6nTt3vv3225WVFdd1qUr48OHDYrF44cKFM2fOkOZM9MZF72O0WKxDwjAUjDGSR3/8+DFRhOi13dnZefz48blz59LpNKEjj3ETo9wZGkgQBAHnXIND+43+fWJKAADgsE9LRicEz4Nj2P5vBqMwvt/nURagCdwBBoASLGkmwQQh2w0EBULGQYGQoZKohCD6X0SOSjE0kAFnHFAybsSygAYgAjMA+Q8kFHb/LH9otnMOJurgEPtO3AAGNqDU3gbpr0xf1zttJy7yJaZVEukrHo/H5+fnqcbfarWIRWJ6eppihGPU7P4KdnDgmp7VTqezu7tLMhI6IOWcZ7NZopslYPmrXFHUP5LrITg0Ze50uAG9sOgpvTTRptql7/vtdrvVanU6HT0v2Ov1arVauVzu9XrHwIeapgEA2Wx2eHiY8l8SAtI9K4qyC4XCm5RQoq6Z9kPvBlqiH1Ls/RkhXTNlEJ17PFBHhcNxmkTpiM99qg+XYkkHQIJSRr+lDQBGH0Cuk5X+D0woBhGo+aFnggeOftjf2Iv/9E7bO/c8v2sW/caQo8xkMuQiCQBMI3Gqr8n3Y5/vIed/KCeFlLJara6srGxtbekzp1gvl8udOnVqfHycZqiPdg3R+PHAqAboKcyBvsTrLhRFYcTn2Ov1fN/XO3Rdt1wu7+zsdDqdYrH4uuVCOpFCoTA9PZ3P52nEXktrVKvVzc3NSqUyPT1tWccBh0bfSfQbvVye53W7XYKdkkKZVhvXUeexC6AvPiGu8/eXFg4YoJKgAAe+RT8rO3GRLzH9FafiIJXzqfNAOZ3m+3sH40eA5xoU8HzdYHd399mzZ7VaLbo9DSBOTk4S04QeeXxpx0YX1OgQvu/rjrzmu4XXZ2mLfpAKHdT08DxPFze73W6r1fI873hLJIRKJpPj4+OkO6aJ2ghdtLW1tbu763leIvFK5JsvWn9NSgIAQRDUarXNzc1qteq6bjKZJOZKUuCBAyXaY+DJXrA9ghD73OIMfvhvn218n+ZcIYAEhQoVIqf3bPRGw+u/5P527V18qt8pi45n0VOq/0k/02bv/jdmgOPadd3NzU2Sf4ky7lCDfnh4mHgiyO+/CsmYpj6kfwZB4HkewaEAgES+Bsq1r4j61hvQmAq9nCgdJo9MOThJih/DKI4rFosjIyOJRKLdbkOfa67b7W5vb29sbDSbzXQ6zRg7hlyXel78RylVq9VoQGttba3VauXz+bNnz7733nvXrl0boOd428aAGYQW2v/vPjmuJOiQJjkHAEBGmcA7/9X+y9qJi3yJRUnJ4EjZr5dSFv4oFn0+9Q8UxTx9+nRvby9aBQOATCYzPj6eTqeptaL/+qLrOjSLD4KgXq8vLy8/fPiwUqkg4sjICHVUogTs8Gohif6rYRjkIrVnpIuSUnqe57ruSxVsXrR/RKQKbC6X29nZ0X8SQlSr1a2trXq9PjY2picRX8sGmlGu6+7u7n755Zd/+MMfnj592mg0crnc+vq653lUAiYmuuj6HGPA9MXGDvmvosgR+zk4+0Ey4cCdefu5/7ttJy7ylYz6vxAhGdPhj/Y70Urcu2MHczQqF+zu7j59+pSybOpOkAJPLpejLFs7zT4h2Ev2r2MfaqrcuXPn008/vX79eqfTQURyPZZlzc/Pm6YZHZh56eCg3oDmxwkQqv9KRQPXdT3PO167jM4hlUpNT0+PjIwsLy9Tzk5iZPV6fXNzs1wuu66rdRpeywZcZK/Xo0b5gwcP9vb2lFLNZhMAbNsmBnXLsuhFomsXb/cL8XwHh769fYeocH8Csj+ueWg/6N3Pmd6inbjIl1gQBBRMDUSRURjNQZGGd9moHdFoNHZ3d4neRgtvmaaZzWaJ8lbLUWkM46EWJc6h35CLvHnz5h/+8Icvv/ySQC1UQJybm5uZmYm2sF/qIgmlqNULKIoc6IyHYRgEwZu0y5RSsVhseHiYhl6iaXuz2dzd3S2Xy61Wy7Ztx3ltiOhANcb3/WazWa1WW62WVvHe3t6+c+fOrVu33n//fUQ0TVOXcd+2P9Jd6R9cJGI0qHzOgf6Fxmr/huxv46n+EU0/jdFp5eiXhgqUx/aPVFPTP9MPNAion1KNnjmGUYRI5087NE2z0+msr69TRqkf4CAISDBgaGhIQ2oIrHNEdEwP+cAve71er9ejXrnv+57n+b5Peb0m6YliAI7Yv6bzoA/GYjHCVOqxHETsdrvtdjsIAmISItP0QnCY2gT0vXOfC5IRhfvo6KjjOJqsjLL47e3tnZ0dTZ/8uveXvkI6HqSYmhiF9dtCSlmr1b755ptvv/220+mQagWdlf5WvB3DV+hkP79Kb/Pof4N24iJ/ZNPUNdRzaLVa1Wp1Z2enWq0S6zW5D3o4j+EoKRiMdpODIKD6WrPZpKEX2tKyrHQ6PTo6SnMm0QmQ13pOGGPUTqGEWiPD6Wk/NnyEPmUYhm3bGnmuITLkiPX7AF752e4nB2CaZjKZHBoaGhoaisViqq9JSyTk9XqdvPDrnnZ09eguOI6TTqfHx8cLhYLu+BGZJskT7e7u0oW8dDrzxP4KdpJo//hGD0MYhjs7O+vr6+VyudlsJhKJkZGRubm5QqEQbZu87s6j4S09bJ1OZ3t7e3l5uVqtRp9527aLxeLs7GyhUNAMC6/SgIq6AAp84vF4LpcbHR2tVCq1Wo2UvsfGxmhO+eAHX2rasZJeDaEIoe8ihRC9Xo/w5K+bGOqLMwyWSqUmJiZGR0efPXvW6/Xo2unV1el0PM87hnOPAndoh6RaMzc3VyqVaPQT+ySV6+vrX3/99dzc3OzsbDwe1yCqqLDwm9rPPSh8bTtxkT++0UNerVZv3rz5xRdfkFK24zhnzpz5h3/4hytXrhA1DpWo3uRA9Ji5rkugPBKb1c8e9WrGxsaiMgxHjAYeeiGUDsfj8YsXL+7t7cVisY2NDcbY7Ozshx9+eP78+ePFRNGTTCQSA1GkUopcJCXXxwtUpYR4PD4+Pk4r0Gq19N5isZjjOJZlHWNWXZvm7DBNk7js5ufn19bWer0eRfq+7/d6PeLuvHjxIjF1Roe7jn3oE3sTO3GR74T5vr+5ufn111//3//7f2kA2TCMtbU1emhTqZQWJnzdPQ8IjZHMA2mzUAipM1PbtguFQj6f19mfLuEd3VcdwBUxxhzHee+99zjns7Ozu7u7nPOxsbGlpaUzZ85oYUV4tSgyOp1CfBDkIgfgVuQiqWSp2+WvCDCQcv/M4/H4xMTE4uLigwcPiKbEdd1UKlUqlUZGRpLJ5PEKztFKqJ7OXFpaunTp0qNHj+r1uibWIwa25eXljY2NUqlE9Qrojycc59gvuOKIjNfR/z2xExf5DhhJXO3t7a2srGisImPsyZMnd+/e3dramp2dJbn6Y+w8ytRN2Vyj0djc3KQoSW9GagFTU1O5XE53kI+entZ28MQ455lM5ty5c1NTU8Sl5jhOKpXSPQp4nSxbf0RKSS7ScRw9rke/pwEbanNFY65XJCRHRMb2uSOvXr3aarUSicTu7m6v1xsaGrp8+fLs7GwikYhwTBznFuiUmXOez+fPnTtH6PFyuayrzO12mwbnCUrxF0Daytf878/dUZ64yB/ZKDOl+RbSNtF9T8J4UxeC4qZjoOT0iLTuCO3t7T1+/LhWq1FkSjVHy7KKxeLp06ez2SyNnEd3crR3PohNoZNPp9PJZJIKqdSooccenkc7vtT1R90c0QlTN0k3+slFkialFgR/9SiS/CP0c+2zZ89yzkdGRiqVShiGQ0NDRH+XSCSEEIy9dqFgoINE5VrDMBYWFi5cuHD//v1Op9Pr9TBiUTL2t1yLPLHXtBMX+SMb+Sm7b/Twa2lWAhLrcO8YgaTGlNA/aa5mY2ODhA00UQJFkUTpprNaejLJjR4dTg4A6SEixBoFlh+j3RQ1Arc7jkMvjOjbggp5x+g4R1e01+vZtj00NAQApVKJdBpyuVw2m02n05ZlBMFx8DcHEeDUl5+cnDx9+vT4+DiN1mgazUQikUwm6R2gE/C3SEV6Yq9lJy7yRzaKqhCxVCpdvHhxZ2fHMAzXdYUQly9fvnz5MpFpk3jpMfZPzsswDBrOq1Qq9+7dazQaFL3q/C6dTi8uLmYyGeplD6DBj2gTkXuliR29GSKSSLf+DQV3Gld46NjiiyyK0qfglM6TKHUBgK6OLkpP71ERllphR/j3qO5rIrHfpyqVhguFHPks6pL1GcwO2Q+d1RGH0IugLwQRCX15/vz5f/mXf1FK3bhxw/d9qnsuLS0Vi0VC8uvY+Ri3/kXL+fZ29bOwExf5Ixs91aZpkosMgmBmZqbX66VSqYWFhffee69UKhGP4fFqkTRqTc9wGIaVSoXEaoIg0P6RtFLHxsY0M/brWpTRh2IfDfCmAiJVEo5RKBgYQAQAEoDUVLXQhwTQSMzBVTreqyWKEtcQRXgeRKUZNo+3aJZlDQ0NnT9/3nXd6elpQoy/9957Fy9enJycjFafTzraP6KduMgf2XSFMZ/PX7x4cWhoqFwue56XzWZzudzw8HAmk9G0svD6Dzw96pQCd7tdkmylgIs2IHc2Pj5+6tQpcpHHexr1LJ12GXpwiOK447Vlo71yCodJ8jAakFJRstvt9no97cuirfDj3ZdDfz7o5Y/nv7Avs3Hu3LlisXjt2jXijiSpsnQ6HT3WiYv8Ee3ERf7Ipp9w6nImEomZmRlyNJRq6X70sYdSdC2s1WoRh7auDBIij8Au4+PjxMSlP/jq+4/2GXT32XVdqg/4vu84zvHEbMmil0+UaLrbq8um7XabJAxfpYv9igfV/XF9XVHJcn1rjh0dE31GLBabmJjQjSbq+w+o/fytMAD89OzERb4rRs+D4ziEaBn465s88DqUo0ZNtVqN9n9IiYHm4V7XP5JFQS30wWq1Wq/XCTRj23Ymk6Es/q2I6BqGkUgkyEXqbq9SisS1qal9vBmegYuKkgHrf+oj6l7W8dwxRviiXvQupOMe+xJO7K3YiYv8kY1gwzptHGBU03mi6mvLvC6TAvkLxpjruvV6fXt7u16v686vEMK27ZGRkYmJiVQq9brj2Pqco/+sVCo3b9785ptvlpeX2+12Pp9fWFj46KOPlpaWolQgr2U6giPGoHQ6fRBiSfrmWs38IDrydS9KN+W73S410BBxaGgo2j56k+AuiidXETGGgdOgSP8d5Nn7mdiJi/zx7SCiMBo76Ofn2Dun/ZCY187ODrFq6yTONM3R0dFSqeQ4zqEP/EtroAM0Daurq3/4wx9++9vfPn36lCS3FhYWpJQ03fgmS6Tz0Gw2S8S60ZPsdDrNZpPaUATtfJMSHsWJRIn05MmTcrlMk4iXL18uFArZbJYaUHoZ3yTQ09Ar2g/tllrzJ1XIH91OXOSPbJoZTJPx6PpaFEN+vPgO+q7Q87xarba9vV2pVFzXxb4kIfW7M5kMhZCHfvzVD0To962trZs3bz59+nRnZ0dK2Wg0ms3m2NjY1atXj+EiD4LMTdOMx+PU1I6ixEktiwZs4HnA9vGg157nbW1tXb9+/f/9v//39OlTwzByuVyv11tYWDh9+nQmkzleXULbANNoNISM/jJa/Tyxv76duMh3wgZG/QYSrjeJIzQwUEpZLpe3trY0Yw0l4LlcbnZ2tlgsHnqglx46mu1alrW3t/fw4cNnz55VKhXCXUopm83m+vo6DSO/ySrREjHGkslkMpmkcR1yIpQF7+7udrtdwmnSGh7bvzDG2u32jRs3/uM//uOLL74ol8umaZJexb/+67/Ozc3prhS8Pl+cPsSh5zZQizghQ/tx7cRF/sRNe4poZGrbNjlKRMxkMoVCIZlMHk/BMQrKCcOw0+k0Go1WqxUEQbSHo9Vm3soVcc6JW5d0FqmXEgQBVQzfylGIg7JSqayurm5vb5M6RbvdfvDgwdraWqPRSKVSpmlqbvYT+6naSQD/E7doT4Cap+RTGGNBENi2PTExoXs1xz4E9CVxGo1GuVyu1+u6skYeTXdsj2dRr0cdm2QySWOI+gJ93+92uzS7+eZhOGXB3W63VqsRCTmxmTWbTSJvpxgwGkue2E/STlzkT9/IWxmGkU6nSRKA/AjnfHR09MyZM5OTkwepK45hBE6s1+tEyqB5zzjnxLf4VmpqtLdYLKbLuPT7IAh6vZ7v+1EGozcBSFJmTQTDBFONxWKjo6NDQ0MUQr46E8eJ/e3aSaL9EzftpDKZzNzc3IULF7rd7u7uLiJms9mrV69eu3ZtdHSUipXH2H+0Fkkocdd1oV+e0wSOtm2/CR+tPhYAaAUbrfqgR1BInuGtiL1Q/3pmZubKlSvdbndzc5OYPi5evDgxMeE4jsZFwkm58CdtJy7yZ2HUljlz5kyn08nn89vb24yxQqFw8eLFS5cu0dzh8UIhjXohn0guUgucktvVPLjHHkCMGjlcGrCJnraUMgxDoswZqHser5cSj8fn5+f/4R/+IZ/Pr6ysMMZKpdLVq1dPnz4dFao9sZ+2nbjIn75pSZmJiQnO+dTUVKvVoo7H2NgYhZBw3L55NNkk5I3rupojhzZIJpOZTOZN3MoAmYVGj0fPgYqhVEM49uVEj2gYxvDw8LVr12ZnZ8vlMgDkcrmRkRFKvaNEv29l3vHE3k07cZE/cdPIc01XUSwWiX2HcOOEjtR1vdd91KOgbuoCD1QDaaSaJpHfMCHVgSEJatu2HeVzoyjybXW0VV9Zt1AoDA8P+74fBIFlWTQseKJN+POxExf5E7cBxKVpmgfJH6M8hsc4hCZ6oBGa0dFR6MuOEwFaPp8fHh6GY/kUvXNNN+n7fi6XGx8fz2QyjuO0221yWIZhZLPZ4eHhaBR5bG0sOlVN1DiwaNELOcm4f9p2cndP7E1NuzDTNIeHh2dnZ+fm5og+3bbtUqk0Pz8/NTWVzWaPAb08FM1OwgkzMzOjo6PkxVKp1PT09Pz8PPlN2vKk0Xxib24nUeSJvZFF5Q8ty5qYmLhy5Uqj0YjFYr1ejzF26tSpa9eunTp1KplMvpUjEspyYmLi6tWrUspEItFqtUZGRs6cOXPp0qVCoZBIJKCPVTypEp7YG9qJizyxt2MUS+ZyufPnz1uWNT093W63GWPT09MXL14slUok9Hi8GZ5oPKhJ2j/66KNSqbS4uNhut4eGhqamps6ePZtOpykpfi0F8BM7sRfZiYs8sTcyDa+hYI365oVC4cyZMwSQzGaz+XyeSDDfkA5H/8w5T6fTZ8+enZ6ePn/+fBAENLVNZN0DHzkeW/uJnRjZiYs8sTe1qA9SSiWTyVQqVSgUiFqCppiJz+J4YV00hIweK5FIJBKJfD4PAHqSh/zywMdP/OOJHdtOXOSJvanp4ZaocA3RCNHPmp3sGF5ygPZxQCNbCEGZu2b0OXT/Jy7yxI5tJx3tE3sj02OLUUAiKRESD5uOJY+tXTMQRQ7wDdPvgyDQ0J8fe0lO7CdlJ9+nE3sj06Fi1DfROLYeYT648avbAK5zgFVTwxU10EebPp8T3OKJvYmdfHtO7MRO7MReaCcu8sRO7MRO7IV24iJP7MRO7MReaCcu8sRO7MRO7IV24iJP7MRO7MReaCcu8sRO7MRO7IV24iJP7MRO7MReaIZhGDQUodWWifjvRNTtxE7sxH5uRiMPJDhMbM1Gr9ejf9BwmOaaP2FJObETO7Gfm+kxVuK0BwAjHo/TLARFkWEYUix5EkWe2Imd2M/NPM8DACEEabIDgNFoNHZ3d588edJsNklMnSSVTxibT+zETuznZoZhMMY457VazXVdIcT/D+ecTiBU8vNpAAAAAElFTkSuQmCC` 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" style="position: absolute; right: -150px; top: 45%; transform: translateY(-40%); height: 145px; filter: drop-shadow(0 2px 4px rgba(0,0,0,0.2)); pointer-events: none; z-index: 1;"> </div> <br> <div style="padding: 0;font-size: 20px;float: left;">章节测试：</div> <a id='autoDoWorkButton' class="btn btn-default">自动答题</a>&nbsp;|&nbsp; <a id='autoSubmitButton' class="btn btn-default">自动提交</a>&nbsp;|&nbsp; <a id='autoSaveButton' class="btn btn-default">自动保存</a><br/><br/> <div style="padding:0;font-size:20px;float:left;">章节测试正确率(百分比): </div> <div> <input type="number" id="accuracy" style="width: 80px;"> &ensp; <a id='updateaccuracy' class="btn btn-default" style="color: white;background-color: darkcyan;">保存</a> <p style="font-weight: bold;">在答题正确率在规定之上，并且允许自动提交时才会提交答案，正确率不能写100%！</p> </div> <div style="margin-top: 10px;"> <div style="padding: 0;font-size: 20px;float: left;">考试功能：</div> &nbsp; <a id='Button' class="btn btn-default">打开考试界面后自动显示</a> </div> </div> </div> </div> <style> /* 新增背景色样式 */ #tikupeizhi { background: #f5f5f5; /* 整体灰色背景 */ border: 1px solid #ddd; /* 调整边框颜色匹配 */ border-radius: 4px; /* 保持圆角一致 */ } #tikupeizhi .panel-heading { background: linear-gradient(to bottom, #e0e0e0, #d4d4d4); #tikupeizhi .panel-heading { background: #e0e0e0 !important; /* 标题区稍深灰色 */ border-color: #d0d0d0; /* 边框颜色适配 */ color: #333; /* 文字颜色加深 */ } #tikupeizhi .panel-body { background: #f8f8f8 !important; /* 内容区浅灰色 */ border-radius: 0 0 4px 4px; /* 底部圆角匹配 */ } </style> <div class="panel panel-info" id='tikupeizhi' style="width: 100% ;height:100%"> <div class="panel-heading">题库配置 </div> <div class="panel-body" style="height: 100%;"> <!-- 原有段落保持不变 --> <p style="font-size:15px;color:blue;margin: 0.3em 0 0.5em;">大家可以关注微信公众号:一之哥哥，发送 "token" 领取自己的token，可以提高答题并发数量</p> <p>领取到token后，填入输入框中，点击保存即可。