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<title>R workflow for ALS data pre-processing</title>
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) 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<script>(function() {
// If window.HTMLWidgets is already defined, then use it; otherwise create a
// new object. This allows preceding code to set options that affect the
// initialization process (though none currently exist).
window.HTMLWidgets = window.HTMLWidgets || {};
// See if we're running in a viewer pane. If not, we're in a web browser.
var viewerMode = window.HTMLWidgets.viewerMode =
/\bviewer_pane=1\b/.test(window.location);
// See if we're running in Shiny mode. If not, it's a static document.
// Note that static widgets can appear in both Shiny and static modes, but
// obviously, Shiny widgets can only appear in Shiny apps/documents.
var shinyMode = window.HTMLWidgets.shinyMode =
typeof(window.Shiny) !== "undefined" && !!window.Shiny.outputBindings;
// We can't count on jQuery being available, so we implement our own
// version if necessary.
function querySelectorAll(scope, selector) {
if (typeof(jQuery) !== "undefined" && scope instanceof jQuery) {
return scope.find(selector);
}
if (scope.querySelectorAll) {
return scope.querySelectorAll(selector);
}
}
function asArray(value) {
if (value === null)
return [];
if ($.isArray(value))
return value;
return [value];
}
// Implement jQuery's extend
function extend(target /*, ... */) {
if (arguments.length == 1) {
return target;
}
for (var i = 1; i < arguments.length; i++) {
var source = arguments[i];
for (var prop in source) {
if (source.hasOwnProperty(prop)) {
target[prop] = source[prop];
}
}
}
return target;
}
// IE8 doesn't support Array.forEach.
function forEach(values, callback, thisArg) {
if (values.forEach) {
values.forEach(callback, thisArg);
} else {
for (var i = 0; i < values.length; i++) {
callback.call(thisArg, values[i], i, values);
}
}
}
// Replaces the specified method with the return value of funcSource.
//
// Note that funcSource should not BE the new method, it should be a function
// that RETURNS the new method. funcSource receives a single argument that is
// the overridden method, it can be called from the new method. The overridden
// method can be called like a regular function, it has the target permanently
// bound to it so "this" will work correctly.
function overrideMethod(target, methodName, funcSource) {
var superFunc = target[methodName] || function() {};
var superFuncBound = function() {
return superFunc.apply(target, arguments);
};
target[methodName] = funcSource(superFuncBound);
}
// Add a method to delegator that, when invoked, calls
// delegatee.methodName. If there is no such method on
// the delegatee, but there was one on delegator before
// delegateMethod was called, then the original version
// is invoked instead.
// For example:
//
// var a = {
// method1: function() { console.log('a1'); }
// method2: function() { console.log('a2'); }
// };
// var b = {
// method1: function() { console.log('b1'); }
// };
// delegateMethod(a, b, "method1");
// delegateMethod(a, b, "method2");
// a.method1();
// a.method2();
//
// The output would be "b1", "a2".
function delegateMethod(delegator, delegatee, methodName) {
var inherited = delegator[methodName];
delegator[methodName] = function() {
var target = delegatee;
var method = delegatee[methodName];
// The method doesn't exist on the delegatee. Instead,
// call the method on the delegator, if it exists.
if (!method) {
target = delegator;
method = inherited;
}
if (method) {
return method.apply(target, arguments);
}
};
}
// Implement a vague facsimilie of jQuery's data method
function elementData(el, name, value) {
if (arguments.length == 2) {
return el["htmlwidget_data_" + name];
} else if (arguments.length == 3) {
el["htmlwidget_data_" + name] = value;
return el;
} else {
throw new Error("Wrong number of arguments for elementData: " +
arguments.length);
}
}
// http://stackoverflow.com/questions/3446170/escape-string-for-use-in-javascript-regex
function escapeRegExp(str) {
return str.replace(/[\-\[\]\/\{\}\(\)\*\+\?\.\\\^\$\|]/g, "\\$&");
}
function hasClass(el, className) {
var re = new RegExp("\\b" + escapeRegExp(className) + "\\b");
return re.test(el.className);
}
// elements - array (or array-like object) of HTML elements
// className - class name to test for
// include - if true, only return elements with given className;
// if false, only return elements *without* given className
function filterByClass(elements, className, include) {
var results = [];
for (var i = 0; i < elements.length; i++) {
if (hasClass(elements[i], className) == include)
results.push(elements[i]);
}
return results;
}
function on(obj, eventName, func) {
if (obj.addEventListener) {
obj.addEventListener(eventName, func, false);
} else if (obj.attachEvent) {
obj.attachEvent(eventName, func);
}
}
function off(obj, eventName, func) {
if (obj.removeEventListener)
obj.removeEventListener(eventName, func, false);
else if (obj.detachEvent) {
obj.detachEvent(eventName, func);
}
}
// Translate array of values to top/right/bottom/left, as usual with
// the "padding" CSS property
// https://developer.mozilla.org/en-US/docs/Web/CSS/padding
function unpackPadding(value) {
if (typeof(value) === "number")
value = [value];
if (value.length === 1) {
return {top: value[0], right: value[0], bottom: value[0], left: value[0]};
}
if (value.length === 2) {
return {top: value[0], right: value[1], bottom: value[0], left: value[1]};
}
if (value.length === 3) {
return {top: value[0], right: value[1], bottom: value[2], left: value[1]};
}
if (value.length === 4) {
return {top: value[0], right: value[1], bottom: value[2], left: value[3]};
}
}
// Convert an unpacked padding object to a CSS value
function paddingToCss(paddingObj) {
return paddingObj.top + "px " + paddingObj.right + "px " + paddingObj.bottom + "px " + paddingObj.left + "px";
}
// Makes a number suitable for CSS
function px(x) {
if (typeof(x) === "number")
return x + "px";
else
return x;
}
// Retrieves runtime widget sizing information for an element.
// The return value is either null, or an object with fill, padding,
// defaultWidth, defaultHeight fields.
function sizingPolicy(el) {
var sizingEl = document.querySelector("script[data-for='" + el.id + "'][type='application/htmlwidget-sizing']");
if (!sizingEl)
return null;
var sp = JSON.parse(sizingEl.textContent || sizingEl.text || "{}");
if (viewerMode) {
return sp.viewer;
} else {
return sp.browser;
}
}
// @param tasks Array of strings (or falsy value, in which case no-op).
// Each element must be a valid JavaScript expression that yields a
// function. Or, can be an array of objects with "code" and "data"
// properties; in this case, the "code" property should be a string
// of JS that's an expr that yields a function, and "data" should be
// an object that will be added as an additional argument when that
// function is called.
// @param target The object that will be "this" for each function
// execution.
// @param args Array of arguments to be passed to the functions. (The
// same arguments will be passed to all functions.)
function evalAndRun(tasks, target, args) {
if (tasks) {
forEach(tasks, function(task) {
var theseArgs = args;
if (typeof(task) === "object") {
theseArgs = theseArgs.concat([task.data]);
task = task.code;
}
var taskFunc = tryEval(task);
if (typeof(taskFunc) !== "function") {
throw new Error("Task must be a function! Source:\n" + task);
}
taskFunc.apply(target, theseArgs);
});
}
}
// Attempt eval() both with and without enclosing in parentheses.
// Note that enclosing coerces a function declaration into
// an expression that eval() can parse
// (otherwise, a SyntaxError is thrown)
function tryEval(code) {
var result = null;
try {
result = eval("(" + code + ")");
} catch(error) {
if (!(error instanceof SyntaxError)) {
throw error;
}
try {
result = eval(code);
} catch(e) {
if (e instanceof SyntaxError) {
throw error;
} else {
throw e;
}
}
}
return result;
}
function initSizing(el) {
var sizing = sizingPolicy(el);
if (!sizing)
return;
var cel = document.getElementById("htmlwidget_container");
if (!cel)
return;
if (typeof(sizing.padding) !== "undefined") {
document.body.style.margin = "0";
document.body.style.padding = paddingToCss(unpackPadding(sizing.padding));
}
if (sizing.fill) {
document.body.style.overflow = "hidden";
document.body.style.width = "100%";
document.body.style.height = "100%";
document.documentElement.style.width = "100%";
document.documentElement.style.height = "100%";
if (cel) {
cel.style.position = "absolute";
var pad = unpackPadding(sizing.padding);
cel.style.top = pad.top + "px";
cel.style.right = pad.right + "px";
cel.style.bottom = pad.bottom + "px";
cel.style.left = pad.left + "px";
el.style.width = "100%";
el.style.height = "100%";
}
return {
getWidth: function() { return cel.offsetWidth; },
getHeight: function() { return cel.offsetHeight; }
};
} else {
el.style.width = px(sizing.width);
el.style.height = px(sizing.height);
return {
getWidth: function() { return el.offsetWidth; },
getHeight: function() { return el.offsetHeight; }
};
}
}
// Default implementations for methods
var defaults = {
find: function(scope) {
return querySelectorAll(scope, "." + this.name);
},
renderError: function(el, err) {
var $el = $(el);
this.clearError(el);
// Add all these error classes, as Shiny does
var errClass = "shiny-output-error";
if (err.type !== null) {
// use the classes of the error condition as CSS class names
errClass = errClass + " " + $.map(asArray(err.type), function(type) {
return errClass + "-" + type;
}).join(" ");
}
errClass = errClass + " htmlwidgets-error";
// Is el inline or block? If inline or inline-block, just display:none it
// and add an inline error.
var display = $el.css("display");
$el.data("restore-display-mode", display);
if (display === "inline" || display === "inline-block") {
$el.hide();
if (err.message !== "") {
var errorSpan = $("<span>").addClass(errClass);
errorSpan.text(err.message);
$el.after(errorSpan);
}
} else if (display === "block") {
// If block, add an error just after the el, set visibility:none on the
// el, and position the error to be on top of the el.
// Mark it with a unique ID and CSS class so we can remove it later.
$el.css("visibility", "hidden");
if (err.message !== "") {
var errorDiv = $("<div>").addClass(errClass).css("position", "absolute")
.css("top", el.offsetTop)
.css("left", el.offsetLeft)
// setting width can push out the page size, forcing otherwise
// unnecessary scrollbars to appear and making it impossible for
// the element to shrink; so use max-width instead
.css("maxWidth", el.offsetWidth)
.css("height", el.offsetHeight);
errorDiv.text(err.message);
$el.after(errorDiv);
// Really dumb way to keep the size/position of the error in sync with
// the parent element as the window is resized or whatever.
var intId = setInterval(function() {
if (!errorDiv[0].parentElement) {
clearInterval(intId);
return;
}
errorDiv
.css("top", el.offsetTop)
.css("left", el.offsetLeft)
.css("maxWidth", el.offsetWidth)
.css("height", el.offsetHeight);
}, 500);
}
}
},
clearError: function(el) {
var $el = $(el);
var display = $el.data("restore-display-mode");
$el.data("restore-display-mode", null);
if (display === "inline" || display === "inline-block") {
if (display)
$el.css("display", display);
$(el.nextSibling).filter(".htmlwidgets-error").remove();
} else if (display === "block"){
$el.css("visibility", "inherit");
$(el.nextSibling).filter(".htmlwidgets-error").remove();
}
},
sizing: {}
};
// Called by widget bindings to register a new type of widget. The definition
// object can contain the following properties:
// - name (required) - A string indicating the binding name, which will be
// used by default as the CSS classname to look for.
// - initialize (optional) - A function(el) that will be called once per
// widget element; if a value is returned, it will be passed as the third
// value to renderValue.
// - renderValue (required) - A function(el, data, initValue) that will be
// called with data. Static contexts will cause this to be called once per
// element; Shiny apps will cause this to be called multiple times per
// element, as the data changes.
window.HTMLWidgets.widget = function(definition) {
if (!definition.name) {
throw new Error("Widget must have a name");
}
if (!definition.type) {
throw new Error("Widget must have a type");
}
// Currently we only support output widgets
if (definition.type !== "output") {
throw new Error("Unrecognized widget type '" + definition.type + "'");
}
// TODO: Verify that .name is a valid CSS classname
// Support new-style instance-bound definitions. Old-style class-bound
// definitions have one widget "object" per widget per type/class of
// widget; the renderValue and resize methods on such widget objects
// take el and instance arguments, because the widget object can't
// store them. New-style instance-bound definitions have one widget
// object per widget instance; the definition that's passed in doesn't
// provide renderValue or resize methods at all, just the single method
// factory(el, width, height)
// which returns an object that has renderValue(x) and resize(w, h).
// This enables a far more natural programming style for the widget
// author, who can store per-instance state using either OO-style
// instance fields or functional-style closure variables (I guess this
// is in contrast to what can only be called C-style pseudo-OO which is
// what we required before).
if (definition.factory) {
definition = createLegacyDefinitionAdapter(definition);
}
if (!definition.renderValue) {
throw new Error("Widget must have a renderValue function");
}
// For static rendering (non-Shiny), use a simple widget registration
// scheme. We also use this scheme for Shiny apps/documents that also
// contain static widgets.
window.HTMLWidgets.widgets = window.HTMLWidgets.widgets || [];
// Merge defaults into the definition; don't mutate the original definition.
var staticBinding = extend({}, defaults, definition);
overrideMethod(staticBinding, "find", function(superfunc) {
return function(scope) {
var results = superfunc(scope);
// Filter out Shiny outputs, we only want the static kind
return filterByClass(results, "html-widget-output", false);
};
});
window.HTMLWidgets.widgets.push(staticBinding);
if (shinyMode) {
// Shiny is running. Register the definition with an output binding.
// The definition itself will not be the output binding, instead
// we will make an output binding object that delegates to the
// definition. This is because we foolishly used the same method
// name (renderValue) for htmlwidgets definition and Shiny bindings
// but they actually have quite different semantics (the Shiny
// bindings receive data that includes lots of metadata that it
// strips off before calling htmlwidgets renderValue). We can't
// just ignore the difference because in some widgets it's helpful
// to call this.renderValue() from inside of resize(), and if
// we're not delegating, then that call will go to the Shiny
// version instead of the htmlwidgets version.
// Merge defaults with definition, without mutating either.
var bindingDef = extend({}, defaults, definition);
// This object will be our actual Shiny binding.
var shinyBinding = new Shiny.OutputBinding();
// With a few exceptions, we'll want to simply use the bindingDef's
// version of methods if they are available, otherwise fall back to
// Shiny's defaults. NOTE: If Shiny's output bindings gain additional
// methods in the future, and we want them to be overrideable by
// HTMLWidget binding definitions, then we'll need to add them to this
// list.
delegateMethod(shinyBinding, bindingDef, "getId");
delegateMethod(shinyBinding, bindingDef, "onValueChange");
delegateMethod(shinyBinding, bindingDef, "onValueError");
delegateMethod(shinyBinding, bindingDef, "renderError");
delegateMethod(shinyBinding, bindingDef, "clearError");
delegateMethod(shinyBinding, bindingDef, "showProgress");
// The find, renderValue, and resize are handled differently, because we
// want to actually decorate the behavior of the bindingDef methods.
shinyBinding.find = function(scope) {
var results = bindingDef.find(scope);
// Only return elements that are Shiny outputs, not static ones
var dynamicResults = results.filter(".html-widget-output");
// It's possible that whatever caused Shiny to think there might be
// new dynamic outputs, also caused there to be new static outputs.
// Since there might be lots of different htmlwidgets bindings, we
// schedule execution for later--no need to staticRender multiple
// times.
if (results.length !== dynamicResults.length)
scheduleStaticRender();
return dynamicResults;
};
// Wrap renderValue to handle initialization, which unfortunately isn't
// supported natively by Shiny at the time of this writing.
shinyBinding.renderValue = function(el, data) {
Shiny.renderDependencies(data.deps);
// Resolve strings marked as javascript literals to objects
if (!(data.evals instanceof Array)) data.evals = [data.evals];
for (var i = 0; data.evals && i < data.evals.length; i++) {
window.HTMLWidgets.evaluateStringMember(data.x, data.evals[i]);
}
if (!bindingDef.renderOnNullValue) {
if (data.x === null) {
el.style.visibility = "hidden";
return;
} else {
el.style.visibility = "inherit";
}
}
if (!elementData(el, "initialized")) {
initSizing(el);
elementData(el, "initialized", true);
if (bindingDef.initialize) {
var result = bindingDef.initialize(el, el.offsetWidth,
el.offsetHeight);
elementData(el, "init_result", result);
}
}
bindingDef.renderValue(el, data.x, elementData(el, "init_result"));
evalAndRun(data.jsHooks.render, elementData(el, "init_result"), [el, data.x]);
};
// Only override resize if bindingDef implements it
if (bindingDef.resize) {
shinyBinding.resize = function(el, width, height) {
// Shiny can call resize before initialize/renderValue have been
// called, which doesn't make sense for widgets.
if (elementData(el, "initialized")) {
bindingDef.resize(el, width, height, elementData(el, "init_result"));
}
};
}
Shiny.outputBindings.register(shinyBinding, bindingDef.name);
}
};
var scheduleStaticRenderTimerId = null;
function scheduleStaticRender() {
if (!scheduleStaticRenderTimerId) {
scheduleStaticRenderTimerId = setTimeout(function() {
scheduleStaticRenderTimerId = null;
window.HTMLWidgets.staticRender();
}, 1);
}
}
// Render static widgets after the document finishes loading
// Statically render all elements that are of this widget's class
window.HTMLWidgets.staticRender = function() {
var bindings = window.HTMLWidgets.widgets || [];
forEach(bindings, function(binding) {
var matches = binding.find(document.documentElement);
forEach(matches, function(el) {
var sizeObj = initSizing(el, binding);
if (hasClass(el, "html-widget-static-bound"))
return;
el.className = el.className + " html-widget-static-bound";
var initResult;
if (binding.initialize) {
initResult = binding.initialize(el,
sizeObj ? sizeObj.getWidth() : el.offsetWidth,
sizeObj ? sizeObj.getHeight() : el.offsetHeight
);
elementData(el, "init_result", initResult);
}
if (binding.resize) {
var lastSize = {
w: sizeObj ? sizeObj.getWidth() : el.offsetWidth,
h: sizeObj ? sizeObj.getHeight() : el.offsetHeight
};
var resizeHandler = function(e) {
var size = {
w: sizeObj ? sizeObj.getWidth() : el.offsetWidth,
h: sizeObj ? sizeObj.getHeight() : el.offsetHeight
};
if (size.w === 0 && size.h === 0)
return;
if (size.w === lastSize.w && size.h === lastSize.h)
return;
lastSize = size;
binding.resize(el, size.w, size.h, initResult);
};
on(window, "resize", resizeHandler);
// This is needed for cases where we're running in a Shiny
// app, but the widget itself is not a Shiny output, but
// rather a simple static widget. One example of this is
// an rmarkdown document that has runtime:shiny and widget
// that isn't in a render function. Shiny only knows to
// call resize handlers for Shiny outputs, not for static
// widgets, so we do it ourselves.
if (window.jQuery) {
window.jQuery(document).on(
"shown.htmlwidgets shown.bs.tab.htmlwidgets shown.bs.collapse.htmlwidgets",
resizeHandler
);
window.jQuery(document).on(
"hidden.htmlwidgets hidden.bs.tab.htmlwidgets hidden.bs.collapse.htmlwidgets",
resizeHandler
);
}
// This is needed for the specific case of ioslides, which
// flips slides between display:none and display:block.
// Ideally we would not have to have ioslide-specific code
// here, but rather have ioslides raise a generic event,
// but the rmarkdown package just went to CRAN so the
// window to getting that fixed may be long.
if (window.addEventListener) {
// It's OK to limit this to window.addEventListener
// browsers because ioslides itself only supports
// such browsers.
on(document, "slideenter", resizeHandler);
on(document, "slideleave", resizeHandler);
}
}
var scriptData = document.querySelector("script[data-for='" + el.id + "'][type='application/json']");
if (scriptData) {
var data = JSON.parse(scriptData.textContent || scriptData.text);
// Resolve strings marked as javascript literals to objects
if (!(data.evals instanceof Array)) data.evals = [data.evals];
for (var k = 0; data.evals && k < data.evals.length; k++) {
window.HTMLWidgets.evaluateStringMember(data.x, data.evals[k]);
}
binding.renderValue(el, data.x, initResult);
evalAndRun(data.jsHooks.render, initResult, [el, data.x]);
}
});
});
invokePostRenderHandlers();
}
function has_jQuery3() {
if (!window.jQuery) {
return false;
}
var $version = window.jQuery.fn.jquery;
var $major_version = parseInt($version.split(".")[0]);
return $major_version >= 3;
}
/*
/ Shiny 1.4 bumped jQuery from 1.x to 3.x which means jQuery's
/ on-ready handler (i.e., $(fn)) is now asyncronous (i.e., it now
/ really means $(setTimeout(fn)).
/ https://jquery.com/upgrade-guide/3.0/#breaking-change-document-ready-handlers-are-now-asynchronous
/
/ Since Shiny uses $() to schedule initShiny, shiny>=1.4 calls initShiny
/ one tick later than it did before, which means staticRender() is
/ called renderValue() earlier than (advanced) widget authors might be expecting.
/ https://github.com/rstudio/shiny/issues/2630
/
/ For a concrete example, leaflet has some methods (e.g., updateBounds)
/ which reference Shiny methods registered in initShiny (e.g., setInputValue).
/ Since leaflet is privy to this life-cycle, it knows to use setTimeout() to
/ delay execution of those methods (until Shiny methods are ready)
/ https://github.com/rstudio/leaflet/blob/18ec981/javascript/src/index.js#L266-L268
/
/ Ideally widget authors wouldn't need to use this setTimeout() hack that
/ leaflet uses to call Shiny methods on a staticRender(). In the long run,
/ the logic initShiny should be broken up so that method registration happens
/ right away, but binding happens later.
*/
function maybeStaticRenderLater() {
if (shinyMode && has_jQuery3()) {
window.jQuery(window.HTMLWidgets.staticRender);
} else {
window.HTMLWidgets.staticRender();
}
}
if (document.addEventListener) {
document.addEventListener("DOMContentLoaded", function() {
document.removeEventListener("DOMContentLoaded", arguments.callee, false);
maybeStaticRenderLater();
}, false);
} else if (document.attachEvent) {
document.attachEvent("onreadystatechange", function() {
if (document.readyState === "complete") {
document.detachEvent("onreadystatechange", arguments.callee);
maybeStaticRenderLater();
}
});
}
window.HTMLWidgets.getAttachmentUrl = function(depname, key) {
// If no key, default to the first item
if (typeof(key) === "undefined")
key = 1;
var link = document.getElementById(depname + "-" + key + "-attachment");
if (!link) {
throw new Error("Attachment " + depname + "/" + key + " not found in document");
}
return link.getAttribute("href");
};
window.HTMLWidgets.dataframeToD3 = function(df) {
var names = [];
var length;
for (var name in df) {
if (df.hasOwnProperty(name))
names.push(name);
if (typeof(df[name]) !== "object" || typeof(df[name].length) === "undefined") {
throw new Error("All fields must be arrays");
} else if (typeof(length) !== "undefined" && length !== df[name].length) {
throw new Error("All fields must be arrays of the same length");
}
length = df[name].length;
}
var results = [];
var item;
for (var row = 0; row < length; row++) {
item = {};
for (var col = 0; col < names.length; col++) {
item[names[col]] = df[names[col]][row];
}
results.push(item);
}
return results;
};
window.HTMLWidgets.transposeArray2D = function(array) {
if (array.length === 0) return array;
var newArray = array[0].map(function(col, i) {
return array.map(function(row) {
return row[i]
})
});
return newArray;
};
// Split value at splitChar, but allow splitChar to be escaped
// using escapeChar. Any other characters escaped by escapeChar
// will be included as usual (including escapeChar itself).
function splitWithEscape(value, splitChar, escapeChar) {
var results = [];
var escapeMode = false;
var currentResult = "";
for (var pos = 0; pos < value.length; pos++) {
if (!escapeMode) {
if (value[pos] === splitChar) {
results.push(currentResult);
currentResult = "";
} else if (value[pos] === escapeChar) {
escapeMode = true;
} else {
currentResult += value[pos];
}
} else {
currentResult += value[pos];
escapeMode = false;
}
}
if (currentResult !== "") {
results.push(currentResult);
}
return results;
}
// Function authored by Yihui/JJ Allaire
window.HTMLWidgets.evaluateStringMember = function(o, member) {
var parts = splitWithEscape(member, '.', '\\');
for (var i = 0, l = parts.length; i < l; i++) {
var part = parts[i];
// part may be a character or 'numeric' member name
if (o !== null && typeof o === "object" && part in o) {
if (i == (l - 1)) { // if we are at the end of the line then evalulate
if (typeof o[part] === "string")
o[part] = tryEval(o[part]);
} else { // otherwise continue to next embedded object
o = o[part];
}
}
}
};
// Retrieve the HTMLWidget instance (i.e. the return value of an
// HTMLWidget binding's initialize() or factory() function)
// associated with an element, or null if none.
window.HTMLWidgets.getInstance = function(el) {
return elementData(el, "init_result");
};
// Finds the first element in the scope that matches the selector,
// and returns the HTMLWidget instance (i.e. the return value of
// an HTMLWidget binding's initialize() or factory() function)
// associated with that element, if any. If no element matches the
// selector, or the first matching element has no HTMLWidget
// instance associated with it, then null is returned.
//
// The scope argument is optional, and defaults to window.document.
window.HTMLWidgets.find = function(scope, selector) {
if (arguments.length == 1) {
selector = scope;
scope = document;
}
var el = scope.querySelector(selector);
if (el === null) {
return null;
} else {
return window.HTMLWidgets.getInstance(el);
}
};
// Finds all elements in the scope that match the selector, and
// returns the HTMLWidget instances (i.e. the return values of
// an HTMLWidget binding's initialize() or factory() function)
// associated with the elements, in an array. If elements that
// match the selector don't have an associated HTMLWidget
// instance, the returned array will contain nulls.
//
// The scope argument is optional, and defaults to window.document.
window.HTMLWidgets.findAll = function(scope, selector) {
if (arguments.length == 1) {
selector = scope;
scope = document;
}
var nodes = scope.querySelectorAll(selector);
var results = [];
for (var i = 0; i < nodes.length; i++) {
results.push(window.HTMLWidgets.getInstance(nodes[i]));
}
return results;
};
var postRenderHandlers = [];
function invokePostRenderHandlers() {
while (postRenderHandlers.length) {
var handler = postRenderHandlers.shift();
if (handler) {
handler();
}
}
}
// Register the given callback function to be invoked after the
// next time static widgets are rendered.
window.HTMLWidgets.addPostRenderHandler = function(callback) {
postRenderHandlers.push(callback);
};
// Takes a new-style instance-bound definition, and returns an
// old-style class-bound definition. This saves us from having
// to rewrite all the logic in this file to accomodate both
// types of definitions.
function createLegacyDefinitionAdapter(defn) {
var result = {
name: defn.name,
type: defn.type,
initialize: function(el, width, height) {
return defn.factory(el, width, height);
},
renderValue: function(el, x, instance) {
return instance.renderValue(x);
},
resize: function(el, width, height, instance) {
return instance.resize(width, height);
}
};
if (defn.find)
result.find = defn.find;
if (defn.renderError)
result.renderError = defn.renderError;
if (defn.clearError)
result.clearError = defn.clearError;
return result;
}
})();
</script>
<script>/* el is the div, holding the rgl object as el.rglinstance,
which holds x as el.rglinstance.scene
x is the JSON encoded rglwidget.
*/
HTMLWidgets.widget({
name: 'rglWebGL',
type: 'output',
factory: function(el, width, height) {
el.width = width;
el.height = height;
var rgl = new rglwidgetClass(),
onchangeselection = function(e) {
for (var i = 0; i < rgl.scene.crosstalk.sel_handle.length; i++)
rgl.clearBrush(except = e.rglSubsceneId);
rgl.selection(e, false);
},
onchangefilter = function(e) {
rgl.selection(e, true);
};
return {
renderValue: function(x) {
var i, pel, player, groups,
inShiny = (typeof Shiny !== "undefined");
x.crosstalk.group = groups = [].concat(x.crosstalk.group);
x.crosstalk.id = [].concat(x.crosstalk.id);
x.crosstalk.key = [].concat(x.crosstalk.key);
x.crosstalk.sel_handle = new Array(groups.length);
x.crosstalk.fil_handle = new Array(groups.length);
x.crosstalk.selection = [];
for (i = 0; i < groups.length; i++) {
x.crosstalk.sel_handle[i] = new crosstalk.SelectionHandle(groups[i], {sharedId: x.crosstalk.id[i]});
x.crosstalk.sel_handle[i].on("change", onchangeselection);
x.crosstalk.fil_handle[i] = new crosstalk.FilterHandle(groups[i], {sharedId: x.crosstalk.id[i]});
x.crosstalk.fil_handle[i].on("change", onchangefilter);
}
if (inShiny) {
// Shiny calls this multiple times, so we need extra cleanup
// between
rgl.sphere = undefined;
}
rgl.initialize(el, x);
rgl.initGL();
/* We might have been called after (some of) the players were rendered.
We need to make sure we respond to their initial values. */
if (typeof x.players !== "undefined") {
var players = [].concat(x.players);
for (i = 0; i < players.length; i++) {
pel = document.getElementById(players[i]);
if (pel) {
player = pel.rglPlayer;
if (player && (!player.initialized || inShiny)) {
rgl.Player(pel, player);
player.initialized = true;
}
}
}
}
rgl.drag = 0;
rgl.drawScene();
},
resize: function(width, height) {
el.width = width;
el.height = height;
el.rglinstance.resize(el);
el.rglinstance.drawScene();
}
};
}
});
</script>
<style type="text/css">.rglPlayer {
width: auto;
height: auto;
}
.rglPlayer .rgl-button {
width: auto;
display: inline-block;
font-size: 75%;
}
.rglPlayer .rgl-slider {
display: inline-block;
width: 30%;
}
.rglPlayer .rgl-label {
display: inline;
padding-left: 6px;
padding-right: 6px;
}
</style>
<script>//// To generate the help pages for this library, use
// jsdoc --template /usr/local/lib/node_modules/foodoc/template *.src.js -R README.md -c JSDoc.json
// To test, set environment variable RGL_DEBUGGING=true
// before building.
/* globals rglwidgetClass: true */
/**
* The class of an rgl widget
* @class
*/
rglwidgetClass = function() {
this.canvas = null;
this.userMatrix = new CanvasMatrix4();
this.types = [];
this.prMatrix = new CanvasMatrix4();
this.mvMatrix = new CanvasMatrix4();
this.vp = null;
this.prmvMatrix = null;
this.origs = null;
this.gl = null;
this.scene = null;
this.select = {state: "inactive", subscene: null, region: {p1: {x:0, y:0}, p2: {x:0, y:0}}};
this.drawing = false;
};
rglwidgetClass.prototype.f_is_lit = 1;
rglwidgetClass.prototype.f_is_smooth = 2;
rglwidgetClass.prototype.f_has_texture = 4;
rglwidgetClass.prototype.f_depth_sort = 8;
rglwidgetClass.prototype.f_fixed_quads = 16;
rglwidgetClass.prototype.f_is_transparent = 32;
rglwidgetClass.prototype.f_is_lines = 64;
rglwidgetClass.prototype.f_sprites_3d = 128;
rglwidgetClass.prototype.f_is_subscene = 256;
rglwidgetClass.prototype.f_is_clipplanes = 512;
rglwidgetClass.prototype.f_fixed_size = 1024;
rglwidgetClass.prototype.f_is_points = 2048;
rglwidgetClass.prototype.f_is_twosided = 4096;
rglwidgetClass.prototype.f_fat_lines = 8192;
rglwidgetClass.prototype.f_is_brush = 16384;
rglwidgetClass.prototype.f_has_fog = 32768;
rglwidgetClass.prototype.fogNone = 0;
rglwidgetClass.prototype.fogLinear = 1;
rglwidgetClass.prototype.fogExp = 2;
rglwidgetClass.prototype.fogExp2 = 3;
/**
* Methods related to obsolete approaches.
* @name ___OBSOLETE_METHODS___
* @memberof rglwidgetClass
* @kind function
* @instance
*/
/**
* Start the writeWebGL scene. This is only used by writeWebGL; rglwidget has
no debug element.
*/
rglwidgetClass.prototype.start = function() {
if (typeof this.prefix !== "undefined") {
this.debugelement = document.getElementById(this.prefix + "debug");
this.debug("");
}
this.drag = 0;
this.drawScene();
};
</script>
<script> /**
* Utility methods
* @name ___UTILITY_METHODS___
* @memberof rglwidgetClass
* @kind function
* @instance
*/
/**
* Multiply matrix by vector
* @returns {number[]}
* @param M {number[][]} Left operand
* @param v {number[]} Right operand
*/
rglwidgetClass.prototype.multMV = function(M, v) {
return [ M.m11 * v[0] + M.m12 * v[1] + M.m13 * v[2] + M.m14 * v[3],
M.m21 * v[0] + M.m22 * v[1] + M.m23 * v[2] + M.m24 * v[3],
M.m31 * v[0] + M.m32 * v[1] + M.m33 * v[2] + M.m34 * v[3],
M.m41 * v[0] + M.m42 * v[1] + M.m43 * v[2] + M.m44 * v[3]
];
};
/**
* Multiply row vector by Matrix
* @returns {number[]}
* @param v {number[]} left operand
* @param M {number[][]} right operand
*/
rglwidgetClass.prototype.multVM = function(v, M) {
return [ M.m11 * v[0] + M.m21 * v[1] + M.m31 * v[2] + M.m41 * v[3],
M.m12 * v[0] + M.m22 * v[1] + M.m32 * v[2] + M.m42 * v[3],
M.m13 * v[0] + M.m23 * v[1] + M.m33 * v[2] + M.m43 * v[3],
M.m14 * v[0] + M.m24 * v[1] + M.m34 * v[2] + M.m44 * v[3]
];
};
/**
* Euclidean length of a vector
* @returns {number}
* @param v {number[]}
*/
rglwidgetClass.prototype.vlen = function(v) {
return Math.sqrt(this.dotprod(v, v));
};
/**
* Dot product of two vectors
* @instance rglwidgetClass
* @returns {number}
* @param a {number[]}
* @param b {number[]}
*/
rglwidgetClass.prototype.dotprod = function(a, b) {
return a[0]*b[0] + a[1]*b[1] + a[2]*b[2];
};
/**
* Cross product of two vectors
* @returns {number[]}
* @param a {number[]}
* @param b {number[]}
*/
rglwidgetClass.prototype.xprod = function(a, b) {
return [a[1]*b[2] - a[2]*b[1],
a[2]*b[0] - a[0]*b[2],
a[0]*b[1] - a[1]*b[0]];
};
/**
* Bind vectors or matrices by columns
* @returns {number[][]}
* @param a {number[][]}
* @param b {number[]|number[][]}
*/
rglwidgetClass.prototype.cbind = function(a, b) {
if (b.length < a.length)
b = this.repeatToLen(b, a.length);
else if (a.length < b.length)
a = this.repeatToLen(a, b.length);
return a.map(function(currentValue, index) {
return currentValue.concat(b[index]);
});
};
/**
* Swap elements
* @returns {any[]}
* @param a {any[]}
* @param i {number} Element to swap
* @param j {number} Other element to swap
*/
rglwidgetClass.prototype.swap = function(a, i, j) {
var temp = a[i];
a[i] = a[j];
a[j] = temp;
};
/**
* Flatten a matrix into a vector
* @returns {any[]}
* @param a {any[][]}
*/
rglwidgetClass.prototype.flatten = function(arr, result) {
var value;
if (typeof result === "undefined") result = [];
for (var i = 0, length = arr.length; i < length; i++) {
value = arr[i];
if (Array.isArray(value)) {
this.flatten(value, result);
} else {
result.push(value);
}
}
return result;
};
/**
* set element of 1d or 2d array as if it was flattened.
* Column major, zero based!
* @returns {any[]|any[][]}
* @param {any[]|any[][]} a - array
* @param {number} i - element
* @param {any} value
*/
rglwidgetClass.prototype.setElement = function(a, i, value) {
if (Array.isArray(a[0])) {
var dim = a.length,
col = Math.floor(i/dim),
row = i % dim;
a[row][col] = value;
} else {
a[i] = value;
}
};
/**
* Transpose an array
* @returns {any[][]}
* @param {any[][]} a
*/
rglwidgetClass.prototype.transpose = function(a) {
var newArray = [],
n = a.length,
m = a[0].length,
i;
for(i = 0; i < m; i++){
newArray.push([]);
}
for(i = 0; i < n; i++){
for(var j = 0; j < m; j++){
newArray[j].push(a[i][j]);
}
}
return newArray;
};
/**
* Calculate sum of squares of a numeric vector
* @returns {number}
* @param {number[]} x
*/
rglwidgetClass.prototype.sumsq = function(x) {
var result = 0, i;
for (i=0; i < x.length; i++)
result += x[i]*x[i];
return result;
};
/**
* Convert a matrix to a CanvasMatrix4
* @returns {CanvasMatrix4}
* @param {number[][]|number[]} mat
*/
rglwidgetClass.prototype.toCanvasMatrix4 = function(mat) {
if (mat instanceof CanvasMatrix4)
return mat;
var result = new CanvasMatrix4();
mat = this.flatten(this.transpose(mat));
result.load(mat);
return result;
};
/**
* Convert an R-style numeric colour string to an rgb vector
* @returns {number[]}
* @param {string} s
*/
/* jshint bitwise:false */
rglwidgetClass.prototype.stringToRgb = function(s) {
s = s.replace("#", "");
var bigint = parseInt(s, 16);
return [((bigint >> 16) & 255)/255,
((bigint >> 8) & 255)/255,
(bigint & 255)/255];
};
/* jshint bitwise:true */
/**
* Which list does a particular id come from?
* @returns { string }
* @param {number} id The id to look up.
*/
rglwidgetClass.prototype.whichList = function(id) {
var obj = this.getObj(id),
flags = obj.flags;
if (obj.type === "light")
return "lights";
if (this.isSet(flags, this.f_is_subscene))
return "subscenes";
if (this.isSet(flags, this.f_is_clipplanes))
return "clipplanes";
if (this.isSet(flags, this.f_is_transparent))
return "transparent";
return "opaque";
};
/**
* Take a component-by-component product of two 3 vectors
* @returns {number[]}
* @param {number[]} x
* @param {number[]} y
*/
rglwidgetClass.prototype.componentProduct = function(x, y) {
if (typeof y === "undefined") {
this.alertOnce("Bad arg to componentProduct");
}
var result = new Float32Array(3), i;
for (i = 0; i<3; i++)
result[i] = x[i]*y[i];
return result;
};
/**
* Get next higher power of two
* @returns { number }
* @param { number } value - input value
*/
rglwidgetClass.prototype.getPowerOfTwo = function(value) {
var pow = 1;
while(pow<value) {
pow *= 2;
}
return pow;
};
/**
* Unique entries
* @returns { any[] }
* @param { any[] } arr - An array
*/
rglwidgetClass.prototype.unique = function(arr) {
arr = [].concat(arr);
return arr.filter(function(value, index, self) {
return self.indexOf(value) === index;
});
};
/**
* Shallow compare of arrays
* @returns { boolean }
* @param { any[] } a - An array
* @param { any[] } b - Another array
*/
rglwidgetClass.prototype.equalArrays = function(a, b) {
return a === b || (a && b &&
a.length === b.length &&
a.every(function(v, i) {return v === b[i];}));
};
/**
* Repeat an array to a desired length
* @returns {any[]}
* @param {any | any[]} arr The input array
* @param {number} len The desired output length
*/
rglwidgetClass.prototype.repeatToLen = function(arr, len) {
arr = [].concat(arr);
if (!arr.length)
throw new RangeError("array is length 0");
while (arr.length < len/2)
arr = arr.concat(arr);
return arr.concat(arr.slice(0, len - arr.length));
};
/**
* Give a single alert message, not to be repeated.
* @param {string} msg The message to give.
*/
rglwidgetClass.prototype.alertOnce = function(msg) {
// debugger;
if (typeof this.alerted !== "undefined")
return;
this.alerted = true;
alert(msg);
};
/**
* Get an object by id number.
* @returns { Object }
* @param {number} id
*/
rglwidgetClass.prototype.getObj = function(id) {
if (typeof id !== "number") {
this.alertOnce("getObj id is "+typeof id);
}
return this.scene.objects[id];
};
/**
* Get ids of a particular type from a subscene or the whole scene
* @returns { number[] }
* @param {string} type What type of object?
* @param {number} subscene Which subscene? If not given, find in the whole scene
*/
rglwidgetClass.prototype.getIdsByType = function(type, subscene) {
var
result = [], i, self = this, ids;
if (typeof subscene === "undefined") {
Object.keys(this.scene.objects).forEach(
function(key) {
key = parseInt(key, 10);
if (self.getObj(key).type === type)
result.push(key);
});
} else {
ids = this.getObj(subscene).objects;
for (i=0; i < ids.length; i++) {
if (this.getObj(ids[i]).type === type) {
result.push(ids[i]);
}
}
}
return result;
};
/**
* Get a particular material property for an obj
* @returns { any }
* @param {object} obj Which object?
* @param {string} property Which material property?
*/
rglwidgetClass.prototype.getMaterial = function(obj, property) {
var mat;
if (typeof obj.material === "undefined")
console.error("material undefined");
mat = obj.material[property];
if (typeof mat === "undefined")
mat = this.scene.material[property];
return mat;
};
/**
* Get a particular material property for an id
* @returns { any }
* @param {number} id Which object?
* @param {string} property Which material property?
*/
rglwidgetClass.prototype.getMaterialId = function(id, property) {
var obj = this.getObj(id);
return this.getMaterial(obj, property);
};
rglwidgetClass.prototype.getAdj = function (obj, index, offset, text) {
var len, pos;
if (typeof obj.pos === "undefined")
return this.flatten(obj.adj);
pos = obj.pos[index % obj.pos.length];
switch(pos) {
case 0: return [0.5, 0.5, 0.5];
case 1: return [0.5, 1 + offset, 0.5];
case 3: return [0.5, -offset, 0.5];
case 5: return [0.5, 0.5, -offset];
case 6: return [0.5, 0.5, 1 + offset];
case 2:
case 4: if (typeof text === "undefined")
len = 1;
else
len = text.length;
if (pos === 2)
return [1 + offset/len, 0.5, 0.5];
else
return [-offset/len, 0.5, 0.5];
}
};
/**
* Count clipping planes in a scene
* @returns {number}
*/
rglwidgetClass.prototype.countClipplanes = function() {
return this.countObjs("clipplanes");
};
/**
* Count lights in a scene
* @returns { number }
*/
rglwidgetClass.prototype.countLights = function() {
return this.countObjs("light");
};
/**
* Count objects of specific type in a scene
* @returns { number }
* @param { string } type - Type of object to count
*/
rglwidgetClass.prototype.countObjs = function(type) {
var self = this,
bound = 0;
Object.keys(this.scene.objects).forEach(
function(key) {
if (self.getObj(parseInt(key, 10)).type === type)
bound = bound + 1;
});
return bound;
};
/**
* Display a debug message
* @param { string } msg - The message to display
* @param { Object } [img] - Image to insert before message
*/
rglwidgetClass.prototype.debug = function(msg, img) {
if (typeof this.debugelement !== "undefined" && this.debugelement !== null) {
this.debugelement.innerHTML = msg;
if (typeof img !== "undefined") {
this.debugelement.insertBefore(img, this.debugelement.firstChild);
}
} else if (msg !== "")
alert(msg);
};
/**
* If we are in an ioslides or slidy presentation, get the
* DOM element of the current slide
* @returns { Object }
*/
rglwidgetClass.prototype.getSlide = function() {
var result = this.el, done = false;
while (result && !done && this.scene.context.rmarkdown) {
switch(this.scene.context.rmarkdown) {
case "ioslides_presentation":
if (result.tagName === "SLIDE") return result;
break;
case "slidy_presentation":
if (result.tagName === "DIV" && result.classList.contains("slide"))
return result;
break;
default: return null;
}
result = result.parentElement;
}
return null;
};
/**
* Is this scene visible in the browser?
* @returns { boolean }
*/
rglwidgetClass.prototype.isInBrowserViewport = function() {
var rect = this.canvas.getBoundingClientRect(),
windHeight = (window.innerHeight || document.documentElement.clientHeight),
windWidth = (window.innerWidth || document.documentElement.clientWidth);
if (this.scene.context && this.scene.context.rmarkdown !== null) {
if (this.slide)
return (this.scene.context.rmarkdown === "ioslides_presentation" &&
this.slide.classList.contains("current")) ||
(this.scene.context.rmarkdown === "slidy_presentation" &&
!this.slide.classList.contains("hidden"));
}
return (
rect.top >= -windHeight &&
rect.left >= -windWidth &&
rect.bottom <= 2*windHeight &&
rect.right <= 2*windWidth);
};
rglwidgetClass.prototype.keydiff = function(obj1, obj2) {
var keys = Object.keys(obj1), i, result = [];
for (i=0;i<keys.length;i++) {
if (typeof obj1[keys[i]] !== "undefined" &&
typeof obj2[keys[i]] === "undefined")
result.push(keys[i]);
}
return result;
};
rglwidgetClass.prototype.isSet = function(flags, flag) {
/* jshint bitwise: false */
return (flags & flag) !== 0;
/* jshint bitwise: true */
};
rglwidgetClass.prototype.user2window = function(p, subid) {
var m, v = [].concat(p);
this.setmvMatrix(subid);
m = new CanvasMatrix4(this.mvMatrix);
v = this.multVM(v, m);
this.setprMatrix(subid);
m = new CanvasMatrix4(this.prMatrix);
v = this.multVM(v, m);
this.getViewport(subid);
v[0] = v[0]*0.5/v[3] + 0.5 + this.vp.x/this.vp.width;
v[1] = v[1]*0.5/v[3] + 0.5 + this.vp.y/this.vp.height;
v[2] = (1 + v[2]/v[3])*0.5;
return v.slice(0, 3);
};
/**
* Andrew's convex hull algorithm.
* From Wikipedia, used under Creative Commons Attribution-ShareAlike License
* @returns { Array } Indices of convex hull points
*/
rglwidgetClass.prototype.chull = function(points) {
function cross(a, b, o) {
return (a[0] - o[0]) * (b[1] - o[1]) - (a[1] - o[1]) * (b[0] - o[0]);
}
points.sort(function(a, b) {
return a[0] === b[0] ? a[1] - b[1] : a[0] - b[0];
});
var lower = [], upper = [];
for (var i = 0; i < points.length; i++) {
while (lower.length >= 2 && cross(lower[lower.length - 2], lower[lower.length - 1], points[i]) <= 0) {
lower.pop();
}
lower.push(points[i]);
}
for (i = points.length - 1; i >= 0; i--) {
while (upper.length >= 2 && cross(upper[upper.length - 2], upper[upper.length - 1], points[i]) <= 0) {
upper.pop();
}
upper.push(points[i]);
}
upper.pop();
lower.pop();
return lower.concat(upper);
};
/**
* Round number to given precision
* @param { number } x
* @param { number } digits
* @returns { number }
*/
rglwidgetClass.prototype.signif = function(x, digits) {
return parseFloat(x.toPrecision(digits));
};
/**
* Check for NA, NaN, undefined, or null
* @param x
* @returns { bool }
*/
rglwidgetClass.prototype.missing = function(x) {
return x !== "-Inf" && x !== "Inf" &&
(isNaN(x) || x === null || typeof(x) === "undefined");
};
/**
* Write matrix to log
* @param M
*/
rglwidgetClass.prototype.logMatrix = function(M) {
console.log("matrix(c("+M.m11+","+M.m12+","+M.m13+","+M.m14+",\n"+
M.m21+","+M.m22+","+M.m23+","+M.m24+",\n"+
M.m31+","+M.m32+","+M.m33+","+M.m34+",\n"+
M.m41+","+M.m42+","+M.m43+","+M.m44+"), byrow=TRUE, ncol=4)");
};
/**
* Write vector to log
* @param {3 vector} v
*/
rglwidgetClass.prototype.logVec3 = function(v) {
console.log("c("+v[0]+","+v[1]+","+v[2]+")");
};
/**
* Sum two vectors
* @param {vector} x
* @param {vector} y
*/
rglwidgetClass.prototype.vsum = function(x, y) {
var i, result = [].concat(x);
for (i = 0; i < y.length; i++)
result[i] += y[i];
return result;
};
/**
* difference of two vectors
* @param {vector} x
* @param {vector} y
*/
rglwidgetClass.prototype.vdiff = function(x, y) {
return this.vsum(x, this.vscale(y, -1));
};
/**
* Scale a vector
* @param {number} s
* @param {vector} x
*/
rglwidgetClass.prototype.vscale = function(x, s) {
var i, result = [].concat(x);
for (i = 0; i < x.length; i++)
result[i] *= s;
return result;
};
/**
* Normalize a vector
* @param {vector} v
*/
rglwidgetClass.prototype.normalize = function(v) {
return this.vscale(v, 1/this.vlen(v));
};
</script>
<script>/**
* Methods related to buffered data
* @name ___METHODS_FOR_BUFFERS___
* @memberof rglwidgetClass
* @kind function
* @instance
*/
/**
* Detect rglBuffered object
* @param { Object } obj - vertices or similar
*/
rglwidgetClass.prototype.isBuffered = function(obj) {
return typeof obj === "string";
};
/* The next two functions are taken from
https://developer.mozilla.org/en-US/docs/Web/JavaScript/Base64_encoding_and_decoding
They were written by Mozilla Contributors and dedicated
to the public domain under CC0. */
/* Array of bytes to Base64 string decoding */
rglwidgetClass.prototype.b64ToUint6 = function(nChr) {
return nChr > 64 && nChr < 91 ? nChr - 65 :
nChr > 96 && nChr < 123 ? nChr - 71 :
nChr > 47 && nChr < 58 ? nChr + 4 :
nChr === 43 ? 62 :
nChr === 47 ? 63 :
0;
};
/* jshint bitwise:false */
rglwidgetClass.prototype.base64DecToArr = function(sBase64, nBlocksSize) {
var sB64Enc = sBase64.replace(/[^A-Za-z0-9\+\/]/g, ""),
nInLen = sB64Enc.length,
nOutLen = nBlocksSize ? Math.ceil((nInLen * 3 + 1 >> 2) / nBlocksSize) * nBlocksSize : nInLen * 3 + 1 >> 2,
taBytes = new Uint8Array(nOutLen);
for (var nMod3, nMod4, nUint24 = 0, nOutIdx = 0, nInIdx = 0; nInIdx < nInLen; nInIdx++) {
nMod4 = nInIdx & 3;
nUint24 |= this.b64ToUint6(sB64Enc.charCodeAt(nInIdx)) << 6 * (3 - nMod4);
if (nMod4 === 3 || nInLen - nInIdx === 1) {
for (nMod3 = 0; nMod3 < 3 && nOutIdx < nOutLen; nMod3++, nOutIdx++) {
taBytes[nOutIdx] = nUint24 >>> (16 >>> nMod3 & 24) & 255;
}
nUint24 = 0;
}
}
return taBytes;
};
/* jshint bitwise:true */
rglwidgetClass.prototype.getArrayBuffer = function(base64) {
return this.base64DecToArr(base64, 4).buffer;
};
rglwidgetClass.prototype.getBufferedData = function(v) {
var typeSignedByte = 5120,
typeUnsignedByte = 5121,
typeSignedShort = 5122,
typeUnsignedShort = 5123,
typeSignedInt = 5124,
typeUnsignedInt = 5125,
typeFloat = 5126,
typeDouble = 5130,
buf = this.scene.buffer,
accessor = buf.accessors[parseInt(v, 10)],
bufferView = buf.bufferViews[accessor.bufferView],
buffer = buf.buffers[bufferView.buffer],
bytes,
lens = {
SCALAR: 1,
VEC2: 2,
VEC3: 3,
VEC4: 4,
MAT2: 4,
MAT3: 9,
MAT4: 16
},
rowsizes = {
SCALAR: 1,
VEC2: 2,
VEC3: 3,
VEC4: 4,
MAT2: 2,
MAT3: 3,
MAT4: 4
},
offset = 0,
len = lens[accessor.type],
rowsize = rowsizes[accessor.type],
count = len * accessor.count,
nrows = count / rowsize,
values, arr = [], row, i, j, k;
if (typeof buffer.bytes === "string")
buffer.bytes = this.getArrayBuffer(buffer.bytes);
bytes = buffer.bytes;
if (typeof accessor.byteOffset !== "undefined")
offset += accessor.byteOffset;
if (typeof bufferView.byteOffset !== "undefined")
offset += bufferView.byteOffset;
switch (accessor.componentType) {
case typeSignedByte:
values = new Int8Array(buffer.bytes, offset, count);
break;
case typeUnsignedByte:
values = new Uint8Array(buffer.bytes, offset, count);
break;
case typeSignedShort:
values = new Int16Array(buffer.bytes, offset, count);
break;
case typeUnsignedShort:
values = new Uint16Array(buffer.bytes, offset, count);
break;
case typeSignedInt:
values = new Int32Array(buffer.bytes, offset, count);
break;
case typeUnsignedInt:
values = new Uint32Array(buffer.bytes, offset, count);
break;
case typeFloat:
values = new Float32Array(buffer.bytes, offset, count);
break;
case typeDouble:
values = new Float64Array(buffer.bytes, offset, count);
break;
}
/* This is all very inefficient, but is convenient
to work with the old code. */
k = 0;
for (i = 0; i < nrows; i++) {
row = [];
for (j = 0; j < rowsize; j++) row.push(values[k++]);
arr.push(row);
}
return arr;
};
rglwidgetClass.prototype.expandBufferedFields = function(obj) {
/* this list needs to match the one in convertScene.R */
var fields = ["vertices", "normals", "indices",
"texcoords", "colors", "centers"], i, field;
for (i = 0; i < fields.length; i++) {
field = obj[fields[i]];
if (this.isBuffered(field))
obj[fields[i]] = this.getBufferedData(field);
}
};
</script>
<script> /**
* Methods related to subscenes
* @name ___METHODS_FOR_SUBSCENES___
* @memberof rglwidgetClass
* @kind function
* @instance
*/
/**
* Is a particular id in a subscene?
* @returns { boolean }
* @param {number} id Which id?
* @param {number} subscene Which subscene id?
*/
rglwidgetClass.prototype.inSubscene = function(id, subscene) {
return this.getObj(subscene).objects.indexOf(id) > -1;
};
/**
* Translate from window coordinates to viewport coordinates
* @returns { Object } translated coordinates
* @param { number } subsceneid - which subscene to use?
* @param { Object } coords - point to translate
*/
rglwidgetClass.prototype.translateCoords = function(subsceneid, coords) {
var viewport = this.getObj(subsceneid).par3d.viewport;
return {x: coords.x - viewport.x*this.canvas.width,
y: coords.y - viewport.y*this.canvas.height};
};
/**
* Check whether point is in viewport of subscene
* @returns {boolean}
* @param { Object } coords - screen coordinates of point
* @param { number } subsceneid - subscene to check
*/
rglwidgetClass.prototype.inViewport = function(coords, subsceneid) {
var viewport = this.getObj(subsceneid).par3d.viewport,
x0 = coords.x - viewport.x*this.canvas.width,
y0 = coords.y - viewport.y*this.canvas.height;
return 0 <= x0 && x0 <= viewport.width*this.canvas.width &&
0 <= y0 && y0 <= viewport.height*this.canvas.height;
};
/**
* Find which subscene contains a point
* @returns { number } subscene id
* @param { Object } coords - coordinates of point
*/
rglwidgetClass.prototype.whichSubscene = function(coords) {
var self = this,
recurse = function(subsceneid) {
var subscenes = self.getChildSubscenes(subsceneid), i, id;
for (i=0; i < subscenes.length; i++) {
id = recurse(subscenes[i]);
if (typeof(id) !== "undefined")
return(id);
}
if (self.inViewport(coords, subsceneid))
return(subsceneid);
else
return undefined;
},
rootid = this.scene.rootSubscene,
result = recurse(rootid);
if (typeof(result) === "undefined")
result = rootid;
return result;
};
/**
* Add an id to a subscene.
* @param {number} id Which id?
* @param {number} subscene Which subscene id?