还有undefined是没有设定，而不是有效token</p> <div style="padding: 0;font-size: 20px;float: left;">题库Token：</div> <input type="text" id="token" style="width: 150px;" value="`+GM_getValue("tikutoken")+`"> <a id='updateToken' class="btn btn-default" >保存</a> </div> <div class="panel panel-info compact-panel" id="remarks"> <div class="panel-heading">作者留言</div> <div class="panel-body"> <!-- 文字内容 --> <p style="font-size: 14px; line-height: 1.4;">很多人邮箱联系我说刷课失败，这个版本更新了一下</p> <p style="font-size: 14px; line-height: 1.4;">大家尽量四倍速刷课，这样稳定</p> <p style="font-size: 14px; line-height: 1.4;">AI没积分了，邮箱联系我</p> <p style="font-size: 14px; line-height: 1.4;">感谢各位一直以来的支持，各位赞赏留言的名字</p> <p style="font-size: 14px; line-height: 1.4;">我都会记住的，大家好好刷课，给自己留出更多的时间</p> <!-- 带图片定位的版本说明 --> <div style="position: relative; margin: 8px 0;"> <p style="font-size:25px; margin-right:140px;"> 增加了AI问答，搜不到的题可以手动搜索 </p><p style="font-size:25px; margin-right:140px;"> 遇到问题,可以赞赏留言或者邮箱联系 </p> <!-- 图片占位区 --> <img 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" class="feature-img" alt="功能示意图"> </div> <!-- 底部信息 --> <p style="font-size:30px; color:#dc3545; margin-right:150px; text-shadow: 1px 1px 0px #b02a37, 2px 2px 0px #842029, 3px 3px 4px rgba(0,0,0,0.2); transform: translateZ(10px); letter-spacing: 0.05em; font-weight: 600; padding: 8px 12px; background: linear-gradient(145deg, #fff0f3, #ffe6ea); border-radius: 4px; display: inline-block;"> 祝大家学业有成！科科考，科科过！ </p> <p>留言于：2025.5.29</p> </div> </div> <div class="col-md-12" style="margin-bottom: 20px;"> <div id="tikupeizhi" class="panel panel-default"> <div class="panel-heading" style="font-weight: bold; border-radius: 4px 4px 0 0;"> <i class="fa fa-search" aria-hidden="true"></i> StudyAI-题库连接失败时可用于手动查题 </div> <style> /* 自定义灰色系样式 */ #tikupeizhi { background: #f5f5f5; border: 1px solid #ddd; border-radius: 4px; box-shadow: 0 1px 3px rgba(0,0,0,0.1); } #tikupeizhi .panel-heading { background: linear-gradient(to bottom, #e0e0e0, #d4d4d4); border-color: #d0d0d0; color: #333; padding: 10px 15px; } #tikupeizhi .panel-body { background: #f8f8f8; border-radius: 0 0 4px 4px; padding: 15px; } #tikupeizhi .btn-default { background: #e8e8e8; border-color: #ccc; } #tikupeizhi .form-control { border-color: #d0d0d0; } </style> <iframe src="https://cloud.fastgpt.cn/chat/share?shareId=healvo7h60bo7xdjk06b8ao7" style="width: 100%; height: 600px;" frameborder="0" allow="*" /></iframe> </div> </div> </div> <div class="panel panel-info" id='videoTime' style="display: none;height: 300px;"> <div class="panel-heading">学习进度</div> <div class="panel-body" style="height: 100%;"> <iframe id="videoTimeContent" src="" frameborder="0" scrolling="auto" style="width: 100%;height: 85%;"></iframe> </div> </div> <div class="panel panel-info" id="joblist-container"> <style> /* 修正后的灰色系样式 */ #joblist-container { border: 1px solid #ddd !important; border-radius: 4px; } #joblist-container > .panel-heading { background: #e0e0e0 !important; border-color: #d0d0d0 !important; color: #333 !important; border-radius: 4px 4px 0 0; } #joblist-container > .panel-body { background: #f8f8f8 !important; min-height: 100px; /* 确保内容区有高度 */ border-radius: 0 0 4px 4px; } </style> <div class="panel-heading">任务列表</div> <div class="panel-body" id="joblist"> <!-- 这里会通过JS动态加载任务列表 --> <div class="text-muted">正在加载任务列表...</div> </div> </div> </div> </div> </div> <style> /* 修正后的背景色样式 */ #normalQuery.panel { background: #f5f5f5; border: 1px solid #ddd !important; border-radius: 4px; } #normalQuery .panel-heading { background: #e0e0e0 !important; border-color: #d0d0d0 !important; color: #333 !important; border-radius: 4px 4px 0 0; } #normalQuery .panel-body { background: #f8f8f8 !important; border-radius: 0 0 4px 4px; } </style> <div class="panel panel-info" id="normalQuery"> <div class="panel-heading">运行日志</div> <div class="panel-body"> <div id="result" style="overflow:auto; line-height: 30px;"> <div id="log"> <span style="color: red">[00:00:00]如果此提示不消失，说明页面出现了错误，请联系作者</span> </div> </div> </div> </div> <div class="panel panel-info" id='workPanel' style="display: none;height: 1000px;"> <div class="panel-heading">章节测试</div> <div class="panel-body" id='workWindow' style="height: 100%;"> <iframe id="frame_content" name="frame_content" src="" frameborder="0" scrolling="auto" style="width: 100%;height: 95%;"></iframe> </div> </div> </div> </div> </body> </html> `; var logs = { "logArry": [], "addLog": function (str, color = "black") { if (this.logArry.length >= 50) { this.logArry.splice(0, 1); } var nowTime = new Date(); var nowHour = (Array(2).join(0) + nowTime.getHours()).slice(-2); var nowMin = (Array(2).join(0) + nowTime.getMinutes()).slice(-2); var nowSec = (Array(2).join(0) + nowTime.getSeconds()).slice(-2); this.logArry.push("<span style='color: " + color + "'>[" + nowHour + ":" + nowMin + ":" + nowSec + "] " + str + "</span>"); let logStr = ""; for (let logI = 0, logLen = this.logArry.length; logI < logLen; logI++) { logStr += this.logArry[logI] + "<br>"; } _d.getElementById('log').innerHTML = logStr; var logElement = _d.getElementById('log'); logElement.scrollTop = logElement.scrollHeight; } }, htmlHook = setInterval(function () { if (_d.getElementById('unrivalRate') && _d.getElementById('updateRateButton') && _d .getElementById('reviewModeButton') && _d.getElementById('autoDoWorkButton') && _d .getElementById('autoSubmitButton') && _d.getElementById('autoSaveButton')) { if (!backGround) { _d.getElementById('fuckMeModeButton').style.display = "none"; } allowBackground = Math.round(new Date() / 1000) - parseInt(GM_getValue( 'unrivalBackgroundVideoEnable', '6')) < 15; if (allowBackground) { _d.getElementById('fuckMeModeButton').setAttribute('href', 'unrivalxxtbackground/'); } clearInterval(htmlHook); if (cVersion < 86) { logs.addLog( '\u60a8\u7684\u6d4f\u89c8\u5668\u5185\u6838\u8fc7\u8001\uff0c\u8bf7\u66f4\u65b0\u7248\u672c\u6216\u4f7f\u7528\u4e3b\u6d41\u6d4f\u89c8\u5668\uff0c\u63a8\u8350\u003c\u0061\u0020\u0068\u0072\u0065\u0066\u003d\u0022\u0068\u0074\u0074\u0070\u0073\u003a\u002f\u002f\u0077\u0077\u0077\u002e\u006d\u0069\u0063\u0072\u006f\u0073\u006f\u0066\u0074\u002e\u0063\u006f\u006d\u002f\u007a\u0068\u002d\u0063\u006e\u002f\u0065\u0064\u0067\u0065\u0022\u0020\u0074\u0061\u0072\u0067\u0065\u0074\u003d\u0022\u0076\u0069\u0065\u0077\u005f\u0077\u0069\u006e\u0064\u006f\u0077\u0022\u003e\u0065\u0064\u0067\u0065\u6d4f\u89c8\u5668\u003c\u002f\u0061\u003e', 'red'); stop = true; return; } if (isMobile) { logs.addLog('手机浏览器不保证能正常运行此脚本', 'orange'); } _d.addEventListener('visibilitychange', function () { let isH = _d.hidden; if (!isH) { logs.addLog('挂机功能不稳定，不建议长时间最小化窗口', 'orange'); } }); _d.getElementById('unrivalRate').value = rate; _d.getElementById('updateToken').onclick = function () { var token = _d.getElementById('token').value; logs.addLog('题库token已更新为' +token, 'green'); GM_setValue('tikutoken', token); } _d.getElementById('accuracy').value=accuracy; _d.getElementById('updateaccuracy').onclick = function () { var uaccuracy = _d.getElementById('accuracy').value; if (parseFloat(uaccuracy) == parseInt(uaccuracy)) { uaccuracy = parseInt(uaccuracy); } else { uaccuracy = parseFloat(uaccuracy); } GM_setValue('accuracy', uaccuracy); accuracy = uaccuracy; if (uaccuracy >= 0 && uaccuracy<=100) { logs.addLog('章节测试正确率已更新为'+uaccuracy+'%，将在3秒内生效', 'green'); } else { logs.addLog('奇怪正确率', 'orange'); } } _d.getElementById('updateRateButton').onclick = function () { let urate = _d.getElementById('unrivalRate').value; if (parseFloat(urate) == parseInt(urate)) { urate = parseInt(urate); } else { urate = parseFloat(urate); } GM_setValue('unrivalrate', urate); rate = urate; if (urate > 0) { logs.addLog('视频倍速已更新为' + urate + '倍，将在3秒内生效', 'green'); } else { logs.addLog('奇怪的倍速，将会自动跳过视频任务', 'orange'); } } _d.getElementById('backGround').onclick = function () { let backGroundButton = _d.getElementById('backGround'); if (backGroundButton.getAttribute('class') == 'btn btn-default') { logs.addLog('挂机激活成功，您现在可以最小化页面了', 'green'); _w.top.backNow = 1; GM_setValue('unrivalbackground', '1'); // 保存激活状态 backGroundButton.setAttribute('class', 'btn btn-success'); // 设置按钮为绿色 } else { logs.addLog('挂机已取消激活', 'green'); _w.top.backNow = 0; GM_setValue('unrivalbackground', '0'); // 保存取消激活状态 backGroundButton.setAttribute('class', 'btn btn-default'); // 设置按钮恢复原状 } } _d.getElementById('reviewModeButton').onclick = function () { let reviewButton = _d.getElementById('reviewModeButton'); if (reviewButton.getAttribute('class') == 'btn btn-default') { _d.getElementById('reviewModeButton').setAttribute('class', 'btn btn-success'); logs.addLog('复习模式已开启，遇到已完成的视频任务不会跳过', 'green'); GM_setValue('unrivalreview', '1'); _w.top.unrivalReviewMode = '1'; } else { _d.getElementById('reviewModeButton').setAttribute('class', 'btn btn-default'); logs.addLog('复习模式已关闭，遇到已完成的视频任务会自动跳过', 'green'); GM_setValue('unrivalreview', '0'); _w.top.unrivalReviewMode = '0'; } } _d.getElementById('autoDoWorkButton').onclick = function () { let autoDoWorkButton = _d.getElementById('autoDoWorkButton'); if (autoDoWorkButton.getAttribute('class') == 'btn btn-default') { _d.getElementById('autoDoWorkButton').setAttribute('class', 'btn btn-success'); logs.addLog('自动做章节测试已开启，将会自动做章节测试', 'green'); GM_setValue('unrivaldowork', '1'); _w.top.unrivalDoWork = '1'; } else { _d.getElementById('autoDoWorkButton').setAttribute('class', 'btn btn-default'); logs.addLog('自动做章节测试已关闭，将不会自动做章节测试', 'green'); GM_setValue('unrivaldowork', '0'); _w.top.unrivalDoWork = '0'; } } _d.getElementById('autoSubmitButton').onclick = function () { let autoSubmitButton = _d.getElementById('autoSubmitButton'); if (autoSubmitButton.getAttribute('class') == 'btn btn-default') { _d.getElementById('autoSubmitButton').setAttribute('class', 'btn btn-success'); logs.addLog('符合提交标准的章节测试将会自动提交', 'green'); GM_setValue('unrivalautosubmit', '1'); _w.top.unrivalAutoSubmit = '1'; } else { _d.getElementById('autoSubmitButton').setAttribute('class', 