*/
rglwidgetClass.prototype.addToSubscene = function(id, subscene) {
var thelist,
thesub = this.getObj(subscene),
ids = [id],
obj = this.getObj(id), i;
if (typeof obj !== "undefined" && typeof (obj.newIds) !== "undefined") {
ids = ids.concat(obj.newIds);
}
thesub.objects = [].concat(thesub.objects);
for (i = 0; i < ids.length; i++) {
id = ids[i];
if (thesub.objects.indexOf(id) === -1) {
thelist = this.whichList(id);
thesub.objects.push(id);
thesub[thelist].push(id);
}
}
};
/**
* Delete an id from a subscene
* @param { number } id - the id to add
* @param { number } subscene - the id of the subscene
*/
rglwidgetClass.prototype.delFromSubscene = function(id, subscene) {
var thelist,
thesub = this.getObj(subscene),
obj = this.getObj(id),
ids = [id], i, j;
if (typeof obj !== "undefined" && typeof (obj.newIds) !== "undefined")
ids = ids.concat(obj.newIds);
thesub.objects = [].concat(thesub.objects); // It might be a scalar
for (j=0; j<ids.length;j++) {
id = ids[j];
i = thesub.objects.indexOf(id);
if (i > -1) {
thesub.objects.splice(i, 1);
thelist = this.whichList(id);
i = thesub[thelist].indexOf(id);
thesub[thelist].splice(i, 1);
}
}
};
/**
* Set the ids in a subscene
* @param { number[] } ids - the ids to set
* @param { number } subsceneid - the id of the subscene
*/
rglwidgetClass.prototype.setSubsceneEntries = function(ids, subsceneid) {
var sub = this.getObj(subsceneid);
sub.objects = ids;
this.initSubscene(subsceneid);
};
/**
* Get the ids in a subscene
* @returns {number[]}
* @param { number } subscene - the id of the subscene
*/
rglwidgetClass.prototype.getSubsceneEntries = function(subscene) {
return this.getObj(subscene).objects;
};
/**
* Get the ids of the subscenes within a subscene
* @returns { number[] }
* @param { number } subscene - the id of the subscene
*/
rglwidgetClass.prototype.getChildSubscenes = function(subscene) {
return this.getObj(subscene).subscenes;
};
/**
* Find a particular subscene by inheritance
* @returns { number } id of subscene to use
* @param { number } subsceneid - child subscene
* @param { string } type - type of inheritance: "projection" or "model"
*/
rglwidgetClass.prototype.useid = function(subsceneid, type) {
var sub = this.getObj(subsceneid);
if (sub.embeddings[type] === "inherit")
return(this.useid(sub.parent, type));
else
return subsceneid;
};
/**
* Find bboxdeco for a subscene
* @returns { number } id of bboxdeco, or undefined if none
* @param { number } sub- subscene
*/
rglwidgetClass.prototype.getBBoxDeco = function(sub) {
var objects = sub.objects, i, obj;
for (i = 0; i < objects.length; i++) {
obj = this.getObj(objects[i]);
if (obj.type === "bboxdeco")
return obj;
}
if (sub.parent)
return this.getBBoxDeco(sub.parent);
else
return undefined;
};
</script>
<script> /**
* Methods related to shaders
* @name ___METHODS_FOR_SHADERS___
* @memberof rglwidgetClass
* @kind function
* @instance
*/
/**
* Generate the vertex shader for an object
* @returns {string}
* @param { number } id - Id of object
*/
rglwidgetClass.prototype.getVertexShader = function(obj) {
var userShader = obj.userVertexShader,
flags = obj.flags,
type = obj.type,
is_lit = this.isSet(flags, this.f_is_lit),
has_texture = this.isSet(flags, this.f_has_texture),
fixed_quads = this.isSet(flags, this.f_fixed_quads),
sprites_3d = this.isSet(flags, this.f_sprites_3d),
nclipplanes = this.countClipplanes(),
fixed_size = this.isSet(flags, this.f_fixed_size),
is_points = this.isSet(flags, this.f_is_points),
is_twosided = this.isSet(flags, this.f_is_twosided),
fat_lines = this.isSet(flags, this.f_fat_lines),
is_brush = this.isSet(flags, this.f_is_brush),
has_fog = this.isSet(flags, this.f_has_fog),
has_normals = (typeof obj.normals !== "undefined") ||
obj.type === "spheres",
needs_vnormal = (is_lit && !fixed_quads && !is_brush) || (is_twosided && has_normals),
result;
if (type === "clipplanes" || sprites_3d) return;
if (typeof userShader !== "undefined") return userShader;
result = " /* ****** "+type+" object "+obj.id+" vertex shader ****** */\n"+
"#ifdef GL_ES\n"+
"#ifdef GL_FRAGMENT_PRECISION_HIGH\n"+
" precision highp float;\n"+
"#else\n"+
" precision mediump float;\n"+
"#endif\n"+
"#endif\n"+
" attribute vec3 aPos;\n"+
" attribute vec4 aCol;\n"+
" uniform mat4 mvMatrix;\n"+
" uniform mat4 prMatrix;\n"+
" varying vec4 vCol;\n"+
" varying vec4 vPosition;\n";
if (needs_vnormal)
result = result + " attribute vec3 aNorm;\n"+
" uniform mat4 normMatrix;\n"+
" varying vec4 vNormal;\n";
if (has_texture || type === "text")
result = result + " attribute vec2 aTexcoord;\n"+
" varying vec2 vTexcoord;\n";
if (fixed_size)
result = result + " uniform vec3 textScale;\n";
if (fixed_quads)
result = result + " attribute vec3 aOfs;\n";
if (is_twosided)
if (has_normals)
result = result + " varying float normz;\n"+
" uniform mat4 invPrMatrix;\n";
else
result = result + " attribute vec3 aPos1;\n"+
" attribute vec3 aPos2;\n"+
" varying float normz;\n";
if (fat_lines) {
result = result + " attribute vec3 aNext;\n"+
" attribute vec2 aPoint;\n"+
" varying vec2 vPoint;\n"+
" varying float vLength;\n"+
" uniform float uAspect;\n"+
" uniform float uLwd;\n";
}
result = result + " void main(void) {\n";
if ((nclipplanes || !fixed_quads || has_fog) && !is_brush)
result = result + " vPosition = mvMatrix * vec4(aPos, 1.);\n";
if (!fixed_quads && !is_brush)
result = result + " gl_Position = prMatrix * vPosition;\n";
if (is_points) {
var size = this.getMaterial(obj, "size");
result = result + " gl_PointSize = "+size.toFixed(1)+";\n";
}
result = result + " vCol = aCol;\n";
if (needs_vnormal) /* Need to normalize the xyz part */
result = result + " vNormal = normMatrix * vec4(-aNorm, dot(aNorm, aPos));\n"+
" vNormal = vec4(normalize(vNormal.xyz), 1);\n";
if (has_texture || type === "text")
result = result + " vTexcoord = aTexcoord;\n";
if (fixed_size)
result = result + " vec4 pos = prMatrix * mvMatrix * vec4(aPos, 1.);\n"+
" pos = pos/pos.w;\n"+
" gl_Position = pos + vec4(aOfs*textScale, 0.);\n";
if (type === "sprites" && !fixed_size)
result = result + " vec4 pos = mvMatrix * vec4(aPos, 1.);\n"+
" pos = pos/pos.w + vec4(aOfs, 0.);\n"+
" gl_Position = prMatrix*pos;\n";
if (is_twosided)
if (has_normals)
/* normz should be calculated *after* projection */
result = result + " normz = (invPrMatrix*vNormal).z;\n";
else
result = result + " vec4 pos1 = prMatrix*(mvMatrix*vec4(aPos1, 1.));\n"+
" pos1 = pos1/pos1.w - gl_Position/gl_Position.w;\n"+
" vec4 pos2 = prMatrix*(mvMatrix*vec4(aPos2, 1.));\n"+
" pos2 = pos2/pos2.w - gl_Position/gl_Position.w;\n"+
" normz = pos1.x*pos2.y - pos1.y*pos2.x;\n";
if (fat_lines)
/* This code was inspired by Matt Deslauriers' code in https://mattdesl.svbtle.com/drawing-lines-is-hard */
result = result + " vec2 aspectVec = vec2(uAspect, 1.0);\n"+
" mat4 projViewModel = prMatrix * mvMatrix;\n"+
" vec4 currentProjected = projViewModel * vec4(aPos, 1.0);\n"+
" currentProjected = currentProjected/currentProjected.w;\n"+
" vec4 nextProjected = projViewModel * vec4(aNext, 1.0);\n"+
" vec2 currentScreen = currentProjected.xy * aspectVec;\n"+
" vec2 nextScreen = (nextProjected.xy / nextProjected.w) * aspectVec;\n"+
" float len = uLwd;\n"+
" vec2 dir = vec2(1.0, 0.0);\n"+
" vPoint = aPoint;\n"+
" vLength = length(nextScreen - currentScreen)/2.0;\n"+
" vLength = vLength/(vLength + len);\n"+
" if (vLength > 0.0) {\n"+
" dir = normalize(nextScreen - currentScreen);\n"+
" }\n"+
" vec2 normal = vec2(-dir.y, dir.x);\n"+
" dir.x /= uAspect;\n"+
" normal.x /= uAspect;\n"+
" vec4 offset = vec4(len*(normal*aPoint.x*aPoint.y - dir), 0.0, 0.0);\n"+
" gl_Position = currentProjected + offset;\n";
if (is_brush)
result = result + " gl_Position = vec4(aPos, 1.);\n";
result = result + " }\n";
// console.log(result);
return result;
};
/**
* Generate the fragment shader for an object
* @returns {string}
* @param { number } id - Id of object
*/
rglwidgetClass.prototype.getFragmentShader = function(obj) {
var userShader = obj.userFragmentShader,
flags = obj.flags,
type = obj.type,
is_lit = this.isSet(flags, this.f_is_lit),
has_texture = this.isSet(flags, this.f_has_texture),
fixed_quads = this.isSet(flags, this.f_fixed_quads),
sprites_3d = this.isSet(flags, this.f_sprites_3d),
is_twosided = this.isSet(flags, this.f_is_twosided),
fat_lines = this.isSet(flags, this.f_fat_lines),
is_transparent = this.isSet(flags, this.f_is_transparent),
is_points = this.isSet(flags, this.f_is_points),
has_fog = this.isSet(flags, this.f_has_fog),
nclipplanes = this.countClipplanes(), i,
texture_format, nlights,
result;
if (type === "clipplanes" || sprites_3d) return;
if (typeof userShader !== "undefined") return userShader;
if (has_texture)
texture_format = this.getMaterial(obj, "textype");
result = "/* ****** "+type+" object "+obj.id+" fragment shader ****** */\n"+
"#ifdef GL_ES\n"+
"#ifdef GL_FRAGMENT_PRECISION_HIGH\n"+
" precision highp float;\n"+
"#else\n"+
" precision mediump float;\n"+
"#endif\n"+
"#endif\n"+
" varying vec4 vCol; // carries alpha\n"+
" varying vec4 vPosition;\n";
if (has_texture || type === "text")
result = result + " varying vec2 vTexcoord;\n"+
" uniform sampler2D uSampler;\n";
if (has_fog)
result = result + " uniform int uFogMode;\n"+
" uniform vec3 uFogColor;\n"+
" uniform vec4 uFogParms;\n";
if (is_lit && !fixed_quads)
result = result + " varying vec4 vNormal;\n";
for (i = 0; i < nclipplanes; i++)
result = result + " uniform vec4 vClipplane"+i+";\n";
if (is_lit) {
nlights = this.countLights();
if (nlights)
result = result + " uniform mat4 mvMatrix;\n";
else
is_lit = false;
}
if (is_lit) {
result = result + " uniform vec3 emission;\n"+
" uniform float shininess;\n";
for (i=0; i < nlights; i++) {
result = result + " uniform vec3 ambient" + i + ";\n"+
" uniform vec3 specular" + i +"; // light*material\n"+
" uniform vec3 diffuse" + i + ";\n"+
" uniform vec3 lightDir" + i + ";\n"+
" uniform bool viewpoint" + i + ";\n"+
" uniform bool finite" + i + ";\n";
}
}
if (is_twosided)
result = result + " uniform bool front;\n"+
" varying float normz;\n";
if (fat_lines)
result = result + " varying vec2 vPoint;\n"+
" varying float vLength;\n";
result = result + " void main(void) {\n"+
" vec4 fragColor;\n";
if (fat_lines) {
result = result + " vec2 point = vPoint;\n"+
" bool neg = point.y < 0.0;\n"+
" point.y = neg ? "+
" (point.y + vLength)/(1.0 - vLength) :\n"+
" -(point.y - vLength)/(1.0 - vLength);\n";
if (is_transparent && type === "linestrip")
result = result+" if (neg && length(point) <= 1.0) discard;\n";
result = result + " point.y = min(point.y, 0.0);\n"+
" if (length(point) > 1.0) discard;\n";
}
if (is_points) {
var round = this.getMaterial(obj, "point_antialias");
if (round)
result = result + " vec2 coord = gl_PointCoord - vec2(0.5);\n"+
" if (length(coord) > 0.5) discard;\n";
}
for (i=0; i < nclipplanes;i++)
result = result + " if (dot(vPosition, vClipplane"+i+") < 0.0) discard;\n";
if (fixed_quads) {
result = result + " vec3 n = vec3(0., 0., 1.);\n";
} else if (is_lit) {
result = result + " vec3 n = normalize(vNormal.xyz);\n";
}
if (is_twosided) {
result = result + " if ((normz <= 0.) != front) discard;\n";
}
if (is_lit) {
result = result + " vec3 eye = normalize(-vPosition.xyz);\n"+
" vec3 lightdir;\n"+
" vec4 colDiff;\n"+
" vec3 halfVec;\n"+
" vec4 lighteffect = vec4(emission, 0.);\n"+
" vec3 col;\n"+
" float nDotL;\n";
if (!fixed_quads) {
result = result + " n = -faceforward(n, n, eye);\n";
}
for (i=0; i < nlights; i++) {
result = result + " colDiff = vec4(vCol.rgb * diffuse" + i + ", vCol.a);\n"+
" lightdir = lightDir" + i + ";\n"+
" if (!viewpoint" + i +")\n"+
" lightdir = (mvMatrix * vec4(lightdir, 1.)).xyz;\n"+
" if (!finite" + i + ") {\n"+
" halfVec = normalize(lightdir + eye);\n"+
" } else {\n"+
" lightdir = normalize(lightdir - vPosition.xyz);\n"+
" halfVec = normalize(lightdir + eye);\n"+
" }\n"+
" col = ambient" + i + ";\n"+
" nDotL = dot(n, lightdir);\n"+
" col = col + max(nDotL, 0.) * colDiff.rgb;\n"+
" col = col + pow(max(dot(halfVec, n), 0.), shininess) * specular" + i + ";\n"+
" lighteffect = lighteffect + vec4(col, colDiff.a);\n";
}
} else {
result = result + " vec4 colDiff = vCol;\n"+
" vec4 lighteffect = colDiff;\n";
}
if (type === "text")
result = result + " vec4 textureColor = lighteffect*texture2D(uSampler, vTexcoord);\n";
if (has_texture) {
result = result + {
rgb: " vec4 textureColor = lighteffect*vec4(texture2D(uSampler, vTexcoord).rgb, 1.);\n",
rgba: " vec4 textureColor = lighteffect*texture2D(uSampler, vTexcoord);\n",
alpha: " vec4 textureColor = texture2D(uSampler, vTexcoord);\n"+
" float luminance = dot(vec3(1.,1.,1.), textureColor.rgb)/3.;\n"+
" textureColor = vec4(lighteffect.rgb, lighteffect.a*luminance);\n",
luminance: " vec4 textureColor = vec4(lighteffect.rgb*dot(texture2D(uSampler, vTexcoord).rgb, vec3(1.,1.,1.))/3., lighteffect.a);\n",
"luminance.alpha":" vec4 textureColor = texture2D(uSampler, vTexcoord);\n"+
" float luminance = dot(vec3(1.,1.,1.),textureColor.rgb)/3.;\n"+
" textureColor = vec4(lighteffect.rgb*luminance, lighteffect.a*textureColor.a);\n"
}[texture_format]+
" fragColor = textureColor;\n";
} else if (type === "text") {
result = result + " if (textureColor.a < 0.1)\n"+
" discard;\n"+
" else\n"+
" fragColor = textureColor;\n";
} else
result = result + " fragColor = lighteffect;\n";
if (has_fog) {
// uFogParms elements: x = near, y = far, z = fogscale, w = (1-sin(FOV/2))/(1+sin(FOV/2))
// In Exp and Exp2: use density = density/far
// fogF will be the proportion of fog
// Initialize it to the linear value
result = result + " float fogF;\n"+
" if (uFogMode > 0) {\n"+
" fogF = (uFogParms.y - vPosition.z/vPosition.w)/(uFogParms.y - uFogParms.x);\n"+
" if (uFogMode > 1)\n"+
" fogF = mix(uFogParms.w, 1.0, fogF);\n"+
" fogF = fogF*uFogParms.z;\n"+
" if (uFogMode == 2)\n"+
" fogF = 1.0 - exp(-fogF);\n"+
// Docs are wrong: use (density*c)^2, not density*c^2
// https://gitlab.freedesktop.org/mesa/mesa/-/blob/master/src/mesa/swrast/s_fog.c#L58
" else if (uFogMode == 3)\n"+
" fogF = 1.0 - exp(-fogF*fogF);\n"+
" fogF = clamp(fogF, 0.0, 1.0);\n"+
" gl_FragColor = vec4(mix(fragColor.rgb, uFogColor, fogF), fragColor.a);\n"+
// " if (fogF < 0.) gl_FragColor = vec4(1.0,0.0,0.0,1.0); else if (fogF < 1.0) gl_FragColor = vec4(mix(fragColor.rgb, uFogColor, fogF), fragColor.a);else gl_FragColor = vec4(0.0,1.0,0.0,1.0);\n"+
" } else gl_FragColor = fragColor;\n";
} else
result = result + " gl_FragColor = fragColor;\n";
//if (fat_lines)
// result = result + " gl_FragColor = vec4(0.0, abs(point.x), abs(point.y), 1.0);"
result = result + " }\n";
// console.log(result);
return result;
};
/**
* Call gl functions to create and compile shader
* @returns {Object}
* @param { number } shaderType - gl code for shader type
* @param { string } code - code for the shader
*/
rglwidgetClass.prototype.getShader = function(shaderType, code) {
var gl = this.gl, shader;
shader = gl.createShader(shaderType);
gl.shaderSource(shader, code);
gl.compileShader(shader);
if (!gl.getShaderParameter(shader, gl.COMPILE_STATUS) && !gl.isContextLost())
alert(gl.getShaderInfoLog(shader));
return shader;
};
</script>
<script> /**
* Methods related to textures
* @name ___METHODS_FOR_TEXTURES___
* @memberof rglwidgetClass
* @kind function
* @instance
*/
rglwidgetClass.prototype.getTexFilter = function(filter) {
var gl = this.gl || this.initGL();
switch(filter) {
case "nearest": return gl.NEAREST;
case "linear": return gl.LINEAR;
case "nearest.mipmap.nearest": return gl.NEAREST_MIPMAP_NEAREST;
case "linear.mipmap.nearest": return gl.LINEAR_MIPMAP_NEAREST;
case "nearest.mipmap.linear": return gl.NEAREST_MIPMAP_LINEAR;
case "linear.mipmap.linear": return gl.LINEAR_MIPMAP_LINEAR;
default: console.error("Unknown filter: "+filter);
}
};
/**
* Handle a texture after its image has been loaded
* @param { Object } texture - the gl texture object
* @param { Object } textureCanvas - the canvas holding the image
*/
rglwidgetClass.prototype.handleLoadedTexture = function(texture, textureCanvas) {
var gl = this.gl || this.initGL();
gl.pixelStorei(gl.UNPACK_FLIP_Y_WEBGL, true);
gl.bindTexture(gl.TEXTURE_2D, texture);
gl.texImage2D(gl.TEXTURE_2D, 0, gl.RGBA, gl.RGBA, gl.UNSIGNED_BYTE, textureCanvas);
gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_MAG_FILTER, gl.LINEAR);
gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_MIN_FILTER, gl.LINEAR_MIPMAP_NEAREST);
gl.generateMipmap(gl.TEXTURE_2D);
gl.bindTexture(gl.TEXTURE_2D, null);
};
/**
* Get maximum dimension of texture in current browser.
* @returns {number}
*/
rglwidgetClass.prototype.getMaxTexSize = function() {
var gl = this.gl || this.initGL();
return Math.min(4096, gl.getParameter(gl.MAX_TEXTURE_SIZE));
};
/**
* Load an image to a texture
* @param { string } uri - The image location
* @param { Object } texture - the gl texture object
*/
rglwidgetClass.prototype.loadImageToTexture = function(uri, texture) {
var canvas = this.textureCanvas,
ctx = canvas.getContext("2d"),
image = new Image(),
self = this;
image.onload = function() {
var w = image.width,
h = image.height,
canvasX = self.getPowerOfTwo(w),
canvasY = self.getPowerOfTwo(h),
maxTexSize = self.getMaxTexSize();
while (canvasX > 1 && canvasY > 1 && (canvasX > maxTexSize || canvasY > maxTexSize)) {
canvasX /= 2;
canvasY /= 2;
}
canvas.width = canvasX;
canvas.height = canvasY;
ctx.imageSmoothingEnabled = true;
ctx.drawImage(image, 0, 0, canvasX, canvasY);
self.handleLoadedTexture(texture, canvas);
self.drawScene();
};
image.src = uri;
};
/**
* Draw text to the texture canvas
* @returns { Object } object with text measurements
* @param { string } text - the text
* @param { number } cex - expansion
* @param { string } family - font family
* @param { number } font - font number
*/
rglwidgetClass.prototype.drawTextToCanvas = function(text, cex, family, font) {
var canvasX, canvasY,
scaling = 20,
textColour = "white",
backgroundColour = "rgba(0,0,0,0)",
canvas = this.textureCanvas,
ctx = canvas.getContext("2d"),
i, textHeight = 0, textHeights = [], width, widths = [],
offsetx, offsety = 0, line, lines = [], offsetsx = [],
offsetsy = [], lineoffsetsy = [], fontStrings = [],
maxTexSize = this.getMaxTexSize(),
getFontString = function(i) {
textHeights[i] = scaling*cex[i];
var fontString = textHeights[i] + "px",
family0 = family[i],
font0 = font[i];
if (family0 === "sans")
family0 = "sans-serif";
else if (family0 === "mono")
family0 = "monospace";
fontString = fontString + " " + family0;
if (font0 === 2 || font0 === 4)
fontString = "bold " + fontString;
if (font0 === 3 || font0 === 4)
fontString = "italic " + fontString;
return fontString;
};
cex = this.repeatToLen(cex, text.length);
family = this.repeatToLen(family, text.length);
font = this.repeatToLen(font, text.length);
canvasX = 1;
line = -1;
offsetx = maxTexSize;
for (i = 0; i < text.length; i++) {
ctx.font = fontStrings[i] = getFontString(i);
width = widths[i] = ctx.measureText(text[i]).width;
if (offsetx + width > maxTexSize) {
offsety = offsety + 2*textHeight;
if (line >= 0)
lineoffsetsy[line] = offsety;
line += 1;
if (offsety > maxTexSize)
console.error("Too many strings for texture.");
textHeight = 0;
offsetx = 0;
}
textHeight = Math.max(textHeight, textHeights[i]);
offsetsx[i] = offsetx;
offsetx += width;
canvasX = Math.max(canvasX, offsetx);
lines[i] = line;
}
offsety = lineoffsetsy[line] = offsety + 2*textHeight;
for (i = 0; i < text.length; i++) {
offsetsy[i] = lineoffsetsy[lines[i]];
}
canvasX = this.getPowerOfTwo(canvasX);
canvasY = this.getPowerOfTwo(offsety);
canvas.width = canvasX;
canvas.height = canvasY;
ctx.fillStyle = backgroundColour;
ctx.fillRect(0, 0, ctx.canvas.width, ctx.canvas.height);
ctx.textBaseline = "alphabetic";
for(i = 0; i < text.length; i++) {
ctx.font = fontStrings[i];
ctx.fillStyle = textColour;
ctx.textAlign = "left";
ctx.fillText(text[i], offsetsx[i], offsetsy[i]);
}
return {canvasX:canvasX, canvasY:canvasY,
widths:widths, textHeights:textHeights,
offsetsx:offsetsx, offsetsy:offsetsy};
};
</script>
<script> /**
* Methods related to projections
* @name ___METHODS_FOR_PROJECTIONS___
* @memberof rglwidgetClass
* @kind function
* @instance
*/
/**
* Get the viewport
*/
rglwidgetClass.prototype.getViewport = function(id) {
var vp = this.getObj(id).par3d.viewport,
x = vp.x*this.canvas.width,
y = vp.y*this.canvas.height,
width = vp.width*this.canvas.width,
height = vp.height*this.canvas.height;
this.vp = {x:x, y:y, width:width, height:height};
};
/**
* Set the gl viewport and scissor test
* @param { number } id - id of subscene
*/
rglwidgetClass.prototype.setViewport = function(id) {
var gl = this.gl || this.initGL();
this.getViewport(id);
gl.viewport(this.vp.x, this.vp.y, this.vp.width, this.vp.height);
gl.scissor(this.vp.x, this.vp.y, this.vp.width, this.vp.height);
gl.enable(gl.SCISSOR_TEST);
};
/**
* Set the projection matrix for a subscene
* @param { number } id - id of subscene
*/
rglwidgetClass.prototype.setprMatrix = function(id) {
var subscene = this.getObj(id),
embedding = subscene.embeddings.projection;
if (embedding === "replace")
this.prMatrix.makeIdentity();
else
this.setprMatrix(subscene.parent);
if (embedding === "inherit")
return;
// This is based on the Frustum::enclose code from geom.cpp
var bbox = subscene.par3d.bbox,
scale = subscene.par3d.scale,
ranges = [(bbox[1]-bbox[0])*scale[0]/2,
(bbox[3]-bbox[2])*scale[1]/2,
(bbox[5]-bbox[4])*scale[2]/2],
radius = Math.sqrt(this.sumsq(ranges))*1.1; // A bit bigger to handle labels
if (radius <= 0) radius = 1;
var observer = subscene.par3d.observer,
distance = observer[2],
FOV = subscene.par3d.FOV, ortho = FOV === 0,
t = ortho ? 1 : Math.tan(FOV*Math.PI/360),
near = distance - radius,
far = distance + radius,
hlen,
aspect = this.vp.width/this.vp.height,
z = subscene.par3d.zoom,
userProjection = subscene.par3d.userProjection;
if (far < 0.0)
far = 1.0;
if (near < far/100.0)
near = far/100.0;
this.frustum = {near:near, far:far};
hlen = t*near;
if (ortho) {
if (aspect > 1)
this.prMatrix.ortho(-hlen*aspect*z, hlen*aspect*z,
-hlen*z, hlen*z, near, far);
else
this.prMatrix.ortho(-hlen*z, hlen*z,
-hlen*z/aspect, hlen*z/aspect,
near, far);
} else {
if (aspect > 1)
this.prMatrix.frustum(-hlen*aspect*z, hlen*aspect*z,
-hlen*z, hlen*z, near, far);
else
this.prMatrix.frustum(-hlen*z, hlen*z,
-hlen*z/aspect, hlen*z/aspect,
near, far);
}
this.prMatrix.multRight(userProjection);
};
/**
* Set the model-view matrix for a subscene
* @param { number } id - id of the subscene
*/
rglwidgetClass.prototype.setmvMatrix = function(id) {
var observer = this.getObj(id).par3d.observer;
this.mvMatrix.makeIdentity();
this.setmodelMatrix(id);
this.mvMatrix.translate(-observer[0], -observer[1], -observer[2]);
};
/**
* Set the model matrix for a subscene
* @param { number } id - id of the subscene
*/
rglwidgetClass.prototype.setmodelMatrix = function(id) {
var subscene = this.getObj(id),
embedding = subscene.embeddings.model;
if (embedding !== "inherit") {
var scale = subscene.par3d.scale,
bbox = subscene.par3d.bbox,
center = [(bbox[0]+bbox[1])/2,
(bbox[2]+bbox[3])/2,
(bbox[4]+bbox[5])/2];
this.mvMatrix.translate(-center[0], -center[1], -center[2]);
this.mvMatrix.scale(scale[0], scale[1], scale[2]);
this.mvMatrix.multRight( subscene.par3d.userMatrix );
}
if (embedding !== "replace")
this.setmodelMatrix(subscene.parent);
};
/**
* Set the normals matrix for a subscene
* @param { number } subsceneid - id of the subscene
*/
rglwidgetClass.prototype.setnormMatrix2 = function() {
this.normMatrix = new CanvasMatrix4(this.mvMatrix);
this.normMatrix.invert();
this.normMatrix.transpose();
};
/**
* Set the combined projection-model-view matrix
*/
rglwidgetClass.prototype.setprmvMatrix = function() {
this.prmvMatrix = new CanvasMatrix4( this.mvMatrix );
this.prmvMatrix.multRight( this.prMatrix );
};
rglwidgetClass.prototype.setInvPrMatrix = function() {
this.invPrMatrix = new CanvasMatrix4( this.prMatrix );
this.invPrMatrix.invert();
this.invPrMatrix.transpose();
};
</script>
<script> /**
* Methods related to mouse handling
* @name ___METHODS_FOR_MOUSE_HANDLING___
* @memberof rglwidgetClass
* @kind function
* @instance
*/
rglwidgetClass.prototype.getCursor = function(mode) {
switch(mode) {
case "none":
return "none";
case "trackball":
case "xAxis":
case "yAxis":
case "zAxis":
case "polar":
return "grab";
case "selecting":
return "crosshair";
case "fov":
case "zoom":
return "zoom-in";
case "user":
return "default";
}
return "dragging";
};
/**
* Set mouse mode for a subscene
* @param { string } mode - name of mode
* @param { number } button - button number (0 to 4)
* @param { number } subscene - subscene id number
* @param { number } stayActive - if truthy, don't clear brush
*/
rglwidgetClass.prototype.setMouseMode = function(mode, button, subscene, stayActive) {
var sub = this.getObj(subscene),
which = ["none", "left", "right", "middle", "wheel"][button];
if (!stayActive && sub.par3d.mouseMode[which] === "selecting")
this.clearBrush(null);
sub.par3d.mouseMode[which] = mode;
if (button === 1 || (button === 0 && mode !== "none"))
this.canvas.style.cursor = this.getCursor(mode);
if (button === 0 && mode !== "none")
sub.needsBegin = mode;
};
/**
* Compute mouse coordinates relative to current canvas
* @returns { Object }
* @param { Object } event - event object from mouse click
*/
rglwidgetClass.prototype.relMouseCoords = function(event) {
var rect = this.canvas.getBoundingClientRect();
return {x:event.clientX-rect.left, y:event.clientY-rect.top};
};
/**
* Send mouse selection to Shiny
*/
rglwidgetClass.prototype.recordSelection = function(subid) {
var result = {};
if (typeof this.select !== "undefined" &&
typeof this.select.state !== "undefined" &&
this.select.state !== "inactive") {
result = { subscene: subid,
state: this.select.state,
region: this.select.region
};
this.setmvMatrix(subid);
result.model = this.mvMatrix;
this.setprMatrix(subid);
result.proj = this.prMatrix;
this.getViewport(subid);
result.view = this.vp;
} else
result.state = "inactive";
Shiny.setInputValue(this.scene.selectionInput + ":shinyMouse3d", result);
};
/**
* Set mouse handlers for the scene
*/
rglwidgetClass.prototype.setMouseHandlers = function() {
var self = this, activeSubscene, handler,
handlers = {}, drag = 0;
handlers.rotBase = 0;
self.screenToVector = function(x, y) {
var viewport = self.getObj(activeSubscene).par3d.viewport,
width = viewport.width*self.canvas.width,
height = viewport.height*self.canvas.height,
radius = Math.max(width, height)/2.0,
cx = width/2.0,
cy = height/2.0,
px = (x-cx)/radius,
py = (y-cy)/radius,
plen = Math.sqrt(px*px+py*py);
if (plen > 1.e-6) {
px = px/plen;
py = py/plen;
}
var angle = (Math.SQRT2 - plen)/Math.SQRT2*Math.PI/2,
z = Math.sin(angle),
zlen = Math.sqrt(1.0 - z*z);
px = px * zlen;
py = py * zlen;
return [px, py, z];
};
handlers.trackballdown = function(x,y) {
var activeSub = self.getObj(activeSubscene),
activeModel = self.getObj(self.useid(activeSub.id, "model")),
i, l = activeModel.par3d.listeners;
handlers.rotBase = self.screenToVector(x, y);
self.saveMat = [];
for (i = 0; i < l.length; i++) {
activeSub = self.getObj(l[i]);
activeSub.saveMat = new CanvasMatrix4(activeSub.par3d.userMatrix);
}
self.canvas.style.cursor = "grabbing";
};
handlers.trackballmove = function(x,y) {
var rotCurrent = self.screenToVector(x,y),
rotBase = handlers.rotBase,
dot = rotBase[0]*rotCurrent[0] +
rotBase[1]*rotCurrent[1] +
rotBase[2]*rotCurrent[2],
angle = Math.acos( dot/self.vlen(rotBase)/self.vlen(rotCurrent) )*180.0/Math.PI,
axis = self.xprod(rotBase, rotCurrent),
objects = self.scene.objects,
activeSub = self.getObj(activeSubscene),
activeModel = self.getObj(self.useid(activeSub.id, "model")),
l = activeModel.par3d.listeners,
i;
if (angle === 0.0)
return;
for (i = 0; i < l.length; i++) {
activeSub = self.getObj(l[i]);
activeSub.par3d.userMatrix.load(objects[l[i]].saveMat);
activeSub.par3d.userMatrix.rotate(angle, axis[0], axis[1], axis[2]);
}
self.drawScene();
};
handlers.trackballend = 0;
self.clamp = function(x, lo, hi) {
return Math.max(lo, Math.min(x, hi));
};
self.screenToPolar = function(x,y) {
var viewport = self.getObj(activeSubscene).par3d.viewport,
width = viewport.width*self.canvas.width,
height = viewport.height*self.canvas.height,
r = Math.min(width, height)/2,
dx = self.clamp(x - width/2, -r, r),
dy = self.clamp(y - height/2, -r, r);
return [Math.asin(dx/r), Math.asin(-dy/r)];
};
handlers.polardown = function(x,y) {
var activeSub = self.getObj(activeSubscene),
activeModel = self.getObj(self.useid(activeSub.id, "model")),
i, l = activeModel.par3d.listeners;
handlers.dragBase = self.screenToPolar(x, y);
self.saveMat = [];
for (i = 0; i < l.length; i++) {
activeSub = self.getObj(l[i]);
activeSub.saveMat = new CanvasMatrix4(activeSub.par3d.userMatrix);
activeSub.camBase = [-Math.atan2(activeSub.saveMat.m13, activeSub.saveMat.m11),
Math.atan2(activeSub.saveMat.m32, activeSub.saveMat.m22)];
}
self.canvas.style.cursor = "grabbing";
};
handlers.polarmove = function(x,y) {
var dragCurrent = self.screenToPolar(x,y),
activeSub = self.getObj(activeSubscene),
activeModel = self.getObj(self.useid(activeSub.id, "model")),
objects = self.scene.objects,
l = activeModel.par3d.listeners,
i, j, changepos = [];
for (i = 0; i < l.length; i++) {
activeSub = self.getObj(l[i]);
for (j=0; j<2; j++)
changepos[j] = -(dragCurrent[j] - handlers.dragBase[j]);
activeSub.par3d.userMatrix.makeIdentity();
activeSub.par3d.userMatrix.rotate(changepos[0]*180/Math.PI, 0,-1,0);
activeSub.par3d.userMatrix.multRight(objects[l[i]].saveMat);
activeSub.par3d.userMatrix.rotate(changepos[1]*180/Math.PI, -1,0,0);
}
self.drawScene();
};
handlers.polarend = 0;
handlers.axisdown = function(x) {
handlers.rotBase = self.screenToVector(x, self.canvas.height/2);
var activeSub = self.getObj(activeSubscene),
activeModel = self.getObj(self.useid(activeSub.id, "model")),
i, l = activeModel.par3d.listeners;
for (i = 0; i < l.length; i++) {
activeSub = self.getObj(l[i]);
activeSub.saveMat = new CanvasMatrix4(activeSub.par3d.userMatrix);
}
self.canvas.style.cursor = "grabbing";
};
handlers.axismove = function(x) {
var rotCurrent = self.screenToVector(x, self.canvas.height/2),
rotBase = handlers.rotBase,
angle = (rotCurrent[0] - rotBase[0])*180/Math.PI,
rotMat = new CanvasMatrix4();
rotMat.rotate(angle, handlers.axis[0], handlers.axis[1], handlers.axis[2]);
var activeSub = self.getObj(activeSubscene),
activeModel = self.getObj(self.useid(activeSub.id, "model")),
i, l = activeModel.par3d.listeners;
for (i = 0; i < l.length; i++) {
activeSub = self.getObj(l[i]);
activeSub.par3d.userMatrix.load(activeSub.saveMat);
activeSub.par3d.userMatrix.multLeft(rotMat);
}
self.drawScene();
};
handlers.axisend = 0;
handlers.y0zoom = 0;
handlers.zoomdown = function(x, y) {
var activeSub = self.getObj(activeSubscene),
activeProjection = self.getObj(self.useid(activeSub.id, "projection")),
i, l = activeProjection.par3d.listeners;
handlers.y0zoom = y;
for (i = 0; i < l.length; i++) {
activeSub = self.getObj(l[i]);
activeSub.zoom0 = Math.log(activeSub.par3d.zoom);
}
self.canvas.style.cursor = "zoom-in";
};
handlers.zoommove = function(x, y) {
var activeSub = self.getObj(activeSubscene),
activeProjection = self.getObj(self.useid(activeSub.id, "projection")),
i, l = activeProjection.par3d.listeners;
for (i = 0; i < l.length; i++) {
activeSub = self.getObj(l[i]);
activeSub.par3d.zoom = Math.exp(activeSub.zoom0 + (y-handlers.y0zoom)/self.canvas.height);
}
self.drawScene();
};
handlers.zoomend = 0;
handlers.y0fov = 0;
handlers.fovdown = function(x, y) {
handlers.y0fov = y;
var activeSub = self.getObj(activeSubscene),
activeProjection = self.getObj(self.useid(activeSub.id, "projection")),
i, l = activeProjection.par3d.listeners;
for (i = 0; i < l.length; i++) {
activeSub = self.getObj(l[i]);
activeSub.fov0 = activeSub.par3d.FOV;
}
self.canvas.style.cursor = "zoom-in";
};
handlers.fovmove = function(x, y) {
var activeSub = self.getObj(activeSubscene),
activeProjection = self.getObj(self.useid(activeSub.id, "projection")),
i, l = activeProjection.par3d.listeners;
for (i = 0; i < l.length; i++) {
activeSub = self.getObj(l[i]);
activeSub.par3d.FOV = Math.max(1, Math.min(179, activeSub.fov0 +
180*(y-handlers.y0fov)/self.canvas.height));
}
self.drawScene();
};
handlers.fovend = 0;
handlers.selectingdown = function(x, y) {
var viewport = self.getObj(activeSubscene).par3d.viewport,
width = viewport.width*self.canvas.width,
height = viewport.height*self.canvas.height,
p = {x: 2.0*x/width - 1.0, y: 2.0*y/height - 1.0};
self.select.region = {p1: p, p2: p};
if (self.select.subscene && self.select.subscene !== activeSubscene)
self.delFromSubscene(self.scene.brushId, self.select.subscene);
self.select.subscene = activeSubscene;
self.addToSubscene(self.scene.brushId, activeSubscene);
self.select.state = "changing";
if (typeof self.scene.brushId !== "undefined")
self.getObj(self.scene.brushId).initialized = false;
if (typeof self.scene.selectionInput !== "undefined")
self.recordSelection(activeSubscene);
self.drawScene();
self.canvas.style.cursor = "crosshair";
};
handlers.selectingmove = function(x, y) {
var viewport = self.getObj(activeSubscene).par3d.viewport,
width = viewport.width*self.canvas.width,
height = viewport.height*self.canvas.height;
if (self.select.state === "inactive")
return;
self.select.region.p2 = {x: 2.0*x/width - 1.0, y: 2.0*y/height - 1.0};
if (typeof self.scene.brushId !== "undefined")
self.getObj(self.scene.brushId).initialized = false;
if (typeof self.scene.selectionInput !== "undefined")
self.recordSelection(activeSubscene);
self.drawScene();
};
handlers.selectingend = 0;
/* jshint evil:true */
handlers.userdown = function(x, y) {
var sub = self.getObj(activeSubscene),
code = sub.callbacks[drag].begin;
if (code) {
var fn = Function('"use strict";return (' + code + ')')();
fn.call(self, x, y);
}
};
handlers.usermove = function(x, y) {
var sub = self.getObj(activeSubscene),
code = sub.callbacks[drag].update;
if (code) {
var fn = Function('"use strict";return (' + code + ')')();
fn.call(self, x, y);
}
};
handlers.userend = function() {
var sub = self.getObj(activeSubscene),
code = sub.callbacks[drag].end;
if (code) {
var fn = Function('"use strict";return (' + code + ')')();
fn.call(self);
}
};
self.canvas.onmousedown = function ( ev ){
if (!ev.which) // Use w3c defns in preference to MS
switch (ev.button) {
case 0: ev.which = 1; break;
case 1:
case 4: ev.which = 2; break;
case 2: ev.which = 3;
}
drag = ["none", "left", "middle", "right", "wheel"][ev.which];
var coords = self.relMouseCoords(ev);
coords.y = self.canvas.height-coords.y;
activeSubscene = self.whichSubscene(coords);
var sub = self.getObj(activeSubscene), f;
handler = sub.par3d.mouseMode[drag];
switch (handler) {
case "xAxis":
handler = "axis";
handlers.axis = [1.0, 0.0, 0.0];
break;
case "yAxis":
handler = "axis";
handlers.axis = [0.0, 1.0, 0.0];
break;
case "zAxis":
handler = "axis";
handlers.axis = [0.0, 0.0, 1.0];
break;
}
f = handlers[handler + "down"];
if (f) {
coords = self.translateCoords(activeSubscene, coords);
f.call(self, coords.x, coords.y);
ev.preventDefault();
} else
console.warn("Mouse handler '" + handler + "' is not implemented.");
};
self.canvas.onmouseup = function ( ev ){
if ( !drag ) return;
var f = handlers[handler + "end"];
if (f) {
f.call(self);
ev.preventDefault();
}
drag = 0;
handlers.onmousemove( ev );
};
self.canvas.onmouseout = self.canvas.onmouseup;
handlers.onmousemove = function ( ev ) {
var coords = self.relMouseCoords(ev), sub, f;
coords.y = self.canvas.height - coords.y;
if (ev.buttons === 0) {
activeSubscene = self.whichSubscene(coords);
drag = "none";
sub = self.getObj(activeSubscene);
handler = sub.par3d.mouseMode.none;
if (handler !== "none") {
if (sub.needsBegin) {
f = handlers[handler + "down"];
if (f) {
coords = self.translateCoords(activeSubscene, coords);
f.call(self, coords.x, coords.y);
}
sub.needsBegin = 0;
}
self.canvas.style.cursor = self.getCursor(sub.par3d.mouseMode.none);
} else {
self.canvas.style.cursor = self.getCursor(sub.par3d.mouseMode.left);
return;
}
}
f = handlers[handler + "move"];
if (f) {
coords = self.translateCoords(activeSubscene, coords);
f.call(self, coords.x, coords.y);
}
};
self.canvas.onmouseenter = function() {
self.canvas.addEventListener("mousemove", handlers.onmousemove);
};
self.canvas.onmouseleave = function() {
self.canvas.removeEventListener("mousemove",
handlers.onmousemove);
};
handlers.setZoom = function(ds) {
var i;
if (typeof activeSubscene === "undefined")
activeSubscene = self.scene.rootSubscene;
var activeSub = self.getObj(activeSubscene),
activeProjection = self.getObj(self.useid(activeSub.id, "projection")),
l = activeProjection.par3d.listeners;
for (i = 0; i < l.length; i++) {
activeSub = self.getObj(l[i]);
activeSub.par3d.zoom *= ds;
}
self.drawScene();
};
handlers.pushwheel = function(ev) {
ev.deltaY = -ev.deltaY;
handlers.pullwheel(ev);
};
handlers.pullwheel = function(ev) {
var del = 1.05;
if (ev.shiftKey) del = 1.005;
var ds = ev.deltaY < 0 ? del : (1 / del);
handlers.setZoom(ds);
};
handlers.user2wheel = function(ev) {
var sub = self.getObj(activeSubscene),
code = sub.callbacks.wheel.rotate;
if (code) {
var fn = Function('"use strict";return (' + code + ')')();
/* jshint evil:false */
fn.call(self, ev.deltaY < 0 ? 1 : 2);
}
};
handlers.wheelHandler = function(ev) {
var coords = self.relMouseCoords(ev);
coords.y = self.canvas.height - coords.y;
activeSubscene = self.whichSubscene(coords);
var sub = self.getObj(activeSubscene), f,
handler = sub.par3d.mouseMode.wheel,
evlocal;
ev.deltaY = ev.deltaY || ev.detail || ev.deltaX || ev.wheelDelta;
switch(handler) {
case "none": break;
case "push":
case "pull":
case "user2":
f = handlers[handler + "wheel"];
if (f) {
evlocal = {};
evlocal.deltaY = ev.deltaY;
evlocal.shiftKey = ev.shiftKey;
evlocal.preventDefault = function() { ev.preventDefault(); };
f.call(self, evlocal);
}
break;
default:
evlocal = {};
evlocal.preventDefault = function() { ev.preventDefault(); };
evlocal.which = 4;
evlocal.clientX = self.canvas.width/2;
evlocal.clientY = self.canvas.height/2;
self.canvas.onmousedown(evlocal);
evlocal.clientX += ev.deltaX;
evlocal.clientY += ev.deltaY;
handlers.onmousemove(evlocal);
self.canvas.onmouseup(evlocal);
}
ev.preventDefault();
};
handlers.get_finger_dist = function(ev) {
var diffX = ev.touches[0].clientX - ev.touches[1].clientX,
diffY = ev.touches[0].clientY - ev.touches[1].clientY;
return Math.sqrt(diffX * diffX + diffY * diffY);
};
handlers.touchstart = function(ev) {
var touch = ev.touches[0],
mouseEvent = new MouseEvent("mousedown",
{
clientX: touch.clientX,
clientY: touch.clientY
});
ev.preventDefault();
if (ev.touches.length === 2) {
var coords = self.relMouseCoords(touch);
coords.y = self.canvas.height-coords.y;
activeSubscene = self.whichSubscene(coords);
handlers.finger_dist0 = handlers.get_finger_dist(ev);
handlers.zoomdown(coords.x, coords.y);
}
self.dispatchEvent(mouseEvent);
};
handlers.touchend = function(ev) {
var mouseEvent;
ev.preventDefault();
if (ev.touches.length === 1) {
mouseEvent = new MouseEvent("mouseup", {});
self.dispatchEvent(mouseEvent);
}
};
handlers.touchmove = function(ev) {
var touch = ev.touches[0],
mouseEvent;
ev.preventDefault();
if (ev.touches.length > 1) {
var coords = self.relMouseCoords(touch),
new_dist = handlers.get_finger_dist(ev);
coords.y = self.canvas.height*Math.log(handlers.finger_dist0/new_dist) + handlers.y0zoom;
handlers.zoommove(coords.x, coords.y);
} else {
mouseEvent = new MouseEvent("mousemove",
{
clientX: touch.clientX,
clientY: touch.clientY
});
self.dispatchEvent(mouseEvent);
}
};
self.canvas.addEventListener("DOMMouseScroll", handlers.wheelHandler, false);
self.canvas.addEventListener("mousewheel", handlers.wheelHandler, false);
self.canvas.addEventListener("touchstart", handlers.touchstart, {passive: false});
self.canvas.addEventListener("touchend", handlers.touchend, {passive: false});
self.canvas.addEventListener("touchmove", handlers.touchmove, {passive: false});
};
</script>
<script> /**
* Methods related to initialization
* @name ___METHODS_FOR_INITIALIZATION___
* @memberof rglwidgetClass
* @kind function
* @instance
*/
/**
* Initial test for WebGL
*/
rglwidgetClass.prototype.initGL0 = function() {
if (!window.WebGLRenderingContext){
this.alertOnce("Your browser does not support WebGL. See http://get.webgl.org");
return;
}
};
/**
* Initialize WebGL
* @returns { Object } the WebGL context
*/
rglwidgetClass.prototype.initGL = function() {
var self = this, success = false;
if (this.gl) {
if (!this.drawing && this.gl.isContextLost())
this.restartCanvas();
else
return this.gl;
}
// if (!this.isInBrowserViewport()) return; Return what??? At this point we know this.gl is null.
this.canvas.addEventListener("webglcontextrestored",
this.onContextRestored, false);
this.canvas.addEventListener("webglcontextlost",
this.onContextLost, false);
this.gl = this.canvas.getContext("webgl", this.webGLoptions) ||
this.canvas.getContext("experimental-webgl", this.webGLoptions);
success = !!(this.gl && this.gl instanceof WebGLRenderingContext);
if (!success)
this.alertOnce("Your browser does not support WebGL. See http://get.webgl.org");
this.index_uint = this.gl.getExtension("OES_element_index_uint");
var save = this.startDrawing();
Object.keys(this.scene.objects).forEach(function(key){
self.initObjId(parseInt(key, 10));
});
this.stopDrawing(save);
return this.gl;
};
/**
* Resize the display to match element
* @param { Object } el - DOM element to match
*/
rglwidgetClass.prototype.resize = function(el) {
this.canvas.width = el.width;
this.canvas.height = el.height;
};
/**
* Initialize the sphere object
*/
rglwidgetClass.prototype.initSphere = function(sections, segments) {
var v = [], phi = [], theta = [], it = [], centers = [],
i, j, k, ind, mod1, pole, result = {};
for (i = 0; i < sections - 1; i++) {
phi.push((i + 1)/sections - 0.5);
}
for (j = 0; j < segments; j++) {
theta.push(2*j/segments);
for (i = 0; i < sections - 1; i++) {
/* These are [x,y,z,s,t]: */
v.push([Math.sin(Math.PI*theta[j]) * Math.cos(Math.PI*phi[i]),
Math.sin(Math.PI*phi[i]),
Math.cos(Math.PI*theta[j]) * Math.cos(Math.PI*phi[i]),
theta[j]/2,
phi[i] + 0.5]);
}
}
pole = v.length;
v.push([0, -1, 0, 0, 0]);
v.push([0, 1, 0, 0, 1]);
result.values = new Float32Array(this.flatten(v));
result.vertexCount = v.length;
mod1 = segments*(sections - 1);
for (j = 0; j < segments; j++) {
for (i = 0; i < sections - 2; i++) {
ind = i + (sections - 1)*j;
it.push([ind % mod1,
(ind + sections - 1) % mod1,
(ind + sections) % mod1]);
it.push([ind % mod1,
(ind + sections) % mod1,
(ind + 1) % mod1]);
}
it.push([pole,
((j + 1)*(sections - 1)) % mod1,
((j + 1)*(sections - 1) - sections + 1) % mod1]);
it.push([pole + 1,
((j + 1)*(sections - 1) - 1) % mod1,
((j + 1)*(sections - 1) + sections - 2) % mod1]);
}
result.it = new Uint16Array(this.flatten(it));
for (i = 0; i < it.length; i++) {
centers.push([0,0,0]);
for (j = 0; j < 3; j++) { // x,y,z
for (k = 0; k < 3; k++) {// vertices
centers[i][j] += v[it[i][k]][j]/3;
}
}
}
result.centers = centers;
result.vOffsets = {vofs:0, cofs:-1, nofs:0, radofs:-1, oofs:-1,
tofs:3, nextofs:-1, pointofs:-1, stride:5};
result.f = [];
result.indices = {};
result.colorCount = 1;
result.type = "sphere";
this.sphere = result;
this.initShapeGL(this.sphere);
};
/**
* Initialize the cube object
*/
rglwidgetClass.prototype.initCube = function() {
var v = [[0, 0, 0], [1, 0, 0],
[0, 1, 0], [1, 1, 0],
[0, 0, 1], [1, 0, 1],
[0, 1, 1], [1, 1, 1]],
ib = [[0, 2, 3, 1],
[2, 6, 7, 3],
[1, 3, 7, 5],
[0, 4, 6, 2],
[0, 1, 5, 4],
[4, 5, 7, 6]],
centers = [], i, j, k,
i0, i1, i2,
normal, result = {};
for (i = 0; i < ib.length; i++) {
centers.push([0,0,0]);
for (j = 0; j < 3; j++) { // x,y,z
for (k = 0; k < 4; k++) {// vertices
centers[i][j] += v[ib[i][k]][j]/4;
}
}
}
result.centers = centers;
result.values = new Float32Array(6*4*3*2);
result.vertexCount = 24;
result.vertices = new Array(24);
result.normals = new Array(24);
for (i=0; i < 6; i++) {
for (j=0; j < 4; j++) {
i0 = ib[i][j];
result.vertices[4*i + j] = v[i0];
i1 = ib[i][(j + 1) % 4];
i2 = ib[i][(j + 2) % 4];
if (j === 0)
normal = this.normalize(this.xprod(this.vdiff(v[i1], v[i0]),
this.vdiff(v[i2], v[i0])));
result.normals[4*i + j] = normal;
for (k=0; k < 3; k++) {
result.values[i*24 + j*6 + k] = v[i0][k];
result.values[i*24 + j*6 + 3 + k] = normal[k];
}
}
for (j=0; j<4; j++)
ib[i][j] = 4*i + j;
}
result.ib = new Uint16Array(this.flatten(ib));
result.vOffsets = {vofs:0, cofs:-1, nofs:3, radofs:-1, oofs:-1,
tofs:-1, nextofs:-1, pointofs:-1, stride:6};
result.f = [];
result.indices = {};
result.colorCount = 1;
result.type = "quads";
this.cube = result;
this.initShapeGL(this.cube);
};
/**
* Do the gl part of initializing the sphere and cube
*/
rglwidgetClass.prototype.initShapeGL = function(shape) {
var gl = this.gl || this.initGL();
if (gl.isContextLost()) return;
shape.buf = gl.createBuffer();
gl.bindBuffer(gl.ARRAY_BUFFER, shape.buf);
gl.bufferData(gl.ARRAY_BUFFER, shape.values, gl.STATIC_DRAW);
shape.ibuf = [gl.createBuffer(), gl.createBuffer()];
return;
};
/* Initialize common sphere object from spheres object
*/
rglwidgetClass.prototype.initShapeFromObj = function(shape, obj) {
var i, pass, f, mode, self = this,
is_back = function(i) {
var normal = shape.normals[i],
pt = shape.vertices[i];
normal.push(-self.dotprod(normal, pt));
normal = self.multVM(normal, self.normMatrix);
return normal[2] < 0;
};
shape.ofsLoc = obj.ofsLoc;
shape.texLoc = obj.texLoc;
shape.sampler = obj.sampler;
shape.uFogMode = obj.uFogMode;
shape.uFogColor = obj.uFogColor;
shape.uFogParms = obj.uFogParms;
shape.userAttribLocations = obj.userAttribLocations;
shape.userUniformLocations = obj.userUniformLocations;
shape.normLoc = obj.normLoc;
shape.invPrMatLoc = obj.invPrMatLoc;
shape.clipLoc = obj.clipLoc;
shape.nextLoc = obj.nextLoc;
shape.pointLoc = obj.pointLoc;
shape.aspectLoc = obj.aspectLoc;
shape.lwdLoc = obj.lwdLoc;
shape.prog = obj.prog;
shape.material = obj.material;
shape.flags = obj.flags;
shape.someHidden = obj.someHidden;
shape.fastTransparency = obj.fastTransparency;
shape.nlights = obj.nlights;
shape.emission = obj.emission;
shape.emissionLoc = obj.emissionLoc;
shape.shininess = obj.shininess;
shape.shininessLoc = obj.shininessLoc;
shape.ambient = obj.ambient;
shape.ambientLoc = obj.ambientLoc;
shape.specular = obj.specular;
shape.specularLoc = obj.specularLoc;
shape.diffuse = obj.diffuse;
shape.diffuseLoc = obj.diffuseLoc;
shape.lightDir = obj.lightDir;
shape.lightDirLoc = obj.lightDirLoc;
shape.viewpoint = obj.viewpoint;
shape.viewpointLoc = obj.viewpointLoc;
shape.finite = obj.finite;
shape.finiteLoc = obj.finiteLoc;
shape.prMatLoc = obj.prMatLoc;
shape.mvMatLoc = obj.mvMatLoc;
shape.normMatLoc = obj.normMatLoc;
shape.frontLoc = obj.frontLoc;
shape.index_uint = false;
shape.is_transparent = obj.is_transparent;
shape.ignoreExtent = obj.ignoreExtent;
if (shape.passes !== obj.passes ||
JSON.stringify( shape.pmode) !== JSON.stringify(obj.pmode)) {
shape.passes = obj.passes;
shape.pmode = obj.pmode;
for (pass = 0; pass < obj.passes; pass++) {
mode = shape.pmode[pass];
if (typeof shape.indices[mode] === "undefined") {
f = [];
switch (mode) {
case "culled": break;
case "points":
f.length = shape.vertexCount;
for (i=0; i < f.length; i++)
f[i] = i;
break;
case "lines":
if (typeof shape.it !== "undefined") {
f.length = 2* shape.it.length;
for (i=0; i < shape.it.length/3; i++) {
f[6*i] = shape.it[3*i];
f[6*i + 1] = shape.it[3*i + 1];
f[6*i + 2] = shape.it[3*i + 1];
f[6*i + 3] = shape.it[3*i + 2];
f[6*i + 4] = shape.it[3*i + 2];
f[6*i + 5] = shape.it[3*i];
}
} else {
f.length = 2*shape.ib.length;
for (i=0; i < shape.ib.length/4; i++) {
f[8*i] = shape.ib[4*i];
f[8*i + 1] = shape.ib[4*i + 1];
f[8*i + 2] = shape.ib[4*i + 1];
f[8*i + 3] = shape.ib[4*i + 2];
f[8*i + 4] = shape.ib[4*i + 2];
f[8*i + 5] = shape.ib[4*i + 3];
f[8*i + 6] = shape.ib[4*i + 3];
f[8*i + 7] = shape.ib[4*i];
}
}
break;
case "filled":
if (typeof shape.it !== "undefined")
f = shape.it;
else if (typeof shape.ib !== "undefined") {
f.length = 1.5*shape.ib.length;
for (i=0; i < shape.ib.length/4; i++) {
f[6*i] = shape.ib[4*i];
f[6*i+1] = shape.ib[4*i + 1];
f[6*i+2] = shape.ib[4*i + 2];
f[6*i+3] = shape.ib[4*i];
f[6*i+4] = shape.ib[4*i + 2];
f[6*i+5] = shape.ib[4*i + 3];
}
}
break;
}
shape.indices[mode] = new Uint16Array(f);
}
}
}
for (pass = 0; pass < obj.passes; pass++) {
mode = shape.pmode[pass];
shape.f[pass] = shape.indices[mode];
if (typeof obj.draw_front !== "undefined" &&
!obj.draw_front) {
shape.f[pass] = shape.f[pass].filter(is_back);
}
}
// console.log("Names in shapes not in shape:"+JSON.stringify(this.keydiff(obj, shape)));
shape.initialized = true;
};
/**
* Initialize a subscene
* @param { number } id - id of subscene.
*/
rglwidgetClass.prototype.initSubscene = function(id) {
var sub = this.getObj(id),
i, obj;
if (sub.type !== "subscene")
return;
sub.par3d.userMatrix = this.toCanvasMatrix4(sub.par3d.userMatrix);
sub.par3d.userProjection = this.toCanvasMatrix4(sub.par3d.userProjection);
sub.par3d.userProjection.transpose();
sub.par3d.listeners = [].concat(sub.par3d.listeners);
sub.backgroundId = undefined;
sub.subscenes = [];
sub.clipplanes = [];
sub.transparent = [];
sub.opaque = [];
sub.lights = [];
sub.needsBegin = true;
for (i=0; i < sub.objects.length; i++) {
obj = this.getObj(sub.objects[i]);
if (typeof obj === "undefined") {
sub.objects.splice(i, 1);
i--;
} else if (obj.type === "background")
sub.backgroundId = obj.id;
else
sub[this.whichList(obj.id)].push(obj.id);
}
};
rglwidgetClass.prototype.initBBox = function(obj) {
if (!this.cube)
this.initCube();
obj.cube = {id: obj.id + 0.1,
type: "quads",
flags: obj.flags,
material: obj.material,
colors: [obj.colors[0]],
vertices: this.cube.vertices,
normals: this.cube.normals,
draw_front: obj.draw_front,
initialized: false
};
if (this.getMaterial(obj.cube, "front") !==
this.getMaterial(obj.cube, "back"))
/* jshint bitwise: false */
obj.cube.flags |= this.f_is_twosided;
/* jshint bitwise: true */
this.scene.objects[obj.cube.id] = obj.cube;
obj.ticks = {id: obj.id + 0.2,
type: "lines",
flags: this.f_has_fog,
material: obj.material,
colors: (obj.colors.length > 1 ? [obj.colors[1]] : [obj.colors[0]]),
axes: obj.axes,
initialized: false
};
this.scene.objects[obj.ticks.id] = obj.ticks;
obj.labels = {id: obj.id + 0.3,
type: "text",
flags: this.f_has_fog +
this.f_fixed_size +
this.f_fixed_quads,
material: {lit: false},
colors: (obj.colors.length > 1 ? [obj.colors[1]] : [obj.colors[0]]),
cex: [[1]],
family: [["sans"]],
font: [[1]],
adj: [[0.5, 0.5, 0.5]],
ignoreExtent: true,
initialized: false
};
this.scene.objects[obj.labels.id] = obj.labels;
obj.initialized = true;
};
/**
* Initialize object for display
* @param { number } id - id of object to initialize
*/
rglwidgetClass.prototype.initObjId = function(id) {
if (typeof id !== "number") {
this.alertOnce("initObj id is "+typeof id);
}
return this.initObj(this.getObj(id));
};
/**
* Initialize object for display
* @param { Object } obj - object to initialize
*/
rglwidgetClass.prototype.initObj = function(obj) {
var flags = obj.flags,
type = obj.type,
is_lit = this.isSet(flags, this.f_is_lit),
fat_lines = this.isSet(flags, this.f_fat_lines),
has_texture = this.isSet(flags, this.f_has_texture),
fixed_quads = this.isSet(flags, this.f_fixed_quads),
is_transparent = this.isSet(flags, this.f_is_transparent),
depth_sort = this.isSet(flags, this.f_depth_sort),
sprites_3d = this.isSet(flags, this.f_sprites_3d),
fixed_size = this.isSet(flags, this.f_fixed_size),
is_twosided = this.isSet(flags, this.f_is_twosided),
is_brush = this.isSet(flags, this.f_is_brush),
has_fog = this.isSet(flags, this.f_has_fog),
has_normals = (typeof obj.normals !== "undefined") ||
obj.type === "spheres",
has_indices = typeof obj.indices !== "undefined",
gl = this.gl || this.initGL(),
polygon_offset,
texinfo, drawtype, nclipplanes, f, nrows, oldrows,
i,j,v,v1,v2, mat, uri, matobj, pass, pmode,
dim, nx, nz, nrow;
obj.initialized = true;
obj.someHidden = false; // used in selection
obj.is_transparent = is_transparent;
this.expandBufferedFields(obj);
if (type === "subscene")
return;
if (type === "bboxdeco")
return this.initBBox(obj);
if (type === "spheres" && typeof this.sphere === "undefined")
this.initSphere(16, 16);
if (type === "light") {
obj.ambient = new Float32Array(obj.colors[0].slice(0,3));
obj.diffuse = new Float32Array(obj.colors[1].slice(0,3));
obj.specular = new Float32Array(obj.colors[2].slice(0,3));
obj.lightDir = new Float32Array(obj.vertices[0]);
return;
}
if (type === "clipplanes") {
obj.vClipplane = this.flatten(this.cbind(obj.normals, obj.offsets));
return;
}
if (type === "background" && typeof obj.ids !== "undefined") {
obj.quad = this.flatten([].concat(obj.ids));
return;
}
polygon_offset = this.getMaterial(obj, "polygon_offset");
if (polygon_offset[0] !== 0 || polygon_offset[1] !== 0)
obj.polygon_offset = polygon_offset;
if (is_transparent) {
depth_sort = ["triangles", "quads", "surface",
"spheres", "sprites", "text"].indexOf(type) >= 0;
}
if (is_brush)
this.initSelection(obj.id);
if (typeof obj.vertices === "undefined")
obj.vertices = [];
v = obj.vertices;
if (has_indices)
obj.vertexCount = obj.indices.length;
else
obj.vertexCount = v.length;
if (!obj.vertexCount) return;
if (is_twosided && !has_normals) {
if (typeof obj.userAttributes === "undefined")
obj.userAttributes = {};
v1 = Array(v.length);
v2 = Array(v.length);
if (obj.type === "triangles" || obj.type === "quads") {
if (obj.type === "triangles")
nrow = 3;
else
nrow = 4;
for (i=0; i<Math.floor(v.length/nrow); i++)
for (j=0; j<nrow; j++) {
v1[nrow*i + j] = v[nrow*i + ((j+1) % nrow)];
v2[nrow*i + j] = v[nrow*i + ((j+2) % nrow)];
}
} else if (obj.type === "surface") {
dim = obj.dim[0];
nx = dim[0];
nz = dim[1];
for (j=0; j<nx; j++) {
for (i=0; i<nz; i++) {
if (i+1 < nz && j+1 < nx) {
v2[j + nx*i] = v[j + nx*(i+1)];
v1[j + nx*i] = v[j+1 + nx*(i+1)];
} else if (i+1 < nz) {
v2[j + nx*i] = v[j-1 + nx*i];
v1[j + nx*i] = v[j + nx*(i+1)];
} else {
v2[j + nx*i] = v[j + nx*(i-1)];
v1[j + nx*i] = v[j-1 + nx*(i-1)];
}
}
}
}
obj.userAttributes.aPos1 = v1;
obj.userAttributes.aPos2 = v2;
}
if (!sprites_3d) {
if (gl.isContextLost()) return;
if (typeof obj.prog !== "undefined") {
gl.deleteProgram(obj.prog);
obj.prog = undefined;
}
obj.prog = gl.createProgram();
gl.attachShader(obj.prog, this.getShader( gl.VERTEX_SHADER,
this.getVertexShader(obj) ));
gl.attachShader(obj.prog, this.getShader( gl.FRAGMENT_SHADER,
this.getFragmentShader(obj) ));
// Force aPos to location 0, aCol to location 1
gl.bindAttribLocation(obj.prog, 0, "aPos");
gl.bindAttribLocation(obj.prog, 1, "aCol");
gl.linkProgram(obj.prog);
var linked = gl.getProgramParameter(obj.prog, gl.LINK_STATUS);
if (!linked) {
// An error occurred while linking
var lastError = gl.getProgramInfoLog(obj.prog);
console.warn("Error in program linking:" + lastError);
gl.deleteProgram(obj.prog);
return;
}
}
if (type === "text") {
texinfo = this.drawTextToCanvas(obj.texts,
this.flatten(obj.cex),
this.flatten(obj.family),
this.flatten(obj.family));
}
if (fixed_quads && !sprites_3d) {
obj.ofsLoc = gl.getAttribLocation(obj.prog, "aOfs");
}
if (has_texture || type === "text") {
if (!obj.texture) {
obj.texture = gl.createTexture();
// This is a trick from https://stackoverflow.com/a/19748905/2554330 to avoid warnings
gl.bindTexture(gl.TEXTURE_2D, obj.texture);
gl.texImage2D(gl.TEXTURE_2D, 0, gl.RGBA, 1, 1, 0, gl.RGBA, gl.UNSIGNED_BYTE,
new Uint8Array([255,255,255, 255])); // white
}
obj.texLoc = gl.getAttribLocation(obj.prog, "aTexcoord");
obj.sampler = gl.getUniformLocation(obj.prog, "uSampler");
}
if (has_fog && !sprites_3d) {
obj.uFogMode = gl.getUniformLocation(obj.prog, "uFogMode");
obj.uFogColor = gl.getUniformLocation(obj.prog, "uFogColor");
obj.uFogParms = gl.getUniformLocation(obj.prog, "uFogParms");
}
if (has_texture) {
mat = obj.material;
if (typeof mat.uri !== "undefined")
uri = mat.uri;
else if (typeof mat.uriElementId === "undefined") {
matobj = this.getObj(mat.uriId);
if (typeof matobj !== "undefined") {
uri = matobj.material.uri;
} else {
uri = "";
}
} else
uri = document.getElementById(mat.uriElementId).rglinstance.getObj(mat.uriId).material.uri;
this.loadImageToTexture(uri, obj.texture);
}
if (type === "text") {
this.handleLoadedTexture(obj.texture, this.textureCanvas);
}
var stride = 3, nc, cofs, nofs, radofs, oofs, tofs, vnew, fnew,
nextofs = -1, pointofs = -1, alias, colors, key, selection,
filter, adj, offset, attr, last, options;
obj.alias = undefined;
colors = obj.colors;
j = this.scene.crosstalk.id.indexOf(obj.id);
if (j >= 0) {
key = this.scene.crosstalk.key[j];
options = this.scene.crosstalk.options[j];
colors = colors.slice(0);
for (i = 0; i < v.length; i++)
colors[i] = obj.colors[i % obj.colors.length].slice(0);
if ( (selection = this.scene.crosstalk.selection) &&
(selection.length || !options.selectedIgnoreNone) )
for (i = 0; i < v.length; i++) {
if (!selection.includes(key[i])) {
if (options.deselectedColor)
colors[i] = options.deselectedColor.slice(0);
colors[i][3] = colors[i][3]*options.deselectedFade; /* default: mostly transparent if not selected */
} else if (options.selectedColor)
colors[i] = options.selectedColor.slice(0);
}
if ( (filter = this.scene.crosstalk.filter) )
for (i = 0; i < v.length; i++)
if (!filter.includes(key[i])) {
if (options.filteredColor)
colors[i] = options.filteredColor.slice(0);
colors[i][3] = colors[i][3]*options.filteredFade; /* default: completely hidden if filtered */
}
}
nc = obj.colorCount = colors.length;
if (nc > 1) {
cofs = stride;
stride = stride + 4;
v = this.cbind(v, colors);
} else {
cofs = -1;
obj.onecolor = this.flatten(colors);
}
if (has_normals && obj.type !== "spheres") {
nofs = stride;
stride = stride + 3;
v = this.cbind(v, typeof obj.pnormals !== "undefined" ? obj.pnormals : obj.normals);
} else
nofs = -1;
if (typeof obj.radii !== "undefined") {
radofs = stride;
stride = stride + 1;
// FIXME: always concat the radii?