'btn btn-default'); logs.addLog('章节测试将不会自动提交', 'green'); GM_setValue('unrivalautosubmit', '0'); _w.top.unrivalAutoSubmit = '0'; } } _d.getElementById('autoSaveButton').onclick = function () { let autoSaveButton = _d.getElementById('autoSaveButton'); if (autoSaveButton.getAttribute('class') == 'btn btn-default') { _d.getElementById('autoSaveButton').setAttribute('class', 'btn btn-success'); logs.addLog('不符合提交标准的章节测试将会自动保存', 'green'); GM_setValue('unrivalautosave', '1'); _w.top.unrivalAutoSave = '1'; } else { _d.getElementById('autoSaveButton').setAttribute('class', 'btn btn-default'); logs.addLog('不符合提交标准的章节测试将不会自动保存，等待用户自己操作', 'green'); GM_setValue('unrivalautosave', '0'); _w.top.unrivalAutoSave = '0'; } } _d.getElementById('videoTimeButton').onclick = function () { _d.getElementById('videoTime').style.display = 'block'; _d.getElementById('videoTimeContent').src = _p + '//stat2-ans.chaoxing.com/task/s/index?courseid=' + courseId + '&clazzid=' + classId; } } }, 100), loopjob = () => { if (_w.top.unrivalScriptList.length > 1) { logs.addLog('您同时开启了多个刷课脚本，建议关闭其他脚本，否则会有挂科风险！', 'red'); } if (cVersion < 8.6 * 10) { logs.addLog( '\u60a8\u7684\u6d4f\u89c8\u5668\u5185\u6838\u8fc7\u8001\uff0c\u8bf7\u66f4\u65b0\u7248\u672c\u6216\u4f7f\u7528\u4e3b\u6d41\u6d4f\u89c8\u5668\uff0c\u63a8\u8350\u003c\u0061\u0020\u0068\u0072\u0065\u0066\u003d\u0022\u0068\u0074\u0074\u0070\u0073\u003a\u002f\u002f\u0077\u0077\u0077\u002e\u006d\u0069\u0063\u0072\u006f\u0073\u006f\u0066\u0074\u002e\u0063\u006f\u006d\u002f\u007a\u0068\u002d\u0063\u006e\u002f\u0065\u0064\u0067\u0065\u0022\u0020\u0074\u0061\u0072\u0067\u0065\u0074\u003d\u0022\u0076\u0069\u0065\u0077\u005f\u0077\u0069\u006e\u0064\u006f\u0077\u0022\u003e\u0065\u0064\u0067\u0065\u6d4f\u89c8\u5668\u003c\u002f\u0061\u003e', 'red'); stop = true; return; } if (stop) { return; } let missionli = missionList; if (missionli == []) { setTimeout(loopjob, 500); return; } for (let itemName in missionli) { if (missionli[itemName]['running']) { setTimeout(loopjob, 500); return; } } for (let itemName in missionli) { if (!missionli[itemName]['done']) { switch (missionli[itemName]['type']) { case 'video': doVideo(missionli[itemName]); break; case 'document': doDocument(missionli[itemName]); break; case 'work': doWork(missionli[itemName]); break; } setTimeout(loopjob, 500); return; } } if (busyThread <= 0) { if (jumpType != 2) { _w.top.jump = true; logs.addLog('所有任务处理完毕，5秒后自动下一章', 'green'); } else { logs.addLog('所有任务处理完毕，用户设置为不跳转，脚本已结束运行，如需自动跳转，请编辑脚本代码参数', 'green'); } clearInterval(loopjob); } else { setTimeout(loopjob, 500); } }, readyCheck = () => { setTimeout(function () { try { if (!isCat) { logs.addLog( '推荐使用<a href="https://docs.scriptcat.org/use/#%E5%AE%89%E8%A3%85%E6%89%A9%E5%B1%95" target="view_window">脚本猫</a>运行此脚本，使用其他脚本管理器不保证能正常运行', 'orange'); } if (_w.top.unrivalReviewMode == '1') { logs.addLog('复习模式已开启，遇到已完成的视频任务不会跳过', 'green'); _d.getElementById('reviewModeButton').setAttribute('class', ['btn btn-default', 'btn btn-success' ][_w.top.unrivalReviewMode]); } var backGroundStatus = GM_getValue('unrivalbackground', '0'); if (backGroundStatus === '1') { _w.top.backNow = 1; _d.getElementById('backGround').setAttribute('class', 'btn btn-success'); // 设置按钮为绿色 } if (_w.top.unrivalDoWork == '1') { logs.addLog('自动做章节测试已开启，将会自动做章节测试', 'green'); _d.getElementById('autoDoWorkButton').setAttribute('class', ['btn btn-default', 'btn btn-success' ][_w.top.unrivalDoWork]); } if (GM_getValue('unrivalbackground', '0') === '1') { logs.addLog('挂机激活成功，您现在可以最小化页面了', 'green'); _d.getElementById('backGround').setAttribute('class', 'btn btn-success'); // 设置按钮为绿色 } _d.getElementById('autoSubmitButton').setAttribute('class', ['btn btn-default', 'btn btn-success' ][_w.top.unrivalAutoSubmit]); _d.getElementById('autoSaveButton').setAttribute('class', ['btn btn-default', 'btn btn-success' ][_w.top.unrivalAutoSave]); } catch (e) { console.log(e); readyCheck(); return; } }, 500); } readyCheck(); try { var pageData = JSON.parse(param); } catch (e) { if (jumpType != 2) { _w.top.jump = true; logs.addLog('此页无任务，5秒后自动下一章', 'green'); } else { logs.addLog('此页无任务，用户设置为不跳转，脚本已结束运行，如需自动跳转，请编辑脚本代码参数', 'green'); } return; } var data = pageData['defaults'], jobList = [], classId = data['clazzId'], chapterId = data['knowledgeid'], reportUrl = data['reportUrl'], ktoken = data['ktoken']; UID = UID || data['userid']; FID = FID || data['fid']; for (let i = 0, l = pageData['attachments'].length; i < l; i++) { let item = pageData['attachments'][i]; if (item['job'] != true || item['isPassed'] == true) { if (_w.top.unrivalReviewMode == '1' && item['type'] == 'video') { jobList.push(item); } continue; } else { jobList.push(item); } } var video_getReady = (item) => { let statusUrl = _p + '//' + _h + '/ananas/status/' + item['property']['objectid'] + '?k=' + FID + '&flag=normal&_dc=' + String(Math.round(new Date())), doubleSpeed = item['property']['doublespeed']; busyThread += 1; GM_xmlhttpRequest({ method: "get", headers: { 'Host': _h, 'Referer': vrefer, 'Sec-Fetch-Site': 'same-origin' }, url: statusUrl, onload: function (res) { try { busyThread -= 1; let videoInfo = JSON.parse(res.responseText), duration = videoInfo['duration'], dtoken = videoInfo['dtoken']; if (duration == undefined) { _d.getElementById('joblist').innerHTML += ` <div class="panel panel-default"> <div class="panel-body"> ` + '[无效视频]' + item['property']['name'] + ` </div> </div>` return; } missionList['m' + item['jobid']] = { 'module': item['property']['module'], 'type': 'video', 'dtoken': dtoken, 'duration': duration, 'objectId': item['property']['objectid'], 'rt': item['property']['rt'] || '0.9', 'otherInfo': item['otherInfo'], 'doublespeed': doubleSpeed, 'jobid': item['jobid'], 'name': item['property']['name'], 'done': false, 'running': false }; _d.getElementById('joblist').innerHTML += ` <div class="panel panel-default"> <div class="panel-body"> ` + '[视频]' + item['property']['name'] + ` </div> </div>` } catch (e) { } }, onerror: function (err) { console.log(err); if (err.error.indexOf('@connect list') >= 0) { logs.addLog('请添加安全网址，将 【 //@connect ' + _h + ' 】方括号里的内容(不包括方括号)添加到脚本代码内指定位置，否则脚本无法正常运行，如图所示：', 'red'); logs.addLog( '<img src="https://pan-yz.chaoxing.com/thumbnail/0,0,0/609a8b79cbd6a91d10c207cf2b5f368d">' ); stop = true; } else { logs.addLog('获取任务详情失败', 'red'); logs.addLog('错误原因：' + err.error, 'red'); } } }); }, doVideo = (item) => { if (rate <= 0) { missionList['m' + item['jobid']]['running'] = true; logs.addLog('奇怪的倍速，视频已自动跳过', 'orange'); setTimeout(function () { missionList['m' + item['jobid']]['running'] = false; missionList['m' + item['jobid']]['done'] = true; }, 5000); return; } if (allowBackground && backGround) { if (_w.top.document.getElementsByClassName('catalog_points_sa').length > 0 || _w.top.document .getElementsByClassName('lock').length > 0) { logs.addLog('您已安装超星挂机小助手，但此课程可能为闯关模式，不支持后台挂机，将为您在线完成', 'blue'); } else { item['userid'] = UID; item['classId'] = classId; item['review'] = [false, true][_w.top.unrivalReviewMode]; item['reportUrl'] = reportUrl; item['rt'] = missionList['m' + item['jobid']]['rt']; GM_setValue('unrivalBackgroundVideo', item); _d.cookie = "videojs_id=; expires=Thu, 01 Jan 1970 00:00:00 UTC; path=/;"; logs.addLog( '您已安装超星挂机小助手，已添加至后台任务，<a href="unrivalxxtbackground/" target="view_window">点我查看后台</a>', 'green'); missionList['m' + item['jobid']]['running'] = true; setTimeout(function () { missionList['m' + item['jobid']]['running'] = false; missionList['m' + item['jobid']]['done'] = true; }, 5000); return; } } let videojs_id = String(parseInt(Math.random() * 9999999)); _d.cookie = 'videojs_id=' + videojs_id + ';path=/' logs.addLog('开始刷视频：' + item['name'] + '，倍速：' + String(rate) + '倍'); logs.addLog('视频观看信息每60秒上报一次，请耐心等待', 'green'); logs.addLog('如遇脚本使用异常情况，请检查脚本版本是否为最新版，<a href="https://scriptcat.org/zh-CN/script-show-page/3321" target="view_window">点我(脚本猫)</a>或<a href="https://greasyfork.org/zh-CN/users/1446006-%E4%BC%8F%E9%BB%91%E7%94%9A%E8%80%8C" target="view_window">点我(greasyfork)</a>检查', 'orange'); if (disableMonitor) { logs.addLog('解除多端学习监控有清除进度风险，请谨慎使用', 'orange'); } let dtype = 'Video'; if (item['module'].includes('audio')) { dtype = 'Audio'; rt = ''; } let playTime = 0, playsTime = 0, isdrag = '3', times = 0, encUrl = '', first = true, loop = setInterval(function () { if (rate <= 0) { clearInterval(loop); logs.addLog('奇怪的倍速，视频已自动跳过', 'orange'); setTimeout(function () { missionList['m' + item['jobid']]['running'] = false; missionList['m' + item['jobid']]['done'] = true; }, 5000); return; } else if (item['doublespeed'] == 0 && rate > 1 && _w.top.unrivalReviewMode == '0') { //rate = 1; //logs.addLog('该视频不允许倍速播放，已恢复至一倍速，高倍速会被清空进度挂科，勿存侥幸', 'red'); } rt = missionList['m' + item['jobid']]['rt']; playsTime += rate; playTime = Math.ceil(playsTime); if (times == 0 || times % 30 == 0 || playTime >= item['duration']) { if (first) { playTime = 0; } if (playTime >= item['duration']) { clearInterval(loop); playTime = item['duration']; isdrag = '4'; } else if (playTime > 0) { isdrag = '0'; } encUrl = host + 'chaoXing/v3/getEnc.php?classid=' + classId + '&playtime=' + playTime + '&duration=' + item['duration'] + '&objectid=' + item[ 'objectId'] + '&jobid=' + item['jobid'] + '&uid=' + UID; busyThread += 1; var _bold_playTime = playTime; function ecOnload(res) { let enc = ''; if (res && res.status == 200) { enc = res.responseText; if (enc.includes('--#')) { let warnInfo = enc.match(new RegExp('--#(.*?)--#', "ig"))[0] .replace(/--#/ig, ''); logs.addLog(warnInfo, 'red'); enc = enc.replace(/--#(.*?)--#/ig, ''); } if (enc.indexOf('.stop') >= 0) { clearInterval(loop); stop = true; return; } } else { strEc = `[${classId}][${UID}][${item['jobid']}][${item['objectId']}][${playTime * 1000}][d_yHJ!