if (obj.radii.length === v.length) {
v = this.cbind(v, obj.radii);
} else if (obj.radii.length === 1) {
v = v.map(function(row) { return row.concat(obj.radii[0]);});
}
} else
radofs = -1;
// Add default indices
if (has_indices) {
f = Array(obj.indices.length);
for (i = 0; i < f.length; i++)
f[i] = obj.indices[i] - 1;
} else {
f = Array(v.length);
for (i = 0; i < v.length; i++)
f[i] = i;
}
obj.f = [f,f];
if (type === "sprites" && !sprites_3d) {
tofs = stride;
stride += 2;
oofs = stride;
stride += 3;
vnew = new Array(4*v.length);
fnew = new Array(4*v.length);
alias = new Array(v.length);
var rescale = fixed_size ? 72 : 1,
size = obj.radii, s = rescale*size[0]/2;
last = v.length;
f = obj.f[0];
obj.adj = this.flatten(obj.adj);
if (typeof obj.pos !== "undefined") {
obj.pos = this.flatten(obj.pos);
offset = obj.adj[0];
} else
offset = 0;
for (i=0; i < v.length; i++) {
adj = this.getAdj(obj, i, offset);
if (size.length > 1)
s = rescale*size[i]/2;
adj[0] = 2*s*(adj[0] - 0.5);
adj[1] = 2*s*(adj[1] - 0.5);
adj[2] = 2*s*(adj[2] - 0.5);
vnew[i] = v[i].concat([0,0]).concat([-s-adj[0],
-s-adj[1],
-adj[2]]);
fnew[4*i] = f[i];
vnew[last]= v[i].concat([1,0]).concat([s-adj[0],
-s-adj[1],
-adj[2]]);
fnew[4*i+1] = last++;
vnew[last]= v[i].concat([1,1]).concat([s-adj[0],
s-adj[1],
-adj[2]]);
fnew[4*i+2] = last++;
vnew[last]= v[i].concat([0,1]).concat([-s-adj[0],
s-adj[1],
-adj[2]]);
fnew[4*i+3] = last++;
alias[i] = [last-3, last-2, last-1];
}
v = vnew;
obj.vertexCount = v.length;
obj.f = [fnew, fnew];
} else if (type === "text") {
tofs = stride;
stride += 2;
oofs = stride;
stride += 3;
vnew = new Array(4*v.length);
f = obj.f[0];
fnew = new Array(4*f.length);
alias = new Array(v.length);
last = v.length;
adj = this.flatten(obj.adj);
if (typeof obj.pos !== "undefined") {
obj.pos = this.flatten(obj.pos);
offset = adj[0];
} else
offset = 0;
for (i=0; i < v.length; i++) {
adj = this.getAdj(obj, i, offset, obj.texts[i]);
vnew[i] = v[i].concat([0,-0.5]).concat(adj);
fnew[4*i] = f[i];
vnew[last] = v[i].concat([1,-0.5]).concat(adj);
fnew[4*i+1] = last++;
vnew[last] = v[i].concat([1, 1.5]).concat(adj);
fnew[4*i+2] = last++;
vnew[last] = v[i].concat([0, 1.5]).concat(adj);
fnew[4*i+3] = last++;
alias[i] = [last-3, last-2, last-1];
for (j=0; j < 4; j++) {
v1 = vnew[fnew[4*i+j]];
v1[tofs+2] = 2*(v1[tofs]-v1[tofs+2])*texinfo.widths[i];
v1[tofs+3] = 2*(v1[tofs+1]-v1[tofs+3])*texinfo.textHeights[i];
v1[tofs] = (texinfo.offsetsx[i] + v1[tofs]*texinfo.widths[i])/texinfo.canvasX;
v1[tofs+1] = 1.0-(texinfo.offsetsy[i] -
v1[tofs+1]*texinfo.textHeights[i])/texinfo.canvasY;
vnew[fnew[4*i+j]] = v1;
}
}
v = vnew;
obj.vertexCount = v.length;
obj.f = [fnew, fnew];
} else if (typeof obj.texcoords !== "undefined") {
tofs = stride;
stride += 2;
oofs = -1;
v = this.cbind(v, obj.texcoords);
} else {
tofs = -1;
oofs = -1;
}
obj.alias = alias;
if (typeof obj.userAttributes !== "undefined") {
obj.userAttribOffsets = {};
obj.userAttribLocations = {};
obj.userAttribSizes = {};
for (attr in obj.userAttributes) {
obj.userAttribLocations[attr] = gl.getAttribLocation(obj.prog, attr);
if (obj.userAttribLocations[attr] >= 0) { // Attribute may not have been used
obj.userAttribOffsets[attr] = stride;
v = this.cbind(v, obj.userAttributes[attr]);
stride = v[0].length;
obj.userAttribSizes[attr] = stride - obj.userAttribOffsets[attr];
}
}
}
if (typeof obj.userUniforms !== "undefined") {
obj.userUniformLocations = {};
for (attr in obj.userUniforms)
obj.userUniformLocations[attr] = gl.getUniformLocation(obj.prog, attr);
}
if (sprites_3d) {
obj.userMatrix = new CanvasMatrix4();
obj.userMatrix.load(this.flatten(obj.usermatrix));
obj.objects = this.flatten([].concat(obj.ids));
is_lit = false;
obj.adj = this.flatten(obj.adj);
if (typeof obj.pos !== "undefined") {
obj.pos = this.flatten(obj.pos);
obj.offset = obj.adj[0];
} else
obj.offset = 0;
for (i=0; i < obj.objects.length; i++)
this.initObjId(obj.objects[i]);
}
if (is_lit && !fixed_quads) {
obj.normLoc = gl.getAttribLocation(obj.prog, "aNorm");
}
nclipplanes = this.countClipplanes();
if (nclipplanes && !sprites_3d) {
obj.clipLoc = [];
for (i=0; i < nclipplanes; i++)
obj.clipLoc[i] = gl.getUniformLocation(obj.prog,"vClipplane" + i);
}
if (is_lit) {
obj.emissionLoc = gl.getUniformLocation(obj.prog, "emission");
obj.emission = new Float32Array(this.stringToRgb(this.getMaterial(obj, "emission")));
obj.shininessLoc = gl.getUniformLocation(obj.prog, "shininess");
obj.shininess = this.getMaterial(obj, "shininess");
obj.nlights = this.countLights();
obj.ambientLoc = [];
obj.ambient = new Float32Array(this.stringToRgb(this.getMaterial(obj, "ambient")));
obj.specularLoc = [];
obj.specular = new Float32Array(this.stringToRgb(this.getMaterial(obj, "specular")));
obj.diffuseLoc = [];
obj.lightDirLoc = [];
obj.viewpointLoc = [];
obj.finiteLoc = [];
for (i=0; i < obj.nlights; i++) {
obj.ambientLoc[i] = gl.getUniformLocation(obj.prog, "ambient" + i);
obj.specularLoc[i] = gl.getUniformLocation(obj.prog, "specular" + i);
obj.diffuseLoc[i] = gl.getUniformLocation(obj.prog, "diffuse" + i);
obj.lightDirLoc[i] = gl.getUniformLocation(obj.prog, "lightDir" + i);
obj.viewpointLoc[i] = gl.getUniformLocation(obj.prog, "viewpoint" + i);
obj.finiteLoc[i] = gl.getUniformLocation(obj.prog, "finite" + i);
}
}
obj.passes = is_twosided + 1;
obj.pmode = new Array(obj.passes);
for (pass = 0; pass < obj.passes; pass++) {
if (type === "triangles" || type === "quads" || type === "surface" || type === "spheres")
pmode = this.getMaterial(obj, (pass === 0) ? "front" : "back");
else pmode = "filled";
obj.pmode[pass] = pmode;
}
if (type !== "spheres") {
obj.f.length = obj.passes;
for (pass = 0; pass < obj.passes; pass++) {
f = fnew = obj.f[pass];
pmode = obj.pmode[pass];
if (pmode === "culled")
f = [];
else if (pmode === "points") {
// stay with default
} else if ((type === "quads" || type === "text" ||
type === "sprites") && !sprites_3d) {
nrows = Math.floor(obj.vertexCount/4);
if (pmode === "filled") {
fnew = Array(6*nrows);
for (i=0; i < nrows; i++) {
fnew[6*i] = f[4*i];
fnew[6*i+1] = f[4*i + 1];
fnew[6*i+2] = f[4*i + 2];
fnew[6*i+3] = f[4*i];
fnew[6*i+4] = f[4*i + 2];
fnew[6*i+5] = f[4*i + 3];
}
} else {
fnew = Array(8*nrows);
for (i=0; i < nrows; i++) {
fnew[8*i] = f[4*i];
fnew[8*i+1] = f[4*i + 1];
fnew[8*i+2] = f[4*i + 1];
fnew[8*i+3] = f[4*i + 2];
fnew[8*i+4] = f[4*i + 2];
fnew[8*i+5] = f[4*i + 3];
fnew[8*i+6] = f[4*i + 3];
fnew[8*i+7] = f[4*i];
}
}
} else if (type === "triangles") {
nrows = Math.floor(obj.vertexCount/3);
if (pmode === "filled") {
fnew = Array(3*nrows);
for (i=0; i < fnew.length; i++) {
fnew[i] = f[i];
}
} else if (pmode === "lines") {
fnew = Array(6*nrows);
for (i=0; i < nrows; i++) {
fnew[6*i] = f[3*i];
fnew[6*i + 1] = f[3*i + 1];
fnew[6*i + 2] = f[3*i + 1];
fnew[6*i + 3] = f[3*i + 2];
fnew[6*i + 4] = f[3*i + 2];
fnew[6*i + 5] = f[3*i];
}
}
} else if (type === "spheres") {
// default
} else if (type === "surface") {
dim = obj.dim[0];
nx = dim[0];
nz = dim[1];
if (pmode === "filled") {
fnew = [];
for (j=0; j<nx-1; j++) {
for (i=0; i<nz-1; i++) {
fnew.push(f[j + nx*i],
f[j + nx*(i+1)],
f[j + 1 + nx*(i+1)],
f[j + nx*i],
f[j + 1 + nx*(i+1)],
f[j + 1 + nx*i]);
}
}
} else if (pmode === "lines") {
fnew = [];
for (j=0; j<nx; j++) {
for (i=0; i<nz; i++) {
if (i+1 < nz)
fnew.push(f[j + nx*i],
f[j + nx*(i+1)]);
if (j+1 < nx)
fnew.push(f[j + nx*i],
f[j+1 + nx*i]);
}
}
}
}
obj.f[pass] = fnew;
if (depth_sort) {
drawtype = "DYNAMIC_DRAW";
} else {
drawtype = "STATIC_DRAW";
}
}
}
if (fat_lines) {
alias = undefined;
obj.nextLoc = gl.getAttribLocation(obj.prog, "aNext");
obj.pointLoc = gl.getAttribLocation(obj.prog, "aPoint");
obj.aspectLoc = gl.getUniformLocation(obj.prog, "uAspect");
obj.lwdLoc = gl.getUniformLocation(obj.prog, "uLwd");
// Expand vertices to turn each segment into a pair of triangles
for (pass = 0; pass < obj.passes; pass++) {
f = obj.f[pass];
oldrows = f.length;
if (obj.pmode[pass] === "lines")
break;
}
if (type === "linestrip")
nrows = 4*(oldrows - 1);
else
nrows = 2*oldrows;
vnew = new Array(nrows);
fnew = new Array(1.5*nrows);
// We're going to turn each pair of vertices into 4 new ones, with the "next" and "pt" attributes
// added.
// We do this by copying the originals in the first pass, adding the new attributes, then in a
// second pass add new vertices at the end.
for (i = 0; i < v.length; i++) {
vnew[i] = v[i].concat([0,0,0,0,0]);
}
nextofs = stride;
pointofs = stride + 3;
stride = stride + 5;
// Now add the extras
var ind, k;
last = v.length - 1;
ind = 0;
alias = new Array(f.length);
for (i = 0; i < f.length; i++)
alias[i] = [];
for (i = 0; i < f.length - 1; i++) {
if (type !== "linestrip" && i % 2 === 1)
continue;
k = ++last;
vnew[k] = vnew[f[i]].slice();
for (j=0; j<3; j++)
vnew[k][nextofs + j] = vnew[f[i+1]][j];
vnew[k][pointofs] = -1;
vnew[k][pointofs+1] = -1;
fnew[ind] = k;
last++;
vnew[last] = vnew[k].slice();
vnew[last][pointofs] = 1;
fnew[ind+1] = last;
alias[f[i]].push(last-1, last);
last++;
k = last;
vnew[k] = vnew[f[i+1]].slice();
for (j=0; j<3; j++)
vnew[k][nextofs + j] = vnew[f[i]][j];
vnew[k][pointofs] = -1;
vnew[k][pointofs+1] = 1;
fnew[ind+2] = k;
fnew[ind+3] = fnew[ind+1];
last++;
vnew[last] = vnew[k].slice();
vnew[last][pointofs] = 1;
fnew[ind+4] = last;
fnew[ind+5] = fnew[ind+2];
ind += 6;
alias[f[i+1]].push(last-1, last);
}
vnew.length = last+1;
v = vnew;
obj.vertexCount = v.length;
if (typeof alias !== "undefined" && typeof obj.alias !== "undefined") { // Already have aliases from previous section?
var oldalias = obj.alias, newalias = Array(obj.alias.length);
for (i = 0; i < newalias.length; i++) {
newalias[i] = oldalias[i].slice();
for (j = 0; j < oldalias[i].length; j++)
Array.prototype.push.apply(newalias[i], alias[oldalias[j]]); // pushes each element
}
obj.alias = newalias;
} else
obj.alias = alias;
for (pass = 0; pass < obj.passes; pass++)
if (type === "lines" || type === "linestrip" || obj.pmode[pass] === "lines") {
obj.f[pass] = fnew;
}
if (depth_sort)
drawtype = "DYNAMIC_DRAW";
else
drawtype = "STATIC_DRAW";
}
for (pass = 0; pass < obj.passes; pass++) {
if (obj.vertexCount > 65535) {
if (this.index_uint) {
obj.f[pass] = new Uint32Array(obj.f[pass]);
obj.index_uint = true;
} else
this.alertOnce("Object has "+obj.vertexCount+" vertices, not supported in this browser.");
} else {
obj.f[pass] = new Uint16Array(obj.f[pass]);
obj.index_uint = false;
}
}
if (stride !== v[0].length) {
this.alertOnce("problem in stride calculation");
}
obj.vOffsets = {vofs:0, cofs:cofs, nofs:nofs, radofs:radofs, oofs:oofs, tofs:tofs,
nextofs:nextofs, pointofs:pointofs, stride:stride};
obj.values = new Float32Array(this.flatten(v));
if (type !== "spheres" && !sprites_3d) {
obj.buf = gl.createBuffer();
gl.bindBuffer(gl.ARRAY_BUFFER, obj.buf);
gl.bufferData(gl.ARRAY_BUFFER, obj.values, gl.STATIC_DRAW); //
obj.ibuf = Array(obj.passes);
obj.ibuf[0] = gl.createBuffer();
gl.bindBuffer(gl.ELEMENT_ARRAY_BUFFER, obj.ibuf[0]);
gl.bufferData(gl.ELEMENT_ARRAY_BUFFER, obj.f[0], gl[drawtype]);
if (is_twosided) {
obj.ibuf[1] = gl.createBuffer();
gl.bindBuffer(gl.ELEMENT_ARRAY_BUFFER, obj.ibuf[1]);
gl.bufferData(gl.ELEMENT_ARRAY_BUFFER, obj.f[1], gl[drawtype]);
}
}
if (!sprites_3d) {
obj.mvMatLoc = gl.getUniformLocation(obj.prog, "mvMatrix");
obj.prMatLoc = gl.getUniformLocation(obj.prog, "prMatrix");
}
if (fixed_size) {
obj.textScaleLoc = gl.getUniformLocation(obj.prog, "textScale");
}
if (is_lit && !sprites_3d) {
obj.normMatLoc = gl.getUniformLocation(obj.prog, "normMatrix");
}
if (is_twosided) {
obj.frontLoc = gl.getUniformLocation(obj.prog, "front");
if (has_normals)
obj.invPrMatLoc = gl.getUniformLocation(obj.prog, "invPrMatrix");
}
};
/**
* Initialize the DOM object
* @param { Object } el - the DOM object
* @param { Object } x - the scene data sent by JSON from R
*/
rglwidgetClass.prototype.initialize = function(el, x) {
this.textureCanvas = document.createElement("canvas");
this.textureCanvas.style.display = "block";
this.scene = x;
this.normMatrix = new CanvasMatrix4();
this.invPrMatrix = new CanvasMatrix4();
this.saveMat = {};
this.distance = null;
this.posLoc = 0;
this.colLoc = 1;
if (el) {
el.rglinstance = this;
this.el = el;
this.webGLoptions = el.rglinstance.scene.webGLoptions;
this.initCanvas();
}
if (typeof Shiny !== "undefined") {
var self = this;
Shiny.addCustomMessageHandler("shinyGetPar3d",
function(message) {
var i, param,
subscene = self.getObj(message.subscene),
parameters = [].concat(message.parameters),
result = {tag: message.tag, subscene: message.subscene};
if (typeof subscene !== "undefined") {
for (i = 0; i < parameters.length; i++) {
param = parameters[i];
result[param] = subscene.par3d[param];
}
} else {
console.log("subscene "+message.subscene+" undefined.");
}
Shiny.setInputValue("par3d:shinyPar3d", result, {priority: "event"});
});
Shiny.addCustomMessageHandler("shinySetPar3d",
function(message) {
var param = message.parameter,
subscene = self.getObj(message.subscene);
if (typeof subscene !== "undefined") {
subscene.par3d[param] = message.value;
subscene.initialized = false;
self.drawScene();
} else {
console.log("subscene "+message.subscene+" undefined.");
}
});
Shiny.addCustomMessageHandler("resetBrush",
function(message) {
if (message === self.scene.selectionInput) {
self.clearBrush(null);
self.recordSelection(0);
}
});
}
};
/**
* Restart the WebGL canvas
*/
rglwidgetClass.prototype.restartCanvas = function() {
var newcanvas = document.createElement("canvas"),
self = this;
newcanvas.width = this.el.width;
newcanvas.height = this.el.height;
newcanvas.addEventListener("webglcontextrestored",
this.onContextRestored, false);
newcanvas.addEventListener("webglcontextlost",
this.onContextLost, false);
while (this.el.firstChild) {
this.el.removeChild(this.el.firstChild);
}
this.el.appendChild(newcanvas);
this.canvas = newcanvas;
if (this.scene.javascript) {
/* jshint evil:true */
Function('"use strict";' + this.scene.javascript)();
/* jshint evil:false */
}
this.setMouseHandlers();
if (this.gl)
Object.keys(this.scene.objects).forEach(function(key){
self.getObj(parseInt(key, 10)).texture = undefined;
});
this.gl = null;
};
/**
* Initialize the WebGL canvas
*/
rglwidgetClass.prototype.initCanvas = function() {
this.restartCanvas();
var objs = this.scene.objects,
self = this;
Object.keys(objs).forEach(function(key){
self.initSubscene(parseInt(key, 10));
});
this.onContextRestored = function() {
self.initGL();
self.drawScene();
};
this.onContextLost = function(event) {
if (!self.drawing)
this.gl = null;
event.preventDefault();
};
this.initGL0();
this.lazyLoadScene = function() {
if (typeof self.slide === "undefined")
self.slide = self.getSlide();
if (self.isInBrowserViewport()) {
if (!self.gl || self.gl.isContextLost())
self.initGL();
self.drawScene();
}
};
window.addEventListener("DOMContentLoaded", this.lazyLoadScene, false);
window.addEventListener("load", this.lazyLoadScene, false);
window.addEventListener("resize", this.lazyLoadScene, false);
window.addEventListener("scroll", this.lazyLoadScene, false);
this.slide = this.getSlide();
if (this.slide) {
if (typeof this.slide.rgl === "undefined")
this.slide.rgl = [this];
else
this.slide.rgl.push(this);
if (this.scene.context.rmarkdown)
if (this.scene.context.rmarkdown === "ioslides_presentation") {
this.slide.setAttribute("slideenter", "this.rgl.forEach(function(scene) { scene.lazyLoadScene.call(window);})");
} else if (this.scene.context.rmarkdown === "slidy_presentation") {
// This method would also work in ioslides, but it gets triggered
// something like 5 times per slide for every slide change, so
// you'd need a quicker function than lazyLoadScene.
var MutationObserver = window.MutationObserver || window.WebKitMutationObserver || window.MozMutationObserver,
observer = new MutationObserver(function(mutations) {
mutations.forEach(function() {
self.slide.rgl.forEach(function(scene) { scene.lazyLoadScene.call(window); });});});
observer.observe(this.slide, { attributes: true, attributeFilter:["class"] });
}
}
};
</script>
<script>/**
* Methods related to drawing transparent objects
* @name ___METHODS_FOR_TRANSPARENCY___
* @memberof rglwidgetClass
* @kind function
* @instance
* These functions order the centers of displayed objects so they
* can be drawn using the painters algorithm, necessary to support
* transparency.
* Note that objid is not obj.id when drawing spheres.
*/
/**
* Break objects into pieces
* @returns { array } Array of pieces
*/
rglwidgetClass.prototype.getPieces = function(context, objid, subid, obj) {
var n = obj.centers.length,
depth,
result = new Array(n),
z, w, i;
context = context.slice();
for(i=0; i<n; i++) {
z = this.prmvMatrix.m13*obj.centers[i][0] +
this.prmvMatrix.m23*obj.centers[i][1] +
this.prmvMatrix.m33*obj.centers[i][2] +
this.prmvMatrix.m43;
w = this.prmvMatrix.m14*obj.centers[i][0] +
this.prmvMatrix.m24*obj.centers[i][1] +
this.prmvMatrix.m34*obj.centers[i][2] +
this.prmvMatrix.m44;
depth = z/w;
result[i] = {context: context,
objid: objid,
subid: subid,
index: i,
depth: depth};
}
return result;
};
/**
* Get pieces from sphere
* @returns { object }
* @param { array } context -
* @param { numeric } subid - subscene
* @param { object } obj - spheres object
*/
rglwidgetClass.prototype.getSpherePieces = function(context, subid, obj)
{
if (obj.fastTransparency)
if (subid === 0) // Only compute pieces once
return this.getPieces(context, obj.id, -1, obj);
else
return [];
else
return this.getPieces(context, obj.id, subid, this.sphere);
};
/**
* Get pieces from cube
* @returns { object }
* @param { array } context -
* @param { numeric } subid - subscene
* @param { object } obj - spheres object
*/
rglwidgetClass.prototype.getCubePieces = function(context, obj)
{
return this.getPieces(context, obj.id, 0, this.cube);
};
/**
* Merge pieces that can be drawn in one call
* @returns { object }
* @param { array } pieces - The pieces to merge
*/
rglwidgetClass.prototype.mergePieces = function(pieces) {
var result = [];
if (pieces.length > 0) {
var i,
thiscontext = pieces[0].context,
thisobjid = pieces[0].objid,
thissubid = pieces[0].subid,
indices = [];
for (i= 0; i < pieces.length; i++) {
if (pieces[i].context !== thiscontext ||
pieces[i].objid !== thisobjid ||
pieces[i].subid !== thissubid) {
result.push({context: thiscontext, objid: thisobjid,
subid: thissubid, indices: indices});
thiscontext = pieces[i].context;
thisobjid = pieces[i].objid;
thissubid = pieces[i].subid;
indices = [];
}
indices.push(pieces[i].index);
}
result.push({context: thiscontext, objid: thisobjid,
subid: thissubid,
indices: indices});
}
return result;
};
/**
* Sort pieces by depth
* @returns { array }
* @param { array } pieces - array of pieces
*/
rglwidgetClass.prototype.sortPieces = function(pieces) {
var compare = function(i,j) {
var diff = j.depth - i.depth;
// We want to avoid context or obj changes,
// so sort on those next.
if (diff === 0) {
var c1 = j.context.slice(),
c2 = i.context.slice();
diff = c1.length - c2.length;
while (diff === 0 && c1.length > 0) {
diff = c1.pop() - c2.pop();
}
if (diff === 0)
diff = j.objid - i.objid;
if (diff === 0)
diff = j.subid - i.subid;
}
return diff;
}, result = [];
if (pieces.length)
result = pieces.sort(compare);
return result;
};
</script>
<script> /**
* Methods related to drawing
* @name ___METHODS_FOR_DRAWING___
* @memberof rglwidgetClass
* @kind function
* @instance
*/
/**
* Start drawing
* @returns { boolean } Previous state
*/
rglwidgetClass.prototype.startDrawing = function() {
var value = this.drawing;
this.drawing = true;
return value;
};
/**
* Stop drawing and check for context loss
* @param { boolean } saved - Previous state
*/
rglwidgetClass.prototype.stopDrawing = function(saved) {
this.drawing = saved;
if (!saved && this.gl && this.gl.isContextLost())
this.restartCanvas();
};
/**
* Update the triangles used to display a plane
* @param { number } id - id of the plane
* @param { Object } bbox - bounding box in which to display the plane
*/
rglwidgetClass.prototype.planeUpdateTriangles = function(obj, bbox) {
var perms = [[0,0,1], [1,2,2], [2,1,0]],
x, xrow, elem, A, d, nhits, i, j, k, u, v, w, intersect, which, v0, v2, vx, reverse,
face1 = [], face2 = [], normals = [],
nPlanes = obj.normals.length;
obj.bbox = bbox;
obj.vertices = [];
obj.initialized = false;
for (elem = 0; elem < nPlanes; elem++) {
// Vertex Av = normal.getRecycled(elem);
x = [];
A = obj.normals[elem];
d = obj.offsets[elem][0];
nhits = 0;
for (i=0; i<3; i++)
for (j=0; j<2; j++)
for (k=0; k<2; k++) {
u = perms[0][i];
v = perms[1][i];
w = perms[2][i];
if (A[w] !== 0.0) {
intersect = -(d + A[u]*bbox[j+2*u] + A[v]*bbox[k+2*v])/A[w];
if (bbox[2*w] < intersect && intersect < bbox[1+2*w]) {
xrow = [];
xrow[u] = bbox[j+2*u];
xrow[v] = bbox[k+2*v];
xrow[w] = intersect;
x.push(xrow);
face1[nhits] = j + 2*u;
face2[nhits] = k + 2*v;
nhits++;
}
}
}
if (nhits > 3) {
/* Re-order the intersections so the triangles work */
for (i=0; i<nhits-2; i++) {
which = 0; /* initialize to suppress warning */
for (j=i+1; j<nhits; j++) {
if (face1[i] === face1[j] || face1[i] === face2[j] ||
face2[i] === face1[j] || face2[i] === face2[j] ) {
which = j;
break;
}
}
if (which > i+1) {
this.swap(x, i+1, which);
this.swap(face1, i+1, which);
this.swap(face2, i+1, which);
}
}
}
if (nhits >= 3) {
/* Put in order so that the normal points out the FRONT of the faces */
v0 = [x[0][0] - x[1][0] , x[0][1] - x[1][1], x[0][2] - x[1][2]];
v2 = [x[2][0] - x[1][0] , x[2][1] - x[1][1], x[2][2] - x[1][2]];
/* cross-product */
vx = this.xprod(v0, v2);
reverse = this.dotprod(vx, A) > 0;
for (i=0; i<nhits-2; i++) {
obj.vertices.push(x[0]);
normals.push(A);
for (j=1; j<3; j++) {
obj.vertices.push(x[i + (reverse ? 3-j : j)]);
normals.push(A);
}
}
}
}
obj.pnormals = normals;
};
rglwidgetClass.prototype.mode4type = {points : "POINTS",
linestrip : "LINE_STRIP",
abclines : "LINES",
lines : "LINES",
sprites : "TRIANGLES",
planes : "TRIANGLES",
text : "TRIANGLES",
quads : "TRIANGLES",
surface : "TRIANGLES",
triangles : "TRIANGLES",
sphere : "TRIANGLES"
};
/**
* Disable unused arrays
* @param { Object } obj - Object to work with
* @param { Array } enabled - Array indicating which are enabled
*/
rglwidgetClass.prototype.disableArrays = function(obj, enabled) {
var gl = this.gl || this.initGL(),
objLocs = ["normLoc", "texLoc", "ofsLoc", "pointLoc", "nextLoc"],
thisLocs = ["posLoc", "colLoc"], i, attr;
for (i = 0; i < objLocs.length; i++)
if (enabled[objLocs[i]]) gl.disableVertexAttribArray(obj[objLocs[i]]);
for (i = 0; i < thisLocs.length; i++)
if (enabled[thisLocs[i]]) gl.disableVertexAttribArray(this[objLocs[i]]);
if (typeof obj.userAttributes !== "undefined") {
for (attr in obj.userAttribSizes) { // Not all attributes may have been used
gl.disableVertexAttribArray( obj.userAttribLocations[attr] );
}
}
};
/**
* Start drawing the scene
*/
rglwidgetClass.prototype.doStartScene = function() {
var gl = this.gl || this.initGL();
gl.enable(gl.DEPTH_TEST);
gl.depthFunc(gl.LEQUAL);
gl.clearDepth(1.0);
gl.clearColor(1,1,1,1);
gl.depthMask(true); // Must be true before clearing depth buffer
/* jshint bitwise: false */
gl.clear(gl.COLOR_BUFFER_BIT | gl.DEPTH_BUFFER_BIT);
/* jshint bitwise: true */
};
/**
* Set gl depth test based on object's material
* @param { Object } obj - object to use
*/
rglwidgetClass.prototype.doDepthTest = function(obj) {
var gl = this.gl,
tests = {never: gl.NEVER,
less: gl.LESS,
equal: gl.EQUAL,
lequal:gl.LEQUAL,
greater: gl.GREATER,
notequal: gl.NOTEQUAL,
gequal: gl.GEQUAL,
always: gl.ALWAYS},
test = tests[this.getMaterial(obj, "depth_test")];
gl.depthFunc(test);
};
/**
* Set polygon offset for an obj
* @param { object } obj - object to use
*/
rglwidgetClass.prototype.doPolygonOffset = function(obj) {
var gl = this.gl;
if (typeof obj.polygon_offset !== "undefined") {
gl.polygonOffset(obj.polygon_offset[0],
obj.polygon_offset[1]);
gl.enable(gl.POLYGON_OFFSET_FILL);
} else
gl.disable(gl.POLYGON_OFFSET_FILL);
};
/**
* Do code for clipping
* @param { object } obj - Object to work with
* @param { object } subscene - Subscene to work with
*/
rglwidgetClass.prototype.doClipping = function(obj, subscene) {
var gl = this.gl,
clipcheck = 0,
clipplaneids = subscene.clipplanes,
clip, i,j;
for (i=0; i < clipplaneids.length; i++) {
clip = this.getObj(clipplaneids[i]);
for (j=0; j < clip.offsets.length; j++) {
gl.uniform4fv(obj.clipLoc[clipcheck + j], clip.IMVClip[j]);
}
clipcheck += clip.offsets.length;
}
if (typeof obj.clipLoc !== "undefined")
for (i=clipcheck; i < obj.clipLoc.length; i++)
gl.uniform4f(obj.clipLoc[i], 0,0,0,0);
};
/**
* Do code for lighting
* @param { object } obj - Object to work with
* @param { object } subscene - Subscene to work with
*/
rglwidgetClass.prototype.doLighting = function(obj, subscene) {
var gl = this.gl, i, light;
gl.uniformMatrix4fv( obj.normMatLoc, false, new Float32Array(this.normMatrix.getAsArray()) );
gl.uniform3fv( obj.emissionLoc, obj.emission);
gl.uniform1f( obj.shininessLoc, obj.shininess);
for (i=0; i < subscene.lights.length; i++) {
light = this.getObj(subscene.lights[i]);
if (!light.initialized) this.initObj(light);
gl.uniform3fv( obj.ambientLoc[i], this.componentProduct(light.ambient, obj.ambient));
gl.uniform3fv( obj.specularLoc[i], this.componentProduct(light.specular, obj.specular));
gl.uniform3fv( obj.diffuseLoc[i], light.diffuse);
gl.uniform3fv( obj.lightDirLoc[i], light.lightDir);
gl.uniform1i( obj.viewpointLoc[i], light.viewpoint);
gl.uniform1i( obj.finiteLoc[i], light.finite);
}
for (i=subscene.lights.length; i < obj.nlights; i++) {
gl.uniform3f( obj.ambientLoc[i], 0,0,0);
gl.uniform3f( obj.specularLoc[i], 0,0,0);
gl.uniform3f( obj.diffuseLoc[i], 0,0,0);
}
};
/**
* Do code for colors
* @param { object } obj - Object to work with
*/
rglwidgetClass.prototype.doColors = function(obj) {
var gl = this.gl;
if (obj.colorCount === 1) {
gl.disableVertexAttribArray( this.colLoc );
gl.vertexAttrib4fv( this.colLoc, new Float32Array(obj.onecolor));
return false;
} else {
gl.enableVertexAttribArray( this.colLoc );
gl.vertexAttribPointer(this.colLoc, 4, gl.FLOAT, false, 4*obj.vOffsets.stride, 4*obj.vOffsets.cofs);
return true;
}
};
/**
* Do code for normals
* @param { object } obj - Object to work with
*/
rglwidgetClass.prototype.doNormals = function(obj) {
var gl = this.gl;
if (obj.vOffsets.nofs >= 0) {
gl.enableVertexAttribArray( obj.normLoc );
gl.vertexAttribPointer(obj.normLoc, 3, gl.FLOAT, false, 4*obj.vOffsets.stride, 4*obj.vOffsets.nofs);
return true;
} else
return false;
};
/**
* Do code for textures
* @param { object } obj - Object to work with
*/
rglwidgetClass.prototype.doTexture = function(obj) {
var gl = this.gl,
is_spheres = obj.type === "spheres";
gl.enableVertexAttribArray( obj.texLoc );
if (is_spheres)
gl.vertexAttribPointer(obj.texLoc, 2, gl.FLOAT, false, 4*this.sphere.vOffsets.stride, 4*this.sphere.vOffsets.tofs);
else
gl.vertexAttribPointer(obj.texLoc, 2, gl.FLOAT, false, 4*obj.vOffsets.stride, 4*obj.vOffsets.tofs);
gl.activeTexture(gl.TEXTURE0);
gl.bindTexture(gl.TEXTURE_2D, obj.texture);
gl.uniform1i( obj.sampler, 0);
return true;
};
/**
* Do code for user attributes
* @param { object } obj - Object to work with
*/
rglwidgetClass.prototype.doUserAttributes = function(obj) {
if (typeof obj.userAttributes !== "undefined") {
var gl = this.gl;
for (var attr in obj.userAttribSizes) { // Not all attributes may have been used
gl.enableVertexAttribArray( obj.userAttribLocations[attr] );
gl.vertexAttribPointer( obj.userAttribLocations[attr], obj.userAttribSizes[attr],
gl.FLOAT, false, 4*obj.vOffsets.stride, 4*obj.userAttribOffsets[attr]);
}
}
};
/**
* Do code for user uniforms
* @param { object } obj - Object to work with
*/
rglwidgetClass.prototype.doUserUniforms = function(obj) {
if (typeof obj.userUniforms !== "undefined") {
var gl = this.gl;
for (var attr in obj.userUniformLocations) {
var loc = obj.userUniformLocations[attr];
if (loc !== null) {
var uniform = obj.userUniforms[attr];
if (typeof uniform.length === "undefined")
gl.uniform1f(loc, uniform);
else if (typeof uniform[0].length === "undefined") {
uniform = new Float32Array(uniform);
switch(uniform.length) {
case 2: gl.uniform2fv(loc, uniform); break;
case 3: gl.uniform3fv(loc, uniform); break;
case 4: gl.uniform4fv(loc, uniform); break;
default: console.warn("bad uniform length");
}
} else if (uniform.length === 4 && uniform[0].length === 4)
gl.uniformMatrix4fv(loc, false, new Float32Array(uniform.getAsArray()));
else
console.warn("unsupported uniform matrix");
}
}
}
};
/**
* Load indices for complex drawing
* @param { object } obj - Object to work with
* @param { numeric } pass - Which pass of drawing?
* @param { array } indices - Indices to draw
*/
rglwidgetClass.prototype.doLoadIndices = function(obj, pass, indices) {
var gl = this.gl,
f = obj.f[pass],
type = obj.type,
fat_lines = this.isSet(obj.flags, this.f_fat_lines),
fnew, step;
switch(type){
case "points":
step = 1;
break;
case "abclines":
case "lines":
if (fat_lines)
step = 6;
else
step = 2;
break;
case "linestrip":
if (fat_lines)
step = 6;
else
step = 1;
break;
case "sphere":
case "planes":
case "triangles":
step = 3;
break;
case "text":
case "sprites":
case "quads":
case "surface":
step = 6;
break;
default:
console.error("loadIndices for "+type);
return 0;
}
if (obj.index_uint)
fnew = new Uint32Array(step * indices.length);
else
fnew = new Uint16Array(step * indices.length);
for (var i = 0; i < indices.length; i++) {
for (var j = 0; j < step; j++) {
fnew[step*i + j] = f[step*indices[i] + j];
}
}
gl.bufferData(gl.ELEMENT_ARRAY_BUFFER, fnew, gl.DYNAMIC_DRAW);
return fnew.length;
};
/**
* Do code for depth masking
* @param { boolean } mask - whether to mask
*/
rglwidgetClass.prototype.doMasking = function(mask) {
var gl = this.gl;
gl.depthMask(mask);
};
/**
* Do code for alpha blending
* @param { boolean } blend - Whether to blend.
*/
rglwidgetClass.prototype.doBlending = function(blend) {
var gl = this.gl;
if (blend) {
gl.blendFuncSeparate(gl.SRC_ALPHA, gl.ONE_MINUS_SRC_ALPHA,
gl.ONE, gl.ONE);
gl.enable(gl.BLEND);
} else {
gl.disable(gl.BLEND);
}
};
/**
* Set up for fog in the subscene
* @param { object } obj - background object
* @param { object } subscene - which subscene
*/
rglwidgetClass.prototype.doFog = function(obj, subscene) {
var gl = this.gl, fogmode, color,
observer = subscene.par3d.observer[2],
sintheta = Math.sin(subscene.par3d.FOV*Math.PI/180/2),
parms = [this.frustum.near - 2*observer,
this.frustum.far - 2*observer,
this.fogScale,
(1-sintheta)/(1+sintheta)];
if (typeof this.fogType === "undefined")
this.fogType = "none";
if (typeof this.fogScale === "undefined")
parms[2] = 1;
if (sintheta === 0)
parms[3] = 1/3;
switch(this.fogType){
case "none": fogmode = 0; break;
case "linear":
fogmode = 1; break;
case "exp":
fogmode = 2; break;
case "exp2":
fogmode = 3;
break;
default: console.error("Unknown fogtype "+this.fogType);
}
gl.uniform1i(obj.uFogMode, fogmode);
color = this.fogColor;
gl.uniform3f(obj.uFogColor, color[0], color[1], color[2]);
gl.uniform4f(obj.uFogParms, parms[0], parms[1], parms[2], parms[3]);
};
/* The draw methods are called twice. When
this.opaquePass is true, they should draw opaque parts
of the scene, and return the list of transparent
pieces. Here context is the context array on input,
modified when the matrices are changed.
When this.opaquePass is false, the context argument
contains a "piece", i.e. an ordered list of parts
of the object to draw. */
/**
* Draw simple object
* @param { object } obj - Object to draw
* @param { object } subscene - which subscene
* @param { array } context - Which context are we in?
*/
rglwidgetClass.prototype.drawSimple = function(obj, subscene, context) {
var
flags = obj.flags,
type = obj.type,
is_lit = this.isSet(flags, this.f_is_lit),
has_texture = this.isSet(flags, this.f_has_texture),
is_transparent = this.isSet(flags, this.f_is_transparent),
fixed_size = this.isSet(flags, this.f_fixed_size),
fixed_quads = this.isSet(flags, this.f_fixed_quads),
is_lines = this.isSet(flags, this.f_is_lines),
fat_lines = this.isSet(flags, this.f_fat_lines),
is_twosided = this.isSet(flags, this.f_is_twosided),
has_fog = this.isSet(flags, this.f_has_fog),
has_normals = (typeof obj.normals !== "undefined") ||
obj.type === "sphere",
gl = this.gl || this.initGL(),
count,
pass, mode, pmode,
enabled = {};
if (!obj.initialized)
this.initObj(obj);
count = obj.vertexCount;
if (!count)
return [];
is_transparent = is_transparent || obj.someHidden;
if (is_transparent && this.opaquePass)
return this.getPieces(context, obj.id, 0, obj);
this.doDepthTest(obj);
this.doMasking(this.getMaterial(obj, "depth_mask"));
gl.useProgram(obj.prog);
this.doPolygonOffset(obj);
gl.bindBuffer(gl.ARRAY_BUFFER, obj.buf);
gl.uniformMatrix4fv( obj.prMatLoc, false, new Float32Array(this.prMatrix.getAsArray()) );
gl.uniformMatrix4fv( obj.mvMatLoc, false, new Float32Array(this.mvMatrix.getAsArray()) );
this.doClipping(obj, subscene);
if (is_lit)
this.doLighting(obj, subscene);
if (has_fog)
this.doFog(obj, subscene);
this.doUserAttributes(obj);
this.doUserUniforms(obj);
gl.enableVertexAttribArray( this.posLoc );
enabled.posLoc = true;
if (has_texture || obj.type === "text")
enabled.texLoc = this.doTexture(obj);
enabled.colLoc = this.doColors(obj);
if (is_lit)
enabled.normLoc = this.doNormals(obj);
if (fixed_size) {
gl.uniform3f( obj.textScaleLoc, 0.75/this.vp.width, 0.75/this.vp.height, 1.0);
}
if (fixed_quads) {
gl.enableVertexAttribArray( obj.ofsLoc );
enabled.ofsLoc = true;
gl.vertexAttribPointer(obj.ofsLoc, 3, gl.FLOAT, false, 4*obj.vOffsets.stride, 4*obj.vOffsets.oofs);
}
for (pass = 0; pass < obj.passes; pass++) {
pmode = obj.pmode[pass];
if (pmode === "culled")
continue;
mode = fat_lines && (is_lines || pmode === "lines") ? "TRIANGLES" : this.mode4type[type];
if (is_twosided) {
gl.uniform1i(obj.frontLoc, pass !== 0);
if (has_normals) {
gl.uniformMatrix4fv(obj.invPrMatLoc, false, new Float32Array(this.invPrMatrix.getAsArray()));
}
}
gl.bindBuffer(gl.ELEMENT_ARRAY_BUFFER, obj.ibuf[pass]);
if (!this.opaquePass) {
if (type === "sphere" && obj.fastTransparency)
count = this.doLoadIndices(obj, pass, this.sphere.fastpieces[0].indices);
else
count = this.doLoadIndices(obj, pass, context.indices);
} else {
count = obj.f[pass].length;
gl.bufferData(gl.ELEMENT_ARRAY_BUFFER, obj.f[pass], gl.STATIC_DRAW);
}
if (!is_lines && pmode === "lines" && !fat_lines) {
mode = "LINES";
} else if (pmode === "points") {
mode = "POINTS";
}
if ((is_lines || pmode === "lines") && fat_lines) {
gl.enableVertexAttribArray(obj.pointLoc);
enabled.pointLoc = true;
gl.vertexAttribPointer(obj.pointLoc, 2, gl.FLOAT, false, 4*obj.vOffsets.stride, 4*obj.vOffsets.pointofs);
gl.enableVertexAttribArray(obj.nextLoc );
enabled.nextLoc = true;
gl.vertexAttribPointer(obj.nextLoc, 3, gl.FLOAT, false, 4*obj.vOffsets.stride, 4*obj.vOffsets.nextofs);
gl.uniform1f(obj.aspectLoc, this.vp.width/this.vp.height);
gl.uniform1f(obj.lwdLoc, this.getMaterial(obj, "lwd")/this.vp.height);
}
gl.vertexAttribPointer(this.posLoc, 3, gl.FLOAT, false, 4*obj.vOffsets.stride, 4*obj.vOffsets.vofs);
gl.drawElements(gl[mode], count, obj.index_uint ? gl.UNSIGNED_INT : gl.UNSIGNED_SHORT, 0);
}
this.disableArrays(obj, enabled);
return [];
};
/**
* Draw planes object
* @param { object } obj - Object to draw
* @param { object } subscene - which subscene
* @param { array } context - Which context are we in?
*/
rglwidgetClass.prototype.drawPlanes = function(obj, subscene, context) {
if (obj.bbox !== subscene.par3d.bbox || !obj.initialized) {
this.planeUpdateTriangles(obj, subscene.par3d.bbox);
}
return this.drawSimple(obj, subscene, context);
};
/**
* @param { object } obj - object to draw
* @param { object } subscene
* @param { array } context
* @description
* Draw spheres in a subscene<br>
*
* Drawing spheres happens in six ways:<br>
* 1 opaquepass, not transparent: transform and draw this.sphere count times<br>
* 2 opaquepass, transparent, not fast: transform & collect sphere pieces count times<br>
* 3 opaquepass, transparent, fast: order the centres into separate pieces, order this.sphere once<br>
* 4 not opaquepass, not transparent: do nothing<br>
* 5 not opaquepass, transparent, not fast: transform for one sphere, draw one merged piece<br>
* 6 not opaquepass, transparent, fast: transform for one sphere, draw this.sphere in fixed order.<br>
**/
rglwidgetClass.prototype.drawSpheres = function(obj, subscene, context) {
var flags = obj.flags,
is_transparent = this.isSet(flags, this.f_is_transparent),
sphereMV, baseofs, ofs, sscale, i,
count, nc, scount, scale, indices, sphereNorm,
enabled = {}, drawing,
saveNorm = new CanvasMatrix4(this.normMatrix),
saveMV = new CanvasMatrix4(this.mvMatrix),
savePRMV = null,
result = [], idx, margin = obj.material.margin;
if (typeof margin !== "undefined")
if (!this.marginVecToDataVec(obj, subscene))
return [];
if (!obj.initialized)
this.initObj(obj);
count = obj.vertexCount;
if (!count)
return [];
is_transparent = is_transparent || obj.someHidden;
if (!this.opaquePass && !is_transparent)
return [];
if (this.prmvMatrix !== null)
savePRMV = new CanvasMatrix4(this.prmvMatrix);
scale = subscene.par3d.scale;
sphereNorm = new CanvasMatrix4();
sphereNorm.scale(scale[0], scale[1], scale[2]);
sphereNorm.multRight(saveNorm);
this.normMatrix = sphereNorm;
if (this.opaquePass) {
context = context.slice();
context.push(obj.id);
}
drawing = this.opaquePass !== is_transparent;
if (drawing) {
nc = obj.colorCount;
if (nc === 1) {
this.sphere.onecolor = obj.onecolor;
}
}
this.initShapeFromObj(this.sphere, obj);
if (!this.opaquePass && obj.fastTransparency && typeof this.sphere.fastpieces === "undefined") {
this.sphere.fastpieces = this.getPieces(context.context, obj.id, 0, this.sphere);
this.sphere.fastpieces = this.sortPieces(this.sphere.fastpieces);
this.sphere.fastpieces = this.mergePieces(this.sphere.fastpieces);
}
if (this.opaquePass)
scount = count;
else {
indices = context.indices;
if (obj.fastTransparency)
scount = indices.length; /* Each item gives the center of a whole sphere */
else
scount = 1; /* Each item is a fragment of the sphere, at location subid */
}
for (i = 0; i < scount; i++) {
sphereMV = new CanvasMatrix4();
if (this.opaquePass)
idx = i;
else if (obj.fastTransparency)
idx = indices[i];
else
idx = context.subid;
if (typeof idx === "undefined")
console.error("idx is undefined");
baseofs = idx*obj.vOffsets.stride;
ofs = baseofs + obj.vOffsets.radofs;
sscale = obj.values[ofs];
sphereMV.scale(sscale/scale[0], sscale/scale[1], sscale/scale[2]);
sphereMV.translate(obj.values[baseofs],
obj.values[baseofs+1],
obj.values[baseofs+2]);
sphereMV.multRight(saveMV);
this.mvMatrix = sphereMV;
this.setnormMatrix2();
this.setprmvMatrix();
if (drawing) {
if (nc > 1) {
this.sphere.onecolor = obj.values.slice(baseofs + obj.vOffsets.cofs, baseofs + obj.vOffsets.cofs + 4);
}
this.drawSimple(this.sphere, subscene, context);
} else
result = result.concat(this.getSpherePieces(context, i, obj));
}
if (drawing)
this.disableArrays(obj, enabled);
this.normMatrix = saveNorm;
this.mvMatrix = saveMV;
this.prmvMatrix = savePRMV;
return result;
};
/**
* Prepare clipplanes for drawing
* @param { object } obj - clip planes object
*/
rglwidgetClass.prototype.drawClipplanes = function(obj) {
var count = obj.offsets.length,
IMVClip = [];
for (var i=0; i < count; i++) {
IMVClip[i] = this.multMV(this.invMatrix, obj.vClipplane.slice(4*i, 4*(i+1)));
}
obj.IMVClip = IMVClip;
return [];
};
/**
* Prepare linestrip for drawing
* @param { object } obj - line strip object
* @param { object } subscene
* @param { array } context
*/
rglwidgetClass.prototype.drawLinestrip = function(obj, subscene, context) {
var origIndices, i, j, margin = obj.material.margin;
if (typeof margin !== "undefined")
if (!this.marginVecToDataVec(obj, subscene))
return [];
if (this.opaquePass)
return this.drawSimple(obj, subscene, context);
origIndices = context.indices.slice();
for (i=0; i < origIndices.length; i++) {
j = origIndices[i];
if (j < obj.centers.length - 1) {
context.indices = [j, j+1];
this.drawSimple(obj, subscene, context);
}
}
context.indices = origIndices;
return [];
};
/**
* Draw a sprites object in a subscene
* @param { object } obj - object to draw
* @param { object } subscene
* @param { object } context
*/
rglwidgetClass.prototype.drawSprites = function(obj, subscene, context) {
var flags = obj.flags,
is_transparent = this.isSet(flags, this.f_is_transparent),
sprites3d = this.isSet(flags, this.f_sprites_3d),
i,j,
origMV = new CanvasMatrix4( this.mvMatrix ),
origPRMV = null,
pos, radius, userMatrix,
result = [], margin = obj.material.margin;
if (typeof margin !== "undefined")
if (!this.marginVecToDataVec(obj, subscene))
return [];
if (!sprites3d)
return this.drawSimple(obj, subscene, context);
if (!obj.initialized)
this.initObj(obj);
if (!obj.vertexCount)
return [];
is_transparent = is_transparent || obj.someHidden;
var norigs = obj.vertices.length,
savenorm = new CanvasMatrix4(this.normMatrix),
iOrig, adj, offset;
this.normMatrix = subscene.spriteNormmat;
userMatrix = obj.userMatrix;
if (this.opaquePass) {
context = context.slice();
context.push(obj.id);
} else
norigs = 1;
if (this.prmvMatrix !== null)
origPRMV = new CanvasMatrix4( this.prmvMatrix );
offset = obj.offset;
for (iOrig=0; iOrig < norigs; iOrig++) {
if (this.opaquePass)
j = iOrig;
else
j = context.subid;
pos = this.multVM([].concat(obj.vertices[j]).concat(1.0),
origMV);
radius = obj.radii.length > 1 ? obj.radii[j][0] : obj.radii[0][0];
this.mvMatrix = new CanvasMatrix4(userMatrix);
adj = this.getAdj(obj, j, offset);
this.mvMatrix.translate(1 - 2*adj[0], 1 - 2*adj[1], 1 - 2*adj[2]);
this.mvMatrix.scale(radius);
this.mvMatrix.translate(pos[0]/pos[3], pos[1]/pos[3], pos[2]/pos[3]);
this.setprmvMatrix();
for (i=0; i < obj.objects.length; i++)
if (this.opaquePass)
result = result.concat(this.drawObjId(obj.objects[i], subscene.id, context.concat(j)));
else
this.drawObjId(obj.objects[i], subscene.id, context);
}
this.normMatrix = savenorm;
this.mvMatrix = origMV;
if (origPRMV !== null)
this.prmvMatrix = origPRMV;
return result;
};
/**
* Draw object that might be in margin
* @param { Object } obj - text object to draw
* @param { Object } subscene - subscene holding it
* @param { Object } context - context for drawing
*/
rglwidgetClass.prototype.drawMarginal = function(obj, subscene, context) {
var margin = obj.material.margin;
if (typeof margin !== "undefined")
if (!this.marginVecToDataVec(obj, subscene))
return [];
return this.drawSimple(obj, subscene, context);
};
/**
* Draw bounding box and decorations
* @param { Object } obj - bboxdeco to draw
* @param { Object } subscene - subscene holding it
* @param { Object } context - context for drawing
*/
rglwidgetClass.prototype.drawBBox = function(obj, subscene, context) {
var flags = obj.flags,
is_transparent = this.isSet(flags, this.f_is_transparent),
scale, bbox, indices,
enabled = {}, drawing,
result = [], idx, center, edges,
saved;
if (!obj.initialized)
this.initBBox(obj);
is_transparent = is_transparent || obj.someHidden;
if (!this.opaquePass && !is_transparent)
return result;
this.setBbox(obj, subscene);
saved = this.setBBoxMatrices(obj);
bbox = obj.bbox;
center = obj.center;
scale = [bbox[1]-bbox[0], bbox[3]-bbox[2], bbox[5]-bbox[4]];
if (!obj.cube.initialized) {
this.initObj(obj.cube);
}
if (this.opaquePass) {
context = context.slice();
context.push(obj.id);
}
drawing = this.opaquePass !== is_transparent;
this.cube.onecolor = obj.cube.onecolor;
this.initShapeFromObj(this.cube, obj.cube);
if (!this.opaquePass)
indices = context.indices;
if (this.opaquePass)
idx = 0;
else
idx = context.subid;
if (typeof idx === "undefined")
console.error("idx is undefined");
if (drawing) {
this.drawSimple(this.cube, subscene, context);
} else
result = result.concat(this.getCubePieces(context, obj));
if (drawing) {
if (!obj.ticks.initialized) {
obj.ticks.locations = this.getTickLocations(obj);
obj.ticks.edges = undefined;
}
edges = this.getTickEdges(this.prmvMatrix);
if (obj.needsAxisCallback)
this.doAxisCallback(obj, edges);
if (!obj.ticks.edges || edges.toString() !== obj.ticks.edges.toString()) {
obj.ticks.edges = edges;
this.getTickVertices(obj.ticks);
this.placeTickLabels(obj);
this.setTickLabels(obj);
}
if (!obj.ticks.initialized) {
this.initObj(obj.ticks);
this.initObj(obj.labels);
}
this.drawSimple(obj.ticks, subscene, context);
this.drawSimple(obj.labels, subscene, context);
}
if (drawing)
this.disableArrays(obj, enabled);
this.restoreBBoxMatrices(saved);
return result;
};
/**
* Use ids to choose object to draw
* @param { numeric } id - object to draw
* @param { numeric } subscene
* @param { array } context
*/
rglwidgetClass.prototype.drawObjId = function(id, subsceneid, context) {
if (typeof id !== "number")
this.alertOnce("drawObjId id is "+typeof id);
return this.drawObj(this.getObj(id), this.getObj(subsceneid), context);
};
/**
* Draw an object in a subscene
* @param { object } obj - object to draw
* @param { object } subscene
* @param { array } context
*/
rglwidgetClass.prototype.drawObj = function(obj, subscene, context) {
switch(obj.type) {
case "abclines":
case "surface":
return this.drawSimple(obj, subscene, context);
case "points":
case "lines":
case "triangles":
case "quads":
case "text":
return this.drawMarginal(obj, subscene, context);
case "linestrip":
return this.drawLinestrip(obj, subscene, context);
case "planes":
return this.drawPlanes(obj, subscene, context);
case "spheres":
return this.drawSpheres(obj, subscene, context);
case "clipplanes":
return this.drawClipplanes(obj);
case "sprites":
return this.drawSprites(obj, subscene, context);
case "light":
return [];
case "bboxdeco":
return this.drawBBox(obj, subscene, context);
}
console.error("drawObj for type = "+obj.type);
};
/**
* Draw the background for a subscene
* @param { number } id - id of background object
* @param { number } subsceneid - id of subscene
*/
rglwidgetClass.prototype.drawBackground = function(id, subsceneid) {
var gl = this.gl || this.initGL(),
obj = this.getObj(id),
bg, i, savepr, saveinvpr, savemv;
if (!obj.initialized)
this.initObj(obj);
if (obj.colors.length) {
bg = obj.colors[0];
gl.clearColor(bg[0], bg[1], bg[2], bg[3]);
gl.depthMask(true);
/* jshint bitwise: false */
gl.clear(gl.COLOR_BUFFER_BIT | gl.DEPTH_BUFFER_BIT);
/* jshint bitwise: true */
this.fogColor = bg;
} else
this.fogColor = [0,0,0,0];
this.fogType = obj.fogtype;
this.fogScale = obj.fogscale;
if (typeof obj.quad !== "undefined") {
savepr = this.prMatrix;
saveinvpr = this.invPrMatrix;
savemv = this.mvMatrix;
this.prMatrix = new CanvasMatrix4();
this.invPrMatrix = new CanvasMatrix4();
this.mvMatrix = new CanvasMatrix4();
gl.disable(gl.BLEND);
gl.disable(gl.DEPTH_TEST);
gl.depthMask(false);
for (i=0; i < obj.quad.length; i++)
this.drawObjId(obj.quad[i], subsceneid);
this.prMatrix = savepr;
this.invPrMatrix = saveinvpr;
this.mvMatrix = savemv;
}
};
/**
* Draw a subscene
* @param { number } subsceneid - id of subscene
* @param { array } context
*/
rglwidgetClass.prototype.drawSubscene = function(subsceneid, context) {
var sub = this.getObj(subsceneid),
objects = this.scene.objects,
clipids = sub.clipplanes,
subids = sub.objects,
subscene_has_faces = false,
subscene_needs_sorting = false,
flags, i, obj, result = [];
if (sub.par3d.skipRedraw)
return result;
if (this.opaquePass) {
for (i=0; i < subids.length; i++) {
obj = objects[subids[i]];
flags = obj.flags;
if (typeof flags !== "undefined") {
subscene_has_faces = subscene_has_faces ||
(this.isSet(flags, this.f_is_lit) &&
!this.isSet(flags, this.f_fixed_quads));
obj.is_transparent = obj.someHidden ||
this.isSet(flags, this.f_is_transparent);
subscene_needs_sorting = subscene_needs_sorting ||
obj.is_transparent ||
this.isSet(flags, this.f_depth_sort);
}
}
}
this.setViewport(subsceneid);
this.setprMatrix(subsceneid);
this.setInvPrMatrix();
this.setmvMatrix(subsceneid);
this.setnormMatrix2();
if (typeof sub.backgroundId !== "undefined" && this.opaquePass)
this.drawBackground(sub.backgroundId, subsceneid);
if (subids.length) {
if (subscene_has_faces &&
this.isSet(sub.flags, this.f_sprites_3d) &&
typeof sub.spriteNormmat === "undefined") {
sub.spriteNormmat = new CanvasMatrix4(this.normMatrix);
}
if (subscene_needs_sorting)
this.setprmvMatrix();
if (clipids.length > 0) {
this.invMatrix = new CanvasMatrix4(this.mvMatrix);
this.invMatrix.invert();
for (i = 0; i < clipids.length; i++)
this.drawObjId(clipids[i], subsceneid);
}
subids = sub.opaque.concat(sub.transparent);
if (this.opaquePass) {
context = context.slice();
context.push(subsceneid);
this.doBlending(false);
this.subsceneid = subsceneid;
if (typeof this.sphere !== "undefined") // reset this.sphere.fastpieces; it will be recreated if needed
this.sphere.fastpieces = undefined;
for (i = 0; i < subids.length; i++)
result = result.concat(this.drawObjId(subids[i], subsceneid, context));
subids = sub.subscenes;
for (i = 0; i < subids.length; i++)
result = result.concat(this.drawSubscene(subids[i], context));
}
}
return result;
};
/**
* Set the context for drawing transparently
* @param { array } context
*/
rglwidgetClass.prototype.setContext = function(context) {
var result = [], objid, obj, type;
context = context.slice();
context.reverse();
while (context.length > 0) {
objid = context.pop();
obj = this.getObj(objid);
type = obj.type;
switch (type) {
case "subscene":
this.drawSubscene(objid, false);
break;
case "sprites":
result = result.concat(context.pop());
break;
case "spheres":
// this.initSphereFromObj(obj); // FIXME: not needed?
break;
case "bboxdeco":
result = result.concat(context.pop());
break;
default:
console.error("bad type '", type, "' in setContext");
}
}
return result;
};
/**
* Draw the transparent pieces of a scene
* @param {object} pieces
*/
rglwidgetClass.prototype.drawPieces = function(pieces) {
var i, prevcontext = [], context;
this.doBlending(true);
for (i = 0; i < pieces.length; i++) {
context = pieces[i].context.slice();
if (context !== prevcontext) {
prevcontext = context.slice();
context = this.setContext(context);
}
this.drawObjId(pieces[i].objid, this.subsceneid,
pieces[i]);
}
};
/**
* Draw the whole scene
*/
rglwidgetClass.prototype.drawScene = function() {
var wasDrawing = this.startDrawing(),
pieces;
if (!wasDrawing) {
if (this.select.state !== "inactive")
this.selectionChanged();
this.doStartScene();
this.opaquePass = true;
pieces = this.drawSubscene(this.scene.rootSubscene, []);
this.opaquePass = false;
pieces = this.sortPieces(pieces);
pieces = this.mergePieces(pieces);
this.drawPieces(pieces);
}
this.stopDrawing(wasDrawing);
};
</script>
<script> /**
* Methods related to controls
* @name ___METHODS_FOR_CONTROLS___
* @memberof rglwidgetClass
* @kind function
* @instance
*/
/**
* Change the displayed subset
* @param { Object } el - Element of the control; not used.
* @param { Object } control - The subset control data.
*/
rglwidgetClass.prototype.subsetSetter = function(el, control) {
if (typeof control.subscenes === "undefined" ||
control.subscenes === null)
control.subscenes = this.scene.rootSubscene;
var value = Math.round(control.value),
subscenes = [].concat(control.subscenes),
fullset = [].concat(control.fullset),
i, j, subsceneid,
adds = [], deletes = [];
if (this.missing(value))
value = control.value = 0;
if (control.accumulate)
for (i=0; i <= value; i++)
adds = adds.concat(control.subsets[i]);
else
adds = adds.concat(control.subsets[value]);
deletes = fullset.filter(function(x) { return adds.indexOf(x) < 0; });
for (i = 0; i < subscenes.length; i++) {
subsceneid = subscenes[i];
if (typeof this.getObj(subsceneid) === "undefined")
this.alertOnce("typeof object is undefined");
for (j = 0; j < adds.length; j++)
this.addToSubscene(adds[j], subsceneid);
for (j = 0; j < deletes.length; j++)
this.delFromSubscene(deletes[j], subsceneid);
}
};
/**
* Change the requested property
* @param { Object } el - Element of the control; not used.
* @param { Object } control - The property setter control data.
*/
rglwidgetClass.prototype.propertySetter = function(el, control) {
var value = control.value,
values = [].concat(control.values),
svals = [].concat(control.param),
direct = values[0] === null,
entries = [].concat(control.entries),
ncol = entries.length,
nrow = values.length/ncol,
properties = this.repeatToLen(control.properties, ncol),
objids = this.repeatToLen(control.objids, ncol),
property, objid = objids[0],
obj = this.getObj(objid),
propvals, i, j, v1, v2, p, entry, gl, needsBinding,
newprop, newid,
getPropvals = function() {
if (property === "userMatrix")
return obj.par3d.userMatrix.getAsArray();
else if (property === "scale" || property === "FOV" || property === "zoom")
return [].concat(obj.par3d[property]);
else
return [].concat(obj[property]);
},
putPropvals = function(newvals) {
if (newvals.length === 1)
newvals = newvals[0];
if (property === "userMatrix")
obj.par3d.userMatrix.load(newvals);
else if (property === "scale" || property === "FOV" || property === "zoom")
obj.par3d[property] = newvals;
else
obj[property] = newvals;
};
if (direct && typeof value === "undefined")
return;
if (control.interp) {
values = values.slice(0, ncol).concat(values).
concat(values.slice(ncol*(nrow-1), ncol*nrow));
svals = [-Infinity].concat(svals).concat(Infinity);
for (i = 1; i < svals.length; i++) {
if (value <= svals[i]) {
if (svals[i] === Infinity)
p = 1;
else
p = (svals[i] - value)/(svals[i] - svals[i-1]);
break;
}
}
} else if (!direct) {
value = Math.round(value);
}
for (j=0; j<entries.length; j++) {
entry = entries[j];
newprop = properties[j];
newid = objids[j];
if (newprop !== property || newid !== objid) {
if (typeof property !== "undefined")
putPropvals(propvals);
property = newprop;
objid = newid;
obj = this.getObj(objid);
propvals = getPropvals();
}
if (control.interp) {
v1 = values[ncol*(i-1) + j];
v2 = values[ncol*i + j];
this.setElement(propvals, entry, p*v1 + (1-p)*v2);
} else if (!direct) {
this.setElement(propvals, entry, values[ncol*value + j]);
} else {
this.setElement(propvals, entry, value[j]);
}
}
putPropvals(propvals);
needsBinding = [];
for (j=0; j < entries.length; j++) {
if (properties[j] === "values" &&
needsBinding.indexOf(objids[j]) === -1) {
needsBinding.push(objids[j]);
}
}
for (j=0; j < needsBinding.length; j++) {
gl = this.gl || this.initGL();
obj = this.getObj(needsBinding[j]);
gl.bindBuffer(gl.ARRAY_BUFFER, obj.buf);
gl.bufferData(gl.ARRAY_BUFFER, obj.values, gl.STATIC_DRAW);
}
};
/**
* Change the requested vertices
* @param { Object } el - Element of the control; not used.
* @param { Object } control - The vertext setter control data.