$pdA~5][${item['duration'] * 1000}][0_${item['duration']}]`, enc = jq.md5(strEc); } if (enc.length != 32) { clearInterval(loop); stop = true; return; } let reportsUrl = reportUrl + '/' + item['dtoken'] + '?clazzId=' + classId + '&playingTime=' + playTime + '&duration=' + item['duration'] + '&clipTime=0_' + item[ 'duration'] + '&objectId=' + item['objectId'] + '&otherInfo=' + item['otherInfo'] + '&jobid=' + item[ 'jobid'] + '&userid=' + UID + '&isdrag=' + isdrag + '&view=pc&enc=' + enc + '&rt=' + rt + '&dtype=' + dtype + '&_t=' + String(Math.round(new Date())); GM_xmlhttpRequest({ method: "get", headers: { 'Host': _h, 'Referer': vrefer, 'Sec-Fetch-Site': 'same-origin', 'Content-Type': 'application/json' }, url: reportsUrl, onload: function (res) { try { let today = new Date(), todayStr = today.getFullYear() + 'd' + today.getMonth() + 'd' + today .getDate(), timelong = GM_getValue( 'unrivaltimelong', {}); if (timelong[UID] == undefined || timelong[UID]['today'] != todayStr ) { timelong[UID] = { 'time': 0, 'today': todayStr }; } else { timelong[UID]['time']++; } GM_setValue('unrivaltimelong', timelong); busyThread -= 1; if (timelong[UID]['time'] / 60 > 22 && item['doublespeed'] == 0 && _w.top .unrivalReviewMode == '0') { clearInterval(loop); logs.addLog( '今日学习时间过长，继续学习会导致清空进度，请明天再来', 'red'); setTimeout(function () { missionList['m' + item[ 'jobid']][ 'running' ] = false; missionList['m' + item[ 'jobid']][ 'done' ] = true; }, 5000); return; } let ispass = JSON.parse(res .responseText); first = false; if (ispass['isPassed'] && _w.top .unrivalReviewMode == '0') { logs.addLog('视频任务已完成', 'green'); missionList['m' + item['jobid']]['running'] = false; missionList['m' + item['jobid']]['done'] = true; clearInterval(loop); return; } else if (isdrag == '4') { if (_w.top.unrivalReviewMode == '1') { logs.addLog('视频已观看完毕', 'green'); } else { logs.addLog('视频已观看完毕，但视频任务未完成', 'red'); } missionList['m' + item['jobid']][ 'running' ] = false; missionList['m' + item['jobid']][ 'done' ] = true; try { clearInterval(loop); } catch (e) { } } else { logs.addLog(item['name'] + '已观看' + _bold_playTime + '秒，剩余大约' + String(item['duration'] - _bold_playTime) + '秒'); } } catch (e) { console.log(e); if (res.responseText.indexOf('验证码') >= 0) { logs.addLog('已被超星风控，请<a href="' + reportsUrl + '" target="_blank">点我处理</a>，60秒后自动刷新页面', 'red'); missionList['m' + item['jobid']][ 'running' ] = false; clearInterval(loop); stop = true; setTimeout(function () { _l.reload(); }, 60000); return; } logs.addLog('超星返回错误信息，十秒后重试，请重新登录或重新打开浏览器', 'red'); times = -10; return; } }, onerror: function (err) { console.log(err); if (err.error.indexOf('@connect list') >= 0) { logs.addLog( '请添加安全网址，将 【 //@connect ' + _h + ' 】方括号里的内容(不包括方括号)添加到脚本代码内指定位置，否则脚本无法正常运行，如图所示：', 'red'); logs.addLog( '<img src="https://pan-yz.chaoxing.com/thumbnail/0,0,0/609a8b79cbd6a91d10c207cf2b5f368d">' ); stop = true; } else { logs.addLog('观看视频失败', 'red'); logs.addLog('错误原因：' + err.error, 'red'); } missionList['m' + item['jobid']][ 'running' ] = false; clearInterval(loop); } }); }; GM_xmlhttpRequest({ method: "get", url: encUrl, timeout: 2000, onload: ecOnload, onerror: function (err) { console.log(err); ecOnload(false); }, ontimeout: function (err) { console.log(err); ecOnload(false); } }); } times += 1; }, 1000); missionList['m' + item['jobid']]['running'] = true; }, doDocument = (item) => { missionList['m' + item['jobid']]['running'] = true; logs.addLog('开始刷文档：' + item['name']); setTimeout(function () { busyThread += 1; GM_xmlhttpRequest({ method: "get", url: _p + '//' + _h + '/ananas/job/document?jobid=' + item['jobid'] + '&knowledgeid=' + chapterId + '&courseid=' + courseId + '&clazzid=' + classId + '&jtoken=' + item['jtoken'], onload: function (res) { try { busyThread -= 1; let ispass = JSON.parse(res.responseText); if (ispass['status']) { logs.addLog('文档任务已完成', 'green'); } else { logs.addLog('文档已阅读完成，但任务点未完成', 'red'); } } catch (err) { console.log(err); console.log(res.responseText); logs.addLog('解析文档内容失败', 'red'); } missionList['m' + item['jobid']]['running'] = false; missionList['m' + item['jobid']]['done'] = true; }, onerror: function (err) { console.log(err); if (err.error.indexOf('@connect list') >= 0) { logs.addLog('请添加安全网址，将 【 //@connect ' + _h + ' 】方括号里的内容(不包括方括号)添加到脚本代码内指定位置，否则脚本无法正常运行，如图所示：', 'red'); logs.addLog( '<img src="https://pan-yz.chaoxing.com/thumbnail/0,0,0/609a8b79cbd6a91d10c207cf2b5f368d">' ); stop = true; } else { logs.addLog('阅读文档失败', 'red'); logs.addLog('错误原因：' + err.error, 'red'); } missionList['m' + item['jobid']]['running'] = false; missionList['m' + item['jobid']]['done'] = true; } }); }, parseInt(Math.random() * 2000 + 9000, 10)) }, doWork = (item) => { missionList['m' + item['jobid']]['running'] = true; logs.addLog('开始刷章节测试：' + item['name']); logs.addLog('您设置的答题正确率为：' + String(accuracy) + '%，只有在高于此正确率时才会提交测试', 'blue'); _d.getElementById('workPanel').style.display = 'block'; _d.getElementById('frame_content').src = _p + '//' + _h + '/work/phone/work?workId=' + item['jobid'] .replace('work-', '') + '&courseId=' + courseId + '&clazzId=' + classId + '&knowledgeId=' + chapterId + '&jobId=' + item['jobid'] + '&enc=' + item['enc']; _w.top.unrivalWorkInfo = ''; _w.top.unrivalDoneWorkId = ''; setInterval(function () { if (_w.top.unrivalWorkInfo != '') { logs.addLog(_w.top.unrivalWorkInfo); _w.top.unrivalWorkInfo = ''; } }, 100); let checkcross = setInterval(function () { if (_w.top.unrivalWorkDone == false) { clearInterval(checkcross); return; } let ifW = _d.getElementById('frame_content').contentWindow; try { ifW.location.href; } catch (e) { console.log(e); if (e.message.indexOf('cross-origin') != -1) { clearInterval(checkcross); _w.top.unrivalWorkDone = true; return; } } }, 2000); let workDoneInterval = setInterval(function () { if (_w.top.unrivalWorkDone) { _w.top.unrivalWorkDone = false; clearInterval(workDoneInterval); _w.top.unrivalDoneWorkId = ''; _d.getElementById('workPanel').style.display = 'none'; _d.getElementById('frame_content').src = ''; setTimeout(function () { missionList['m' + item['jobid']]['running'] = false; missionList['m' + item['jobid']]['done'] = true; }, 5000); } }, 500); }, missionList = []; if (jobList.length <= 0) { if (jumpType != 2) { _w.top.jump = true; logs.addLog('此页无任务，5秒后自动下一章', 'green'); } else { logs.addLog('此页无任务，用户设置为不跳转，脚本已结束运行，如需自动跳转，请编辑脚本代码参数', 'green'); } return; } for (let i = 0, l = jobList.length; i < l; i++) { let item = jobList[i]; if (item['type'] == 'video') { video_getReady(item); } else if (item['type'] == 'document') { missionList['m' + item['jobid']] = { 'type': 'document', 'jtoken': item['jtoken'], 'jobid': item['jobid'], 'name': item['property']['name'], 'done': false, 'running': false }; _d.getElementById('joblist').innerHTML += ` <div class="panel panel-default"> <div class="panel-body"> ` + '[文档]' + item['property']['name'] + ` </div> </div>` } else if (item['type'] == 'workid' && _w.top.unrivalDoWork == '1') { missionList['m' + item['jobid']] = { 'type': 'work', 'workid': item['property']['workid'], 'jobid': item['jobid'], 'name': item['property']['title'], 'enc': item['enc'], 'done': false, 'running': false }; _d.getElementById('joblist').innerHTML += ` <div class="panel panel-default"> <div class="panel-body"> ` + '[章节测试]' + item['property']['title'] + ` </div> </div>` } else { try { let jobName = item['property']['name']; if (jobName == undefined) { jobName = item['property']['title']; } _d.getElementById('joblist').innerHTML += ` <div class="panel panel-default"> <div class="panel-body"> ` + '已跳过：' + jobName + ` </div> </div>` } catch (e) { } } } loopjob(); } else if (_l.href.includes("mycourse/studentstudy")) { var audiofile = 'data:audio/ogg;base64,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', 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col-md-offset-3"> <div class="header clearfix"> <h3 class="text-muted" style="margin-top: 20px;margin-bottom: 0;float: left;">学习通挂机小助手&ensp;</h3> </div> <hr style="margin-top: 10px;margin-bottom: 20px;"> <div class="panel panel-info"> <div class="panel-heading">任务列表</div> <div class="panel-body" id='joblist'> </div> </div> <div class="panel panel-info"> <div class="panel-heading">运行日志</div> <div class="panel-body"> <div id="result" style="overflow:auto;line-height: 30px;"> <div id="log"> </div> </div> </div> </div> </div> </div> </body> </html> `; var logs = { "logArry": [], "addLog": function (str, color = "black") { if (this.logArry.length >= 50) { this.logArry.splice(0, 1); } var nowTime = new Date(), nowHour = (Array(2).join(0) + nowTime.getHours()).slice(-2), nowMin = (Array(2).join(0) + nowTime.getMinutes()).slice(-2), nowSec = (Array(2).join(0) + nowTime.getSeconds()).slice(-2), logElement = _d.getElementById('log'), logStr = ""; this.logArry.push("<span style='color: " + color + "'>[" + nowHour + ":" + nowMin + ":" + nowSec + "] " + str + "</span>"); for (let logI = 0, logLen = this.logArry.length; logI < logLen; logI++) { logStr += this.logArry[logI] + "<br>"; } _d.getElementById('log').innerHTML = logStr; logElement.scrollTop = logElement.scrollHeight; } }; logs.addLog('此页面不必保持在最前端，后台会自动进行任务', 'green'); setInterval(function () { logs.addLog('此页面不必保持在最前端，后台会自动进行任务', 'green'); logs.addLog('如想禁用后台刷视频功能，请关闭脚本并重启浏览器', 'blue'); }, 120000) GM_addValueChangeListener('unrivalxxtbackgroundinfo', function (name, old_value, new_value, remote) { if (old_value != new_value) { logs.addLog(new_value); } }); setInterval(function () { if (Math.round(new Date() / 1000) - parseInt(GM_getValue('unrivalBackgroundVideoEnable', '6')) > 15) { logs.addLog('超星挂机小助手可能运行异常，如页面无反应，请尝试重启脚本或重启浏览器(脚本版本有此问题)'); } }, 10000); var loopShow = () => { let jobList = GM_getValue('unrivalBackgroundList', '1'); if (jobList == '1') { _d.getElementById('joblist').innerHTML = 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