*/
rglwidgetClass.prototype.vertexSetter = function(el, control) {
var svals = [].concat(control.param),
j, k, p, a, propvals, stride, ofs, obj, entry,
attrib, vertex, varies,
ofss = {x:"vofs", y:"vofs", z:"vofs",
red:"cofs", green:"cofs", blue:"cofs",
alpha:"cofs", radii:"radofs",
nx:"nofs", ny:"nofs", nz:"nofs",
ox:"oofs", oy:"oofs", oz:"oofs",
ts:"tofs", tt:"tofs"},
pos = {x:0, y:1, z:2,
red:0, green:1, blue:2,
alpha:3,radii:0,
nx:0, ny:1, nz:2,
ox:0, oy:1, oz:2,
ts:0, tt:1},
values = control.values,
direct = values === null,
ncol,
interp = control.interp,
vertices = [].concat(control.vertices),
attributes = [].concat(control.attributes),
value = control.value, newval, aliases, alias;
ncol = Math.max(vertices.length, attributes.length);
if (!ncol)
return;
vertices = this.repeatToLen(vertices, ncol);
attributes = this.repeatToLen(attributes, ncol);
if (direct)
interp = false;
/* JSON doesn't pass Infinity */
svals[0] = -Infinity;
svals[svals.length - 1] = Infinity;
for (j = 1; j < svals.length; j++) {
if (value <= svals[j]) {
if (interp) {
if (svals[j] === Infinity)
p = 1;
else
p = (svals[j] - value)/(svals[j] - svals[j-1]);
} else {
if (svals[j] - value > value - svals[j-1])
j = j - 1;
}
break;
}
}
obj = this.getObj(control.objid);
// First, make sure color attributes vary in original
if (typeof obj.vOffsets !== "undefined") {
varies = true;
for (k = 0; k < ncol; k++) {
attrib = attributes[k];
if (typeof attrib !== "undefined") {
ofs = obj.vOffsets[ofss[attrib]];
if (ofs < 0) {
switch(attrib) {
case "alpha":
case "red":
case "green":
case "blue":
obj.colors = [obj.colors[0], obj.colors[0]];
break;
}
varies = false;
}
}
}
if (!varies)
this.initObjId(control.objid);
}
propvals = obj.values;
aliases = obj.alias;
if (typeof aliases === "undefined")
aliases = [];
for (k=0; k<ncol; k++) {
if (direct) {
newval = value;
} else if (interp) {
newval = p*values[j-1][k] + (1-p)*values[j][k];
} else {
newval = values[j][k];
}
attrib = attributes[k];
vertex = vertices[k];
alias = aliases[vertex];
if (obj.type === "planes" || obj.type === "clipplanes") {
ofs = ["nx", "ny", "nz", "offset"].indexOf(attrib);
if (ofs >= 0) {
if (ofs < 3) {
if (obj.normals[vertex][ofs] !== newval) { // Assume no aliases here...
obj.normals[vertex][ofs] = newval;
obj.initialized = false;
}
} else {
if (obj.offsets[vertex][0] !== newval) {
obj.offsets[vertex][0] = newval;
obj.initialized = false;
}
}
continue;
}
}
// Not a plane setting...
ofs = obj.vOffsets[ofss[attrib]];
if (ofs < 0)
this.alertOnce("Attribute '"+attrib+"' not found in object "+control.objid);
else {
stride = obj.vOffsets.stride;
ofs = ofs + pos[attrib];
entry = vertex*stride + ofs;
propvals[entry] = newval;
if (typeof alias !== "undefined")
for (a = 0; a < alias.length; a++)
propvals[alias[a]*stride + ofs] = newval;
}
}
if (typeof obj.buf !== "undefined") {
var gl = this.gl || this.initGL();
gl.bindBuffer(gl.ARRAY_BUFFER, obj.buf);
gl.bufferData(gl.ARRAY_BUFFER, propvals, gl.STATIC_DRAW);
}
};
/**
* Change the requested vertex properties by age
* @param { Object } el - Element of the control; not used.
* @param { Object } control - The age setter control data.
*/
rglwidgetClass.prototype.ageSetter = function(el, control) {
var objids = [].concat(control.objids),
nobjs = objids.length,
time = control.value,
births = [].concat(control.births),
ages = [].concat(control.ages),
steps = births.length,
j = Array(steps),
p = Array(steps),
i, k, l, age, j0, propvals, stride, ofs, objid, obj,
attrib, dim, varies, alias, aliases, a, d,
attribs = ["colors", "alpha", "radii", "vertices",
"normals", "origins", "texcoords",
"x", "y", "z",
"red", "green", "blue"],
ofss = ["cofs", "cofs", "radofs", "vofs",
"nofs", "oofs", "tofs",
"vofs", "vofs", "vofs",
"cofs", "cofs", "cofs"],
dims = [3,1,1,3,
3,2,2,
1,1,1,
1,1,1],
pos = [0,3,0,0,
0,0,0,
0,1,2,
0,1,2];
/* Infinity doesn't make it through JSON */
ages[0] = -Infinity;
ages[ages.length-1] = Infinity;
for (i = 0; i < steps; i++) {
if (births[i] !== null) { // NA in R becomes null
age = time - births[i];
for (j0 = 1; age > ages[j0]; j0++);
if (ages[j0] === Infinity)
p[i] = 1;
else if (ages[j0] > ages[j0-1])
p[i] = (ages[j0] - age)/(ages[j0] - ages[j0-1]);
else
p[i] = 0;
j[i] = j0;
}
}
// First, make sure color attributes vary in original
for (l = 0; l < nobjs; l++) {
objid = objids[l];
obj = this.getObj(objid);
varies = true;
if (typeof obj.vOffsets === "undefined")
continue;
for (k = 0; k < attribs.length; k++) {
attrib = control[attribs[k]];
if (typeof attrib !== "undefined") {
ofs = obj.vOffsets[ofss[k]];
if (ofs < 0) {
switch(attribs[k]) {
case "colors":
case "alpha":
case "red":
case "green":
case "blue":
obj.colors = [obj.colors[0], obj.colors[0]];
break;
}
varies = false;
}
}
}
if (!varies)
this.initObjId(objid);
}
for (l = 0; l < nobjs; l++) {
objid = objids[l];
obj = this.getObj(objid);
if (typeof obj.vOffsets === "undefined")
continue;
aliases = obj.alias;
if (typeof aliases === "undefined")
aliases = [];
propvals = obj.values;
stride = obj.vOffsets.stride;
for (k = 0; k < attribs.length; k++) {
attrib = control[attribs[k]];
if (typeof attrib !== "undefined") {
ofs = obj.vOffsets[ofss[k]];
if (ofs >= 0) {
dim = dims[k];
ofs = ofs + pos[k];
for (i = 0; i < steps; i++) {
alias = aliases[i];
if (births[i] !== null) {
for (d=0; d < dim; d++) {
propvals[i*stride + ofs + d] = p[i]*attrib[dim*(j[i]-1) + d] + (1-p[i])*attrib[dim*j[i] + d];
if (typeof alias !== "undefined")
for (a=0; a < alias.length; a++)
propvals[alias[a]*stride + ofs + d] = propvals[i*stride + ofs + d];
}
}
}
} else
this.alertOnce("\'"+attribs[k]+"\' property not found in object "+objid);
}
}
obj.values = propvals;
if (typeof obj.buf !== "undefined") {
var gl = this.gl || this.initGL();
gl.bindBuffer(gl.ARRAY_BUFFER, obj.buf);
gl.bufferData(gl.ARRAY_BUFFER, obj.values, gl.STATIC_DRAW);
}
}
};
/**
* Bridge to old style control
* @param { Object } el - Element of the control; not used.
* @param { Object } control - The bridge control data.
*/
rglwidgetClass.prototype.oldBridge = function(el, control) {
var attrname, global = window[control.prefix + "rgl"];
if (global)
for (attrname in global)
this[attrname] = global[attrname];
window[control.prefix + "rgl"] = this;
};
/**
* Set up a player control
* @param { Object } el - The player control element
* @param { Object } control - The player data.
*/
rglwidgetClass.prototype.Player = function(el, control) {
var
self = this,
components = [].concat(control.components),
buttonLabels = [].concat(control.buttonLabels),
Tick = function() { /* "this" will be a timer */
var i,
nominal = this.value,
slider = this.Slider,
labels = this.outputLabels,
output = this.Output,
step;
if (typeof slider !== "undefined" && nominal !== slider.value)
slider.value = nominal;
if (typeof output !== "undefined") {
step = Math.round((nominal - output.sliderMin)/output.sliderStep);
if (labels !== null) {
output.innerHTML = labels[step];
} else {
step = step*output.sliderStep + output.sliderMin;
output.innerHTML = step.toPrecision(output.outputPrecision);
}
}
for (i=0; i < this.actions.length; i++) {
this.actions[i].value = nominal;
}
self.applyControls(el, this.actions, false);
self.drawScene();
},
OnSliderInput = function() { /* "this" will be the slider */
this.rgltimer.value = Number(this.value);
this.rgltimer.Tick();
},
addSlider = function(min, max, step, value) {
var slider = document.createElement("input");
slider.type = "range";
slider.min = min;
slider.max = max;
slider.step = step;
slider.value = value;
slider.oninput = OnSliderInput;
slider.sliderActions = control.actions;
slider.sliderScene = this;
slider.className = "rgl-slider";
slider.id = el.id + "-slider";
el.rgltimer.Slider = slider;
slider.rgltimer = el.rgltimer;
el.appendChild(slider);
},
addLabel = function(labels, min, step, precision) {
var output = document.createElement("output");
output.sliderMin = min;
output.sliderStep = step;
output.outputPrecision = precision;
output.className = "rgl-label";
output.id = el.id + "-label";
el.rgltimer.Output = output;
el.rgltimer.outputLabels = labels;
el.appendChild(output);
},
addButton = function(which, label, active) {
var button = document.createElement("input"),
onclicks = {Reverse: function() { this.rgltimer.reverse();},
Play: function() { this.rgltimer.play();
this.value = this.rgltimer.enabled ? this.inactiveValue : this.activeValue; },
Slower: function() { this.rgltimer.slower(); },
Faster: function() { this.rgltimer.faster(); },
Reset: function() { this.rgltimer.reset(); },
Step: function() { this.rgltimer.step(); }
};
button.rgltimer = el.rgltimer;
button.type = "button";
button.value = label;
button.activeValue = label;
button.inactiveValue = active;
if (which === "Play")
button.rgltimer.PlayButton = button;
button.onclick = onclicks[which];
button.className = "rgl-button";
button.id = el.id + "-" + which;
el.appendChild(button);
};
if (typeof control.reinit !== "undefined" && control.reinit !== null) {
control.actions.reinit = control.reinit;
}
el.rgltimer = new rgltimerClass(Tick, control.start, control.interval, control.stop,
control.step, control.value, control.rate, control.loop, control.actions);
for (var i=0; i < components.length; i++) {
switch(components[i]) {
case "Slider": addSlider(control.start, control.stop,
control.step, control.value);
break;
case "Label": addLabel(control.labels, control.start,
control.step, control.precision);
break;
default:
addButton(components[i], buttonLabels[i], control.pause);
}
}
el.rgltimer.Tick();
};
/**
* Apply all registered controls
* @param { Object } el - DOM element of the control
* @param { Object } x - List of actions to apply
* @param { boolean } [draw=true] - Whether to redraw after applying
*/
rglwidgetClass.prototype.applyControls = function(el, x, draw) {
var self = this, reinit = x.reinit, i, control, type;
for (i = 0; i < x.length; i++) {
control = x[i];
type = control.type;
self[type](el, control);
}
if (typeof reinit !== "undefined" && reinit !== null) {
reinit = [].concat(reinit);
for (i = 0; i < reinit.length; i++)
self.getObj(reinit[i]).initialized = false;
}
if (typeof draw === "undefined" || draw)
self.drawScene();
};
/**
* Handler for scene change
* @param { Object } message - What sort of scene change to do?
*/
rglwidgetClass.prototype.sceneChangeHandler = function(message) {
var self = document.getElementById(message.elementId).rglinstance,
objs = message.objects, mat = message.material,
root = message.rootSubscene,
initSubs = message.initSubscenes,
redraw = message.redrawScene,
skipRedraw = message.skipRedraw,
deletes, subs, allsubs = [], i,j;
if (typeof message.delete !== "undefined") {
deletes = [].concat(message.delete);
if (typeof message.delfromSubscenes !== "undefined")
subs = [].concat(message.delfromSubscenes);
else
subs = [];
for (i = 0; i < deletes.length; i++) {
for (j = 0; j < subs.length; j++) {
self.delFromSubscene(deletes[i], subs[j]);
}
delete self.scene.objects[deletes[i]];
}
}
if (typeof objs !== "undefined") {
Object.keys(objs).forEach(function(key){
key = parseInt(key, 10);
self.scene.objects[key] = objs[key];
self.initObjId(key);
var obj = self.getObj(key),
subs = [].concat(obj.inSubscenes), k;
allsubs = allsubs.concat(subs);
for (k = 0; k < subs.length; k++)
self.addToSubscene(key, subs[k]);
});
}
if (typeof mat !== "undefined") {
self.scene.material = mat;
}
if (typeof root !== "undefined") {
self.scene.rootSubscene = root;
}
if (typeof initSubs !== "undefined")
allsubs = allsubs.concat(initSubs);
allsubs = self.unique(allsubs);
for (i = 0; i < allsubs.length; i++) {
self.initSubscene(allsubs[i]);
}
if (typeof skipRedraw !== "undefined") {
root = self.getObj(self.scene.rootSubscene);
root.par3d.skipRedraw = skipRedraw;
}
if (redraw)
self.drawScene();
};
</script>
<script> /**
* Methods related to selection
* @name ___METHODS_FOR_SELECTION___
* @memberof rglwidgetClass
* @kind function
* @instance
*/
/**
* Respond to brush change
*/
rglwidgetClass.prototype.selectionChanged = function() {
var i, j, k, id, subid = this.select.subscene, subscene,
objids, obj,
p1 = this.select.region.p1, p2 = this.select.region.p2,
filter, selection = [], handle, keys, xmin, x, xmax, ymin, y, ymax, z, v,
someHidden;
if (!subid)
return;
subscene = this.getObj(subid);
objids = subscene.objects;
filter = this.scene.crosstalk.filter;
this.setmvMatrix(subid);
this.setprMatrix(subid);
this.setprmvMatrix();
xmin = Math.min(p1.x, p2.x);
xmax = Math.max(p1.x, p2.x);
ymin = Math.min(p1.y, p2.y);
ymax = Math.max(p1.y, p2.y);
for (i = 0; i < objids.length; i++) {
id = objids[i];
j = this.scene.crosstalk.id.indexOf(id);
if (j >= 0) {
keys = this.scene.crosstalk.key[j];
obj = this.getObj(id);
someHidden = false;
for (k = 0; k < keys.length; k++) {
if (filter && filter.indexOf(keys[k]) < 0) {
someHidden = true;
continue;
}
v = [].concat(obj.vertices[k]).concat(1.0);
v = this.multVM(v, this.prmvMatrix);
x = v[0]/v[3];
y = v[1]/v[3];
z = v[2]/v[3];
if (xmin <= x && x <= xmax && ymin <= y && y <= ymax && -1.0 <= z && z <= 1.0) {
selection.push(keys[k]);
} else
someHidden = true;
}
obj.someHidden = someHidden && (filter || selection.length);
obj.initialized = false;
/* Who should we notify? Only shared data in the current subscene, or everyone? */
if (!this.equalArrays(selection, this.scene.crosstalk.selection)) {
handle = this.scene.crosstalk.sel_handle[j];
handle.set(selection, {rglSubsceneId: this.select.subscene});
}
}
}
};
/**
* Respond to selection or filter change from crosstalk
* @param { Object } event - crosstalk event
* @param { boolean } filter - filter or selection?
*/
rglwidgetClass.prototype.selection = function(event, filter) {
var i, j, ids, obj, keys, crosstalk = this.scene.crosstalk,
selection, someHidden;
// Record the message and find out if this event makes some objects have mixed values:
crosstalk = this.scene.crosstalk;
if (filter) {
filter = crosstalk.filter = event.value;
selection = crosstalk.selection;
} else {
selection = crosstalk.selection = event.value;
filter = crosstalk.filter;
}
ids = crosstalk.id;
for (i = 0; i < ids.length ; i++) {
obj = this.getObj(ids[i]);
obj.initialized = false;
keys = crosstalk.key[i];
someHidden = false;
for (j = 0; j < keys.length && !someHidden; j++) {
if ((filter && filter.indexOf(keys[j]) < 0) ||
(selection.length && selection.indexOf(keys[j]) < 0))
someHidden = true;
}
obj.someHidden = someHidden;
}
this.drawScene();
};
/**
* Clear the selection brush
* @param { number } except - Subscene that should ignore this request
*/
rglwidgetClass.prototype.clearBrush = function(except) {
if (this.select.subscene !== except) {
this.select.region = {p1: {x:Infinity, y:Infinity},
p2: {x:Infinity, y:Infinity}};
this.selectionChanged();
this.select.state = "inactive";
this.delFromSubscene(this.scene.brushId, this.select.subscene);
}
this.drawScene();
};
/**
* Set the vertices in the selection box object
*/
rglwidgetClass.prototype.initSelection = function(id) {
if (typeof this.select.region === "undefined")
return;
var obj = this.getObj(id),
p1 = this.select.region.p1,
p2 = this.select.region.p2;
obj.vertices = [[p1.x, p1.y, 0.0],
[p2.x, p1.y, 0.0],
[p2.x, p2.y, 0.0],
[p1.x, p2.y, 0.0],
[p1.x, p1.y, 0.0]];
};
</script>
<script>
/* globals rgltimerClass: true */
/**
* The class of an rgl timer object
* @class
*/
/**
* Construct an rgltimerClass object
* @constructor
* @param { function } Tick - action when timer fires
* @param { number } startTime - nominal start time in seconds
* @param { number } interval - seconds between updates
* @param { number } stopTime - nominal stop time in seconds
* @param { number } stepSize - nominal step size
* @param { number } value - current nominal time
* @param { number } rate - nominal units per second
* @param { string } loop - "none", "cycle" or "oscillate"
* @param { Object } actions - list of actions
*/
rgltimerClass = function(Tick, startTime, interval, stopTime, stepSize, value, rate, loop, actions) {
this.enabled = false;
this.timerId = 0;
/** nominal start time in seconds */
this.startTime = startTime;
/** current nominal time */
this.value = value;
/** seconds between updates */
this.interval = interval;
/** nominal stop time */
this.stopTime = stopTime;
/** nominal step size */
this.stepSize = stepSize;
/** nominal units per second */
this.rate = rate;
/** "none", "cycle", or "oscillate" */
this.loop = loop;
/** real world start time */
this.realStart = undefined;
/** multiplier for fast-forward or reverse */
this.multiplier = 1;
this.actions = actions;
this.Tick = Tick;
};
/**
* Methods related to players
* @name ___METHODS_FOR_PLAYERS___
* @memberof rgltimerClass
* @kind function
* @instance
*/
/**
* Start playing
* @memberof rgltimerClass
*/
rgltimerClass.prototype.play = function() {
if (this.enabled) {
this.enabled = false;
window.clearInterval(this.timerId);
this.timerId = 0;
return;
}
var tick = function(self) {
var now = new Date();
self.value = self.multiplier*self.rate*(now - self.realStart)/1000 + self.startTime;
self.forceToRange();
if (typeof self.Tick !== "undefined") {
self.Tick(self.value);
}
};
this.realStart = new Date() - 1000*(this.value - this.startTime)/this.rate/this.multiplier;
this.timerId = window.setInterval(tick, 1000*this.interval, this);
this.enabled = true;
};
/**
* Force value into legal range
*/
rgltimerClass.prototype.forceToRange = function() {
if (this.value > this.stopTime + this.stepSize/2 || this.value < this.startTime - this.stepSize/2) {
if (!this.loop) {
this.reset();
} else {
var cycle = this.stopTime - this.startTime + this.stepSize,
newval = (this.value - this.startTime) % cycle + this.startTime;
if (newval < this.startTime) {
newval += cycle;
}
this.realStart += (this.value - newval)*1000/this.multiplier/this.rate;
this.value = newval;
}
}
};
/**
* Reset to start values
*/
rgltimerClass.prototype.reset = function() {
this.value = this.startTime;
this.newmultiplier(1);
if (typeof this.Tick !== "undefined") {
this.Tick(this.value);
}
if (this.enabled)
this.play(); /* really pause... */
if (typeof this.PlayButton !== "undefined")
this.PlayButton.value = "Play";
};
/**
* Increase the multiplier to play faster
*/
rgltimerClass.prototype.faster = function() {
this.newmultiplier(Math.SQRT2*this.multiplier);
};
/**
* Decrease the multiplier to play slower
*/
rgltimerClass.prototype.slower = function() {
this.newmultiplier(this.multiplier/Math.SQRT2);
};
/**
* Change sign of multiplier to reverse direction
*/
rgltimerClass.prototype.reverse = function() {
this.newmultiplier(-this.multiplier);
};
/**
* Set multiplier for play speed
* @param { number } newmult - new value
*/
rgltimerClass.prototype.newmultiplier = function(newmult) {
if (newmult !== this.multiplier) {
this.realStart += 1000*(this.value - this.startTime)/this.rate*(1/this.multiplier - 1/newmult);
this.multiplier = newmult;
}
};
/**
* Take one step
*/
rgltimerClass.prototype.step = function() {
this.value += this.rate*this.multiplier;
this.forceToRange();
if (typeof this.Tick !== "undefined")
this.Tick(this.value);
};
</script>
<script>/**
* Pretty function from R
* @name ___PRETTY_FROM_R___
* @memberof rglwidgetClass
* @kind function
* @instance
*/
/* This file is translated from pretty.c, which was
taken from the R sources, r61744 of src/appl/pretty.c,
with minimal changes */
/*
* R : A Computer Language for Statistical Data Analysis
* Copyright (C) 1995-2012 The R Core Team
*
* This program is free software; you can redistribute it and/or modify
* it under the terms of the GNU General Public License as published by
* the Free Software Foundation; either version 2 of the License, or
* (at your option) any later version.
*
* This program is distributed in the hope that it will be useful,
* but WITHOUT ANY WARRANTY; without even the implied warranty of
* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
* GNU General Public License for more details.
*
* You should have received a copy of the GNU General Public License
* along with this program; if not, a copy is available at
* http://www.r-project.org/Licenses/
*/
/**
* Construct pretty values to cover an interval
* @param { number } lo - lower end of interval
* @param { number } up - upper end of interval
* @param { number } ndiv - requested number of divisions
* @param { number } min_n - minimum divisions
* @param { number } shrink_sml - if too many cells, amount to shrink by
* @param { number } high_u_fact - bias in favour of larger units
* @param { number } eps_correction - correction to bounds
* @param { Boolean } return_bounds - whether to return bounds
* @description
* Pretty Intervals
* Constructs m "pretty" values which cover the given interval *lo <= *up
* m ~= *ndiv + 1 (i.e., ndiv := approximate number of INTERVALS)
*
* It is not quite clear what should happen for *lo = *up;
* S itself behaves quite funilly, then.
*
* In my opinion, a proper 'pretty' should always ensure
* *lo < *up, and hence *ndiv >=1 in the result.
* However, in S and here, we allow *lo == *up, and *ndiv = 0.
* Note however, that we are NOT COMPATIBLE to S. [Martin M.]
*
* NEW (0.63.2): ns, nu are double (==> no danger of integer overflow)
*
* We determine
* if the interval (up - lo) is ``small'' [<==> i_small == TRUE, below].
* For the ``i_small'' situation, there is a parameter shrink_sml,
* the factor by which the "scale" is shrunk. ~~~~~~~~~~
* It is advisable to set it to some (smaller) integer power of 2,
* since this enables exact floating point division.
*/
rglwidgetClass.prototype.R_pretty = function(
lo, up, ndiv, min_n, shrink_sml, high_u_fact,
eps_correction, return_bounds) {
/* From version 0.65 on, we had rounding_eps := 1e-5, before, r..eps = 0
* 1e-7 is consistent with seq.default() */
var rounding_eps = 1e-7, h = high_u_fact[0],
h5 = high_u_fact[1],
dx, cell, unit, base, U, ns, nu, k, i_small,
DBL_EPSILON = Number.EPSILON,
DBL_MIN = Number.MIN_VALUE,
DBL_MAX = Number.MAX_VALUE;
dx = up - lo;
/* cell := "scale" here */
if (dx === 0 && up === 0) { /* up == lo == 0 */
cell = 1;
i_small = true;
} else {
cell = Math.max(Math.abs(lo), Math.abs(up));
/* U = upper bound on cell/unit */
U = (1 + (h5 >= 1.5*h+0.5)) ? 1/(1+h) : 1.5/(1+h5);
/* added times 3, as several calculations here */
i_small = dx < cell * U * Math.max(1,ndiv) * DBL_EPSILON *3;
}
/*OLD: cell = FLT_EPSILON+ dx / *ndiv; FLT_EPSILON = 1.192e-07 */
if(i_small) {
if(cell > 10)
cell = 9 + cell/10;
cell *= shrink_sml;
if(min_n > 1) cell /= min_n;
} else {
cell = dx;
if(ndiv > 1) cell /= ndiv;
}
if(cell < 20*DBL_MIN) {
/* warning(_("Internal(pretty()): very small range.. corrected")); */
cell = 20*DBL_MIN;
} else if(cell * 10 > DBL_MAX) {
/* warning(_("Internal(pretty()): very large range.. corrected")); */
cell = 0.1*DBL_MAX;
}
base = Math.pow(10, Math.floor(Math.log10(cell))); /* base <= cell < 10*base */
/* unit : from { 1,2,5,10 } * base
* such that |u - cell| is small,
* favoring larger (if h > 1, else smaller) u values;
* favor '5' more than '2' if h5 > h (default h5 = .5 + 1.5 h) */
unit = base;
if((U = 2*base)-cell < h*(cell-unit)) { unit = U;
if((U = 5*base)-cell < h5*(cell-unit)) { unit = U;
if((U =10*base)-cell < h*(cell-unit)) unit = U; }}
/* Result: c := cell, u := unit, b := base
* c in [ 1, (2+ h) /(1+h) ] b ==> u= b
* c in ( (2+ h)/(1+h), (5+2h5)/(1+h5)] b ==> u= 2b
* c in ( (5+2h)/(1+h), (10+5h) /(1+h) ] b ==> u= 5b
* c in ((10+5h)/(1+h), 10 ) b ==> u=10b
*
* ===> 2/5 *(2+h)/(1+h) <= c/u <= (2+h)/(1+h) */
ns = Math.floor(lo/unit+rounding_eps);
nu = Math.ceil (up/unit-rounding_eps);
if(eps_correction && (eps_correction > 1 || !i_small)) {
if(lo !== 0.0) lo *= (1- DBL_EPSILON); else lo = -DBL_MIN;
if(up !== 0.0) up *= (1+ DBL_EPSILON); else up = +DBL_MIN;
}
while(ns*unit > lo + rounding_eps*unit) ns--;
while(nu*unit < up - rounding_eps*unit) nu++;
k = Math.floor(0.5 + nu - ns);
if(k < min_n) {
/* ensure that nu - ns == min_n */
k = min_n - k;
if(ns >= 0) {
nu += k/2;
ns -= k/2 + k%2;/* ==> nu-ns = old(nu-ns) + min_n -k = min_n */
} else {
ns -= k/2;
nu += k/2 + k%2;
}
ndiv = min_n;
} else {
ndiv = k;
}
if(return_bounds) { /* if()'s to ensure that result covers original range */
if(ns * unit < lo) lo = ns * unit;
if(nu * unit > up) up = nu * unit;
} else {
lo = ns;
up = nu;
}
return {lo:lo, up:up, ndiv:ndiv, unit:unit};
};
</script>
<script> /**
* Methods related to axes
* @name ___METHODS_FOR_AXES___
* @memberof rglwidgetClass
* @kind function
* @instance
*/
/**
* Choose edges for ticks
* @param { Matrix } prmv - projection-model-view matrix
*/
rglwidgetClass.prototype.getTickEdges = function(prmv){
var vertices = [[0,0,0,1], [0,0,1,1],
[0,1,0,1], [0,1,1,1],
[1,0,0,1], [1,0,1,1],
[1,1,0,1], [1,1,1,1]],
dim, i, j, k, edges, hull, step, result = [], proj = [];
for (i = 0; i < vertices.length; i++) {
proj[i] = this.multVM(vertices[i], prmv);
proj[i][0] = proj[i][0]/proj[i][3];
proj[i][1] = proj[i][1]/proj[i][3];
proj[i][2] = i;
}
hull = this.chull(proj.slice());
for (i = 0; i < hull.length; i++)
hull[i] = hull[i][2];
hull.push(hull[0]);
for (dim = 0; dim < 3; dim++) {
edges = [];
step = Math.pow(2, 2-dim);
for (i = 0; i < 4; i++) {
j = (dim === 0) ? i : (dim === 1) ? i + 2*(i>1) : 2*i;
for (k = 0; k < hull.length - 1; k++) {
if ((hull[k] === j && hull[k+1] === j + step) ||
(hull[k] === j+step && hull[k+1] === j))
edges.push([j, j+step], [j+step, j]);
}
}
// Find the edge with a vertex closest
// to the bottom left corner
if (edges.length) {
var best, best2, val = Infinity, newval;
for (i = 0; i < edges.length; i++) {
j = edges[i][0];
newval = proj[j][0] + proj[j][1];
if (newval < val) {
best = j;
best2 = edges[i][1];
val = newval;
}
}
if (typeof best !== "undefined") {
result[dim] = vertices[best].slice(0,3);
result[dim][dim] = undefined;
} else
result[dim] = undefined;
}
}
return result;
};
/**
* Choose tick locations
* @param { Object } obj - The bboxdeco
*/
rglwidgetClass.prototype.getTickLocations = function(obj){
var dim, i, limits, locations = [], result = [[],[],[]], value,
len, delta, range, bbox = obj.bbox;
obj.needsAxisCallback = false;
for (dim = 0; dim < 3; dim++) {
limits = bbox.slice(2*dim, 2*dim + 2);
range = limits[1] - limits[0];
switch(obj.axes.mode[dim]) {
case "custom":
for (i=0; i < obj.vertices.length; i++) {
value = (obj.vertices[i][dim] - limits[0])/range;
if (typeof value !== "undefined")
result[dim].push(value);
}
break;
case "fixedstep":
len = Math.floor(range/obj.axes.step[dim]);
delta = obj.axes.step[dim];
for (i = 0; i < len; i++)
result[dim].push(i*delta);
break;
case "fixednum":
len = obj.axes.nticks[dim];
delta = (len > 1) ? range/(len-1) : 0;
for (i = 0; i < len; i++)
result[dim].push(i*delta/range);
break;
case "pretty":
locations = this.R_pretty(limits[0], limits[1], 5,
2, // min_n
0.75, // shrink_sml
[1.5, 2.75], // high_u_fact
0, // eps_correction
0); // return_bounds)
for (i = locations.lo; i <= locations.up; i++) {
value = (i*locations.unit - limits[0])/range;
if (0 < value && value < 1)
result[dim].push(value);
}
break;
case "user":
obj.needsAxisCallback = true;
break;
}
}
return result;
};
/**
* Set tick vertices
* @param { Object } ticks - the tick object
* @param { Array } edges - Which edges get the ticks?
*/
rglwidgetClass.prototype.getTickVertices = function(ticks) {
var dim, i, j, vertices = [], locations,
edges = ticks.edges, edge;
for (dim = 0; dim < 3; dim++) {
locations = ticks.locations[dim];
if (locations.length)
for (i = 0; i < locations.length; i++)
if (typeof edges[dim] !== "undefined") {
edge = edges[dim].slice();
edge[dim] = locations[i];
vertices.push(edge);
edge = edge.slice();
for (j = 0; j < 3; j++)
if ((dim < 2 && j === 1 - dim) ||
(dim === 2 && j === 0))
edge[j] += 2*(edge[j] - 0.5)/ticks.axes.marklen[dim];
vertices.push(edge);
}
}
ticks.vertices = vertices;
ticks.vertexCount = vertices.length;
ticks.values = new Float32Array(this.flatten(vertices));
ticks.initialized = false;
};
/**
* Set tick label positions
* @param { Object } obj - the bbox object
*/
rglwidgetClass.prototype.placeTickLabels = function(obj) {
var ticks = obj.ticks, labels = obj.labels, i,j,k,
vertices = [], tickvertices = ticks.vertices,
vertex, locations, dim, edges = obj.ticks.edges;
j = 0;
for (dim = 0; dim < 3; dim++) {
if (typeof edges[dim] === "undefined")
continue;
locations = ticks.locations[dim];
if (locations.length)
for (i = 0; i < locations.length; i++) {
while (j < tickvertices.length &&
tickvertices[j][dim] !== locations[i]) j++;
if (j >= tickvertices.length)
break;
vertex = tickvertices[j].slice();
for (k = 0; k < 3; k++)
vertex[k] += 2*(tickvertices[j+1][k] - vertex[k]);
vertices.push(vertex);
j += 2;
}
}
labels.vertices = vertices;
labels.centers = labels.vertices;
labels.initialized = false;
};
/**
* Set tick labels
* @param { Object } obj - the bbox object
*/
rglwidgetClass.prototype.setTickLabels = function(obj) {
var ticks = obj.ticks, mode, locations, labels = [],
start = 0, nticks, dim, i, limits, range, values, max,
edges = obj.ticks.edges;
for (dim = 0; dim < 3; dim++) {
if (typeof edges[dim] === "undefined")
continue;
mode = obj.axes.mode[dim];
nticks = obj.axes.nticks[dim]; // used on input only for custom!
if (mode === "custom")
labels = labels.concat(obj.texts.slice(start, start + nticks));
else {
limits = obj.bbox.slice(2*dim, 2*(dim+1));
range = limits[1] - limits[0];
locations = ticks.locations[dim];
max = -Infinity;
values = [];
for (i = 0; i < locations.length; i++) {
values.push(limits[0] + range*locations[i]);
max = Math.max(max, Math.abs(values[i]));
}
for (i = 0; i < locations.length; i++) {
if (Math.abs(values[i])/max < Math.pow(10, -5))
values[i] = 0;
labels.push(this.signif(values[i], 4).toString());
}
obj.axes.nticks[dim] = locations.length;
}
start += nticks;
}
obj.labels.texts = labels;
};
/**
* Set bboxdeco bbox and center vector
* @param { Object } obj - the bbox object
*/
rglwidgetClass.prototype.setBbox = function(obj, subscene) {
var i, expand, center = [], bbox;
if (!obj.initialized)
this.initBBox(obj);
bbox = [].concat(subscene.par3d.bbox);
for (i = 0; i < 3; i++) {
expand = obj.axes.expand[i];
center[i] = (bbox[2*i] + bbox[2*i + 1])/2;
bbox[2*i] = center[i] - expand*(bbox[2*i + 1] - center[i]);
bbox[2*i+1] = center[i] + expand*(bbox[2*i + 1] - center[i]);
}
obj.bbox = bbox;
obj.center = center;
};
rglwidgetClass.prototype.setBBoxMatrices = function(obj) {
var saved = {normMatrix: new CanvasMatrix4(this.normMatrix),
mvMatrix: new CanvasMatrix4(this.mvMatrix)},
bboxNorm, bboxMV, bbox = obj.bbox, scale;
bboxNorm = new CanvasMatrix4();
scale = [bbox[1]-bbox[0], bbox[3]-bbox[2], bbox[5]-bbox[4]];
bboxNorm.scale(1/scale[0], 1/scale[1], 1/scale[2]);
bboxNorm.multRight(saved.normMatrix);
this.normMatrix = bboxNorm;
bboxMV = new CanvasMatrix4();
bboxMV.scale(scale[0], scale[1], scale[2]);
bboxMV.translate(bbox[0], bbox[2], bbox[4]);
bboxMV.multRight(saved.mvMatrix);
this.mvMatrix = obj.mvMatrix = bboxMV;
if (this.prmvMatrix === null)
saved.prmvMatrix = null;
else
saved.prmvMatrix = new CanvasMatrix4(this.prmvMatrix);
this.setprmvMatrix();
obj.prmvMatrix = this.prmvMatrix;
return saved;
};
rglwidgetClass.prototype.restoreBBoxMatrices = function(saved) {
this.normMatrix = saved.normMatrix;
this.mvMatrix = saved.mvMatrix;
this.prmvMatrix = saved.prmvMatrix;
};
rglwidgetClass.prototype.getMarginParameters = function(bboxdeco, material) {
// Assume we've run this.setBbox(bboxdeco, subscene);
var bbox = bboxdeco.bbox,
edge = [].concat(material.edge),
saved, edges, i,
at = material.margin, line, level, trans, scale;
if (material.floating) {
saved = this.setBBoxMatrices(bboxdeco);
edges = this.getTickEdges(this.prmvMatrix)[at];
this.restoreBBoxMatrices(saved);
if (typeof edges !== "undefined")
for (i = 0; i < 3; i++) {
if (edges[i] < 1) edges[i] = -1;
edge[i] = edge[i]*edges[i];
} else
return undefined;
}
switch(at) {
case 0: line = 1;
level = 2;
break;
case 1: line = 0;
level = 2;
break;
case 2: line = 0;
level = 1;
break;
}
scale = [edge[0]*(bbox[1]-bbox[0])/bboxdeco.axes.marklen[0],
edge[1]*(bbox[3]-bbox[2])/bboxdeco.axes.marklen[1],
edge[2]*(bbox[5]-bbox[4])/bboxdeco.axes.marklen[2]];
trans = [edge[0] === 1 ? bbox[1] : bbox[0],
edge[1] === 1 ? bbox[3] : bbox[2],
edge[2] === 1 ? bbox[5] : bbox[4]];
return {at: at, line: line, level: level, trans: trans, scale: scale};
};
rglwidgetClass.prototype.fixVertex = function(orig, parms, center, bbox) {
var vertex = [0,0,0];
if (this.missing(orig[0]))
vertex[parms.at] = center[parms.at];
else if (orig[0] === "-Inf")
vertex[parms.at] = bbox[2*parms.at];
else if (orig[0] === "Inf")
vertex[parms.at] = bbox[2*parms.at + 1];
else
vertex[parms.at] = orig[0];
vertex[parms.line] = parms.scale[parms.line]*orig[1] +
parms.trans[parms.line];
vertex[parms.level] = parms.scale[parms.level]*orig[2] +
parms.trans[parms.level];
return vertex;
};
rglwidgetClass.prototype.fixNormal = function(orig, parms) {
var vertex = [0,0,0];
vertex[parms.at] = orig[0];
vertex[parms.line] = orig[1]/parms.scale[parms.line];
vertex[parms.level] = orig[2]/parms.scale[parms.level];
return vertex;
};
rglwidgetClass.prototype.marginVecToDataVec = function(obj, subscene) {
var bboxdeco = this.getBBoxDeco(subscene),
center, bbox, parms, parmsjson,
orig = obj.orig,
vertices = [], normals = [],
centers = [], i, vertex;
if (typeof orig === "undefined") {
orig = {vert: obj.vertices,
norm: obj.normals,
cent: obj.centers,
doNormals: typeof obj.normals !== "undefined",
doCenters: typeof obj.centers !== "undefined",
parms: ""
};
obj.orig = orig;
}
if (typeof bboxdeco !== "undefined") {
this.setBbox(bboxdeco, subscene);
center = bboxdeco.center;
bbox = bboxdeco.bbox;
parms = this.getMarginParameters(bboxdeco, obj.material);
if (typeof parms === "undefined")
return false; /* axis is not currently shown */
parmsjson = JSON.stringify(parms);
if (parmsjson === orig.parms)
return true; /* nothing has changed */
orig.parms = parmsjson;
for (i=0; i < orig.vert.length; i++) {
vertex = this.fixVertex(orig.vert[i], parms, center, bbox);
vertices.push(vertex);
}
obj.vertices = vertices;
if (orig.doNormals) {
for (i=0; i < orig.norm.length; i++) {
vertex = this.fixNormal(orig.norm[i], parms);
normals.push(vertex);
}
obj.normals = normals;
}
if (orig.doCenters) {
for (i=0; i < orig.cent.length; i++) {
vertex = this.fixVertex(orig.cent[i], parms, center, bbox);
centers.push(vertex);
}
obj.centers = centers;
}
obj.initialized = false;
return true;
} else {
console.warn("bboxdeco not found");
return false;
}
};
rglwidgetClass.prototype.doAxisCallback = function(obj, edges) {
var i, j, code, axis, fn;
for (i = 0; i < 3; i++) {
if (obj.axes.mode[i] === "user") {
axis = ["x", "y", "z"][i];
if (typeof obj.callbacks !== "undefined" &&
typeof (code = obj.callbacks[axis]) !== "undefined") {
if (typeof edges[i] !== "undefined")
for (j = 0; j < 3; j++)
if (typeof edges[i][j] !== "undefined")
axis = axis + (edges[i][j] > 0 ? "+" : "-");
/* jshint evil:true */
fn = Function('"use strict";return (' + code + ')')();
/* jshint evil:false */
fn.call(this, axis);
}
}
}
};
</script>
<script>/* globals CanvasMatrix4: true */
/* globals WebGLFloatArray */
/* jshint eqeqeq: false */
/*
* Copyright (C) 2009 Apple Inc. All Rights Reserved.
*
* Redistribution and use in source and binary forms, with or without
* modification, are permitted provided that the following conditions
* are met:
* 1. Redistributions of source code must retain the above copyright
* notice, this list of conditions and the following disclaimer.
* 2. Redistributions in binary form must reproduce the above copyright
* notice, this list of conditions and the following disclaimer in the
* documentation and/or other materials provided with the distribution.
*
* THIS SOFTWARE IS PROVIDED BY APPLE INC. ``AS IS'' AND ANY
* EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
* IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR
* PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL APPLE INC. OR
* CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL,
* EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO,
* PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR
* PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY
* OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
* (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
* OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
* Copyright (2016) Duncan Murdoch - fixed CanvasMatrix4.ortho,
* cleaned up.
*/
/*
CanvasMatrix4 class
This class implements a 4x4 matrix. It has functions which
duplicate the functionality of the OpenGL matrix stack and
glut functions.
IDL:
[
Constructor(in CanvasMatrix4 matrix), // copy passed matrix into new CanvasMatrix4
Constructor(in sequence<float> array) // create new CanvasMatrix4 with 16 floats (row major)
Constructor() // create new CanvasMatrix4 with identity matrix
]
interface CanvasMatrix4 {
attribute float m11;
attribute float m12;
attribute float m13;
attribute float m14;
attribute float m21;
attribute float m22;
attribute float m23;
attribute float m24;
attribute float m31;
attribute float m32;
attribute float m33;
attribute float m34;
attribute float m41;
attribute float m42;
attribute float m43;
attribute float m44;
void load(in CanvasMatrix4 matrix); // copy the values from the passed matrix
void load(in sequence<float> array); // copy 16 floats into the matrix
sequence<float> getAsArray(); // return the matrix as an array of 16 floats
WebGLFloatArray getAsCanvasFloatArray(); // return the matrix as a WebGLFloatArray with 16 values
void makeIdentity(); // replace the matrix with identity
void transpose(); // replace the matrix with its transpose
void invert(); // replace the matrix with its inverse
void translate(in float x, in float y, in float z); // multiply the matrix by passed translation values on the right
void scale(in float x, in float y, in float z); // multiply the matrix by passed scale values on the right
void rotate(in float angle, // multiply the matrix by passed rotation values on the right
in float x, in float y, in float z); // (angle is in degrees)
void multRight(in CanvasMatrix matrix); // multiply the matrix by the passed matrix on the right
void multLeft(in CanvasMatrix matrix); // multiply the matrix by the passed matrix on the left
void ortho(in float left, in float right, // multiply the matrix by the passed ortho values on the right
in float bottom, in float top,
in float near, in float far);
void frustum(in float left, in float right, // multiply the matrix by the passed frustum values on the right
in float bottom, in float top,
in float near, in float far);
void perspective(in float fovy, in float aspect, // multiply the matrix by the passed perspective values on the right
in float zNear, in float zFar);
void lookat(in float eyex, in float eyey, in float eyez, // multiply the matrix by the passed lookat
in float ctrx, in float ctry, in float ctrz, // values on the right
in float upx, in float upy, in float upz);
}
*/
CanvasMatrix4 = function(m)
{
if (typeof m == 'object') {
if ("length" in m && m.length >= 16) {
this.load(m[0], m[1], m[2], m[3], m[4], m[5], m[6], m[7], m[8], m[9], m[10], m[11], m[12], m[13], m[14], m[15]);
return;
}
else if (m instanceof CanvasMatrix4) {
this.load(m);
return;
}
}
this.makeIdentity();
};
CanvasMatrix4.prototype.load = function()
{
if (arguments.length == 1 && typeof arguments[0] == 'object') {
var matrix = arguments[0];
if ("length" in matrix && matrix.length == 16) {
this.m11 = matrix[0];
this.m12 = matrix[1];
this.m13 = matrix[2];
this.m14 = matrix[3];
this.m21 = matrix[4];
this.m22 = matrix[5];
this.m23 = matrix[6];
this.m24 = matrix[7];
this.m31 = matrix[8];
this.m32 = matrix[9];
this.m33 = matrix[10];
this.m34 = matrix[11];
this.m41 = matrix[12];
this.m42 = matrix[13];
this.m43 = matrix[14];
this.m44 = matrix[15];
return;
}
if (arguments[0] instanceof CanvasMatrix4) {
this.m11 = matrix.m11;
this.m12 = matrix.m12;
this.m13 = matrix.m13;
this.m14 = matrix.m14;
this.m21 = matrix.m21;
this.m22 = matrix.m22;
this.m23 = matrix.m23;
this.m24 = matrix.m24;
this.m31 = matrix.m31;
this.m32 = matrix.m32;
this.m33 = matrix.m33;
this.m34 = matrix.m34;
this.m41 = matrix.m41;
this.m42 = matrix.m42;
this.m43 = matrix.m43;
this.m44 = matrix.m44;
return;
}
}
this.makeIdentity();
};
CanvasMatrix4.prototype.getAsArray = function()
{
return [
this.m11, this.m12, this.m13, this.m14,
this.m21, this.m22, this.m23, this.m24,
this.m31, this.m32, this.m33, this.m34,
this.m41, this.m42, this.m43, this.m44
];
};
CanvasMatrix4.prototype.getAsWebGLFloatArray = function()
{
return new WebGLFloatArray(this.getAsArray());
};
CanvasMatrix4.prototype.makeIdentity = function()
{
this.m11 = 1;
this.m12 = 0;
this.m13 = 0;
this.m14 = 0;
this.m21 = 0;
this.m22 = 1;
this.m23 = 0;
this.m24 = 0;
this.m31 = 0;
this.m32 = 0;
this.m33 = 1;
this.m34 = 0;
this.m41 = 0;
this.m42 = 0;
this.m43 = 0;
this.m44 = 1;
};
CanvasMatrix4.prototype.transpose = function()
{
var tmp = this.m12;
this.m12 = this.m21;
this.m21 = tmp;
tmp = this.m13;
this.m13 = this.m31;
this.m31 = tmp;
tmp = this.m14;
this.m14 = this.m41;
this.m41 = tmp;
tmp = this.m23;
this.m23 = this.m32;
this.m32 = tmp;
tmp = this.m24;
this.m24 = this.m42;
this.m42 = tmp;
tmp = this.m34;
this.m34 = this.m43;
this.m43 = tmp;
};
CanvasMatrix4.prototype.invert = function()
{
// Calculate the 4x4 determinant
// If the determinant is zero,
// then the inverse matrix is not unique.
var det = this._determinant4x4();
if (Math.abs(det) < 1e-8)
return null;
this._makeAdjoint();
// Scale the adjoint matrix to get the inverse
this.m11 /= det;
this.m12 /= det;
this.m13 /= det;
this.m14 /= det;
this.m21 /= det;
this.m22 /= det;
this.m23 /= det;
this.m24 /= det;
this.m31 /= det;
this.m32 /= det;
this.m33 /= det;
this.m34 /= det;
this.m41 /= det;
this.m42 /= det;
this.m43 /= det;
this.m44 /= det;
};
CanvasMatrix4.prototype.translate = function(x,y,z)
{
if (x === undefined)
x = 0;
if (y === undefined)
y = 0;
if (z === undefined)
z = 0;
var matrix = new CanvasMatrix4();
matrix.m41 = x;
matrix.m42 = y;
matrix.m43 = z;
this.multRight(matrix);
};
CanvasMatrix4.prototype.scale = function(x,y,z)
{
if (x === undefined)
x = 1;
if (z === undefined) {
if (y === undefined) {
y = x;
z = x;
}
else
z = 1;
}
else if (y === undefined)
y = x;
var matrix = new CanvasMatrix4();
matrix.m11 = x;
matrix.m22 = y;
matrix.m33 = z;
this.multRight(matrix);
};
CanvasMatrix4.prototype.rotate = function(angle,x,y,z)
{
// angles are in degrees. Switch to radians
angle = angle / 180 * Math.PI;
angle /= 2;
var sinA = Math.sin(angle);
var cosA = Math.cos(angle);
var sinA2 = sinA * sinA;
// normalize
var length = Math.sqrt(x * x + y * y + z * z);
if (length === 0) {
// bad vector, just use something reasonable
x = 0;
y = 0;
z = 1;
} else if (length != 1) {
x /= length;
y /= length;
z /= length;
}
var mat = new CanvasMatrix4();
// optimize case where axis is along major axis
if (x == 1 && y === 0 && z === 0) {
mat.m11 = 1;
mat.m12 = 0;
mat.m13 = 0;
mat.m21 = 0;
mat.m22 = 1 - 2 * sinA2;
mat.m23 = 2 * sinA * cosA;
mat.m31 = 0;
mat.m32 = -2 * sinA * cosA;
mat.m33 = 1 - 2 * sinA2;
mat.m14 = mat.m24 = mat.m34 = 0;
mat.m41 = mat.m42 = mat.m43 = 0;
mat.m44 = 1;
} else if (x === 0 && y == 1 && z === 0) {
mat.m11 = 1 - 2 * sinA2;
mat.m12 = 0;
mat.m13 = -2 * sinA * cosA;
mat.m21 = 0;
mat.m22 = 1;
mat.m23 = 0;
mat.m31 = 2 * sinA * cosA;
mat.m32 = 0;
mat.m33 = 1 - 2 * sinA2;
mat.m14 = mat.m24 = mat.m34 = 0;
mat.m41 = mat.m42 = mat.m43 = 0;
mat.m44 = 1;
} else if (x === 0 && y === 0 && z == 1) {
mat.m11 = 1 - 2 * sinA2;
mat.m12 = 2 * sinA * cosA;
mat.m13 = 0;
mat.m21 = -2 * sinA * cosA;
mat.m22 = 1 - 2 * sinA2;
mat.m23 = 0;
mat.m31 = 0;
mat.m32 = 0;
mat.m33 = 1;
mat.m14 = mat.m24 = mat.m34 = 0;
mat.m41 = mat.m42 = mat.m43 = 0;
mat.m44 = 1;
} else {
var x2 = x*x;
var y2 = y*y;
var z2 = z*z;
mat.m11 = 1 - 2 * (y2 + z2) * sinA2;
mat.m12 = 2 * (x * y * sinA2 + z * sinA * cosA);
mat.m13 = 2 * (x * z * sinA2 - y * sinA * cosA);
mat.m21 = 2 * (y * x * sinA2 - z * sinA * cosA);
mat.m22 = 1 - 2 * (z2 + x2) * sinA2;
mat.m23 = 2 * (y * z * sinA2 + x * sinA * cosA);
mat.m31 = 2 * (z * x * sinA2 + y * sinA * cosA);
mat.m32 = 2 * (z * y * sinA2 - x * sinA * cosA);
mat.m33 = 1 - 2 * (x2 + y2) * sinA2;
mat.m14 = mat.m24 = mat.m34 = 0;
mat.m41 = mat.m42 = mat.m43 = 0;
mat.m44 = 1;
}
this.multRight(mat);
};
CanvasMatrix4.prototype.multRight = function(mat)
{
var m11 = (this.m11 * mat.m11 + this.m12 * mat.m21 +
this.m13 * mat.m31 + this.m14 * mat.m41);
var m12 = (this.m11 * mat.m12 + this.m12 * mat.m22 +
this.m13 * mat.m32 + this.m14 * mat.m42);
var m13 = (this.m11 * mat.m13 + this.m12 * mat.m23 +
this.m13 * mat.m33 + this.m14 * mat.m43);
var m14 = (this.m11 * mat.m14 + this.m12 * mat.m24 +
this.m13 * mat.m34 + this.m14 * mat.m44);
var m21 = (this.m21 * mat.m11 + this.m22 * mat.m21 +
this.m23 * mat.m31 + this.m24 * mat.m41);
var m22 = (this.m21 * mat.m12 + this.m22 * mat.m22 +
this.m23 * mat.m32 + this.m24 * mat.m42);
var m23 = (this.m21 * mat.m13 + this.m22 * mat.m23 +
this.m23 * mat.m33 + this.m24 * mat.m43);
var m24 = (this.m21 * mat.m14 + this.m22 * mat.m24 +
this.m23 * mat.m34 + this.m24 * mat.m44);
var m31 = (this.m31 * mat.m11 + this.m32 * mat.m21 +
this.m33 * mat.m31 + this.m34 * mat.m41);
var m32 = (this.m31 * mat.m12 + this.m32 * mat.m22 +
this.m33 * mat.m32 + this.m34 * mat.m42);
var m33 = (this.m31 * mat.m13 + this.m32 * mat.m23 +
this.m33 * mat.m33 + this.m34 * mat.m43);
var m34 = (this.m31 * mat.m14 + this.m32 * mat.m24 +
this.m33 * mat.m34 + this.m34 * mat.m44);
var m41 = (this.m41 * mat.m11 + this.m42 * mat.m21 +
this.m43 * mat.m31 + this.m44 * mat.m41);
var m42 = (this.m41 * mat.m12 + this.m42 * mat.m22 +
this.m43 * mat.m32 + this.m44 * mat.m42);
var m43 = (this.m41 * mat.m13 + this.m42 * mat.m23 +
this.m43 * mat.m33 + this.m44 * mat.m43);
var m44 = (this.m41 * mat.m14 + this.m42 * mat.m24 +
this.m43 * mat.m34 + this.m44 * mat.m44);
this.m11 = m11;
this.m12 = m12;
this.m13 = m13;
this.m14 = m14;
this.m21 = m21;
this.m22 = m22;
this.m23 = m23;
this.m24 = m24;
this.m31 = m31;
this.m32 = m32;
this.m33 = m33;
this.m34 = m34;
this.m41 = m41;
this.m42 = m42;
this.m43 = m43;
this.m44 = m44;
};
CanvasMatrix4.prototype.multLeft = function(mat)
{
var m11 = (mat.m11 * this.m11 + mat.m12 * this.m21 +
mat.m13 * this.m31 + mat.m14 * this.m41);
var m12 = (mat.m11 * this.m12 + mat.m12 * this.m22 +
mat.m13 * this.m32 + mat.m14 * this.m42);
var m13 = (mat.m11 * this.m13 + mat.m12 * this.m23 +
mat.m13 * this.m33 + mat.m14 * this.m43);
var m14 = (mat.m11 * this.m14 + mat.m12 * this.m24 +
mat.m13 * this.m34 + mat.m14 * this.m44);
var m21 = (mat.m21 * this.m11 + mat.m22 * this.m21 +
mat.m23 * this.m31 + mat.m24 * this.m41);
var m22 = (mat.m21 * this.m12 + mat.m22 * this.m22 +
mat.m23 * this.m32 + mat.m24 * this.m42);
var m23 = (mat.m21 * this.m13 + mat.m22 * this.m23 +
mat.m23 * this.m33 + mat.m24 * this.m43);
var m24 = (mat.m21 * this.m14 + mat.m22 * this.m24 +
mat.m23 * this.m34 + mat.m24 * this.m44);
var m31 = (mat.m31 * this.m11 + mat.m32 * this.m21 +
mat.m33 * this.m31 + mat.m34 * this.m41);
var m32 = (mat.m31 * this.m12 + mat.m32 * this.m22 +
mat.m33 * this.m32 + mat.m34 * this.m42);
var m33 = (mat.m31 * this.m13 + mat.m32 * this.m23 +
mat.m33 * this.m33 + mat.m34 * this.m43);
var m34 = (mat.m31 * this.m14 + mat.m32 * this.m24 +
mat.m33 * this.m34 + mat.m34 * this.m44);
var m41 = (mat.m41 * this.m11 + mat.m42 * this.m21 +
mat.m43 * this.m31 + mat.m44 * this.m41);
var m42 = (mat.m41 * this.m12 + mat.m42 * this.m22 +
mat.m43 * this.m32 + mat.m44 * this.m42);
var m43 = (mat.m41 * this.m13 + mat.m42 * this.m23 +
mat.m43 * this.m33 + mat.m44 * this.m43);
var m44 = (mat.m41 * this.m14 + mat.m42 * this.m24 +
mat.m43 * this.m34 + mat.m44 * this.m44);
this.m11 = m11;
this.m12 = m12;
this.m13 = m13;
this.m14 = m14;
this.m21 = m21;
this.m22 = m22;
this.m23 = m23;
this.m24 = m24;
this.m31 = m31;
this.m32 = m32;
this.m33 = m33;
this.m34 = m34;
this.m41 = m41;
this.m42 = m42;
this.m43 = m43;
this.m44 = m44;
};
CanvasMatrix4.prototype.ortho = function(left, right, bottom, top, near, far)
{
var tx = (left + right) / (left - right);
var ty = (top + bottom) / (bottom - top);
var tz = (far + near) / (near - far);
var matrix = new CanvasMatrix4();
matrix.m11 = 2 / (right - left);
matrix.m12 = 0;
matrix.m13 = 0;
matrix.m14 = 0;
matrix.m21 = 0;
matrix.m22 = 2 / (top - bottom);
matrix.m23 = 0;
matrix.m24 = 0;
matrix.m31 = 0;
matrix.m32 = 0;
matrix.m33 = -2 / (far - near);
matrix.m34 = 0;
matrix.m41 = tx;
matrix.m42 = ty;
matrix.m43 = tz;
matrix.m44 = 1;
this.multRight(matrix);
};
CanvasMatrix4.prototype.frustum = function(left, right, bottom, top, near, far)
{
var matrix = new CanvasMatrix4();
var A = (right + left) / (right - left);
var B = (top + bottom) / (top - bottom);
var C = -(far + near) / (far - near);
var D = -(2 * far * near) / (far - near);
matrix.m11 = (2 * near) / (right - left);
matrix.m12 = 0;
matrix.m13 = 0;
matrix.m14 = 0;
matrix.m21 = 0;
matrix.m22 = 2 * near / (top - bottom);
matrix.m23 = 0;
matrix.m24 = 0;
matrix.m31 = A;
matrix.m32 = B;
matrix.m33 = C;
matrix.m34 = -1;
matrix.m41 = 0;
matrix.m42 = 0;
matrix.m43 = D;
matrix.m44 = 0;
this.multRight(matrix);
};
CanvasMatrix4.prototype.perspective = function(fovy, aspect, zNear, zFar)
{
var top = Math.tan(fovy * Math.PI / 360) * zNear;
var bottom = -top;
var left = aspect * bottom;
var right = aspect * top;
this.frustum(left, right, bottom, top, zNear, zFar);
};
CanvasMatrix4.prototype.lookat = function(eyex, eyey, eyez, centerx, centery, centerz, upx, upy, upz)
{
var matrix = new CanvasMatrix4(),
xx, xy, xz;
// Make rotation matrix
// Z vector
var zx = eyex - centerx;
var zy = eyey - centery;
var zz = eyez - centerz;
var mag = Math.sqrt(zx * zx + zy * zy + zz * zz);
if (mag) {
zx /= mag;
zy /= mag;
zz /= mag;
}
// Y vector
var yx = upx;
var yy = upy;
var yz = upz;
// X vector = Y cross Z
xx = yy * zz - yz * zy;
xy = -yx * zz + yz * zx;
xz = yx * zy - yy * zx;
// Recompute Y = Z cross X
yx = zy * xz - zz * xy;
yy = -zx * xz + zz * xx;
yx = zx * xy - zy * xx;
// cross product gives area of parallelogram, which is < 1.0 for
// non-perpendicular unit-length vectors; so normalize x, y here
mag = Math.sqrt(xx * xx + xy * xy + xz * xz);
if (mag) {
xx /= mag;
xy /= mag;
xz /= mag;
}
mag = Math.sqrt(yx * yx + yy * yy + yz * yz);
if (mag) {
yx /= mag;
yy /= mag;
yz /= mag;
}
matrix.m11 = xx;
matrix.m12 = xy;
matrix.m13 = xz;
matrix.m14 = 0;
matrix.m21 = yx;
matrix.m22 = yy;
matrix.m23 = yz;
matrix.m24 = 0;
matrix.m31 = zx;
matrix.m32 = zy;
matrix.m33 = zz;
matrix.m34 = 0;
matrix.m41 = 0;
matrix.m42 = 0;
matrix.m43 = 0;
matrix.m44 = 1;
matrix.translate(-eyex, -eyey, -eyez);
this.multRight(matrix);
};
// Support functions
CanvasMatrix4.prototype._determinant2x2 = function(a, b, c, d)
{
return a * d - b * c;
};
CanvasMatrix4.prototype._determinant3x3 = function(a1, a2, a3, b1, b2, b3, c1, c2, c3)
{
return a1 * this._determinant2x2(b2, b3, c2, c3) -
b1 * this._determinant2x2(a2, a3, c2, c3) +
c1 * this._determinant2x2(a2, a3, b2, b3);
};
CanvasMatrix4.prototype._determinant4x4 = function()
{
var a1 = this.m11;
var b1 = this.m12;
var c1 = this.m13;
var d1 = this.m14;
var a2 = this.m21;
var b2 = this.m22;
var c2 = this.m23;
var d2 = this.m24;
var a3 = this.m31;
var b3 = this.m32;
var c3 = this.m33;
var d3 = this.m34;
var a4 = this.m41;
var b4 = this.m42;
var c4 = this.m43;
var d4 = this.m44;
return a1 * this._determinant3x3(b2, b3, b4, c2, c3, c4, d2, d3, d4) -
b1 * this._determinant3x3(a2, a3, a4, c2, c3, c4, d2, d3, d4) +
c1 * this._determinant3x3(a2, a3, a4, b2, b3, b4, d2, d3, d4) -
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{
var a1 = this.m11;
var b1 = this.m12;
var c1 = this.m13;
var d1 = this.m14;
var a2 = this.m21;
var b2 = this.m22;
var c2 = this.m23;
var d2 = this.m24;
var a3 = this.m31;
var b3 = this.m32;
var c3 = this.m33;
var d3 = this.m34;
var a4 = this.m41;
var b4 = this.m42;
var c4 = this.m43;
var d4 = this.m44;
// Row column labeling reversed since we transpose rows & columns
this.m11 = this._determinant3x3(b2, b3, b4, c2, c3, c4, d2, d3, d4);
this.m21 = - this._determinant3x3(a2, a3, a4, c2, c3, c4, d2, d3, d4);
this.m31 = this._determinant3x3(a2, a3, a4, b2, b3, b4, d2, d3, d4);
this.m41 = - this._determinant3x3(a2, a3, a4, b2, b3, b4, c2, c3, c4);
this.m12 = - this._determinant3x3(b1, b3, b4, c1, c3, c4, d1, d3, d4);
this.m22 = this._determinant3x3(a1, a3, a4, c1, c3, c4, d1, d3, d4);
this.m32 = - this._determinant3x3(a1, a3, a4, b1, b3, b4, d1, d3, d4);
this.m42 = this._determinant3x3(a1, a3, a4, b1, b3, b4, c1, c3, c4);
this.m13 = this._determinant3x3(b1, b2, b4, c1, c2, c4, d1, d2, d4);
this.m23 = - this._determinant3x3(a1, a2, a4, c1, c2, c4, d1, d2, d4);
this.m33 = this._determinant3x3(a1, a2, a4, b1, b2, b4, d1, d2, d4);
this.m43 = - this._determinant3x3(a1, a2, a4, b1, b2, b4, c1, c2, c4);
this.m14 = - this._determinant3x3(b1, b2, b3, c1, c2, c3, d1, d2, d3);
this.m24 = this._determinant3x3(a1, a2, a3, c1, c2, c3, d1, d2, d3);
this.m34 = - this._determinant3x3(a1, a2, a3, b1, b2, b3, d1, d2, d3);
this.m44 = this._determinant3x3(a1, a2, a3, b1, b2, b3, c1, c2, c3);
};
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<div id="header">
<h1 class="title toc-ignore">R workflow for ALS data pre-processing</h1>
<h4 class="author">Jean-Matthieu Monnet</h4>
<h4 class="date">2022-05-24</h4>
</div>
<hr />
<p>The <code>R</code> code below is designed for checking and
pre-processing Airborne Laser Scanning (ALS, or lidar remote sensing)
data. The workflow is based on functions of the package <a href="https://cran.r-project.org/package=lidR">lidR</a> (tested with
version 4.0.1), and includes the following steps:</p>
<ul>
<li>check the content of one file,</li>
<li>create images and statistics from multiple files,</li>
<li>compute digital surface models.</li>
</ul>
<p>Licence: GNU GPLv3 / <a href="https://gitlab.irstea.fr/jean-matthieu.monnet/lidartree_tutorials/-/blob/master/R/ALS_data_preprocessing.Rmd">source
page</a></p>
<div id="als-data" class="section level1">
<h1>ALS data</h1>
<p>Files required for the tutorial are too large to be hosted on the
gitlab repository, they can be downloaded as a <a href="https://drive.google.com/u/0/uc?export=download&id=1ripo-PLZ8_IjE7rAQ2RECj-fjg1UpC5i">zip
file</a> from Google drive, and should be extracted in the folder
“data/aba.model/ALS/” before proceeding with the processing. Files can
be automatically downloaded thanks to the <code>googledrive</code>
package with the following code, this requires authenticating yourself
and authorizing the package to deal on your behalf with Google
Drive.</p>
<pre class="r"><code># set temporary file
temp <- tempfile(fileext = ".zip")
# download file from google drive
dl <- googledrive::drive_download(googledrive::as_id("1ripo-PLZ8_IjE7rAQ2RECj-fjg1UpC5i"),
path = temp,
overwrite = TRUE)
# unzip to folder
out <- unzip(temp, exdir = "../data/aba.model/ALS/")
# remove temporary file
unlink(temp)</code></pre>
</div>
<div id="data-checking" class="section level1">
<h1>Data checking</h1>
<div id="single-file" class="section level2">
<h2>Single file</h2>
<div id="load-file" class="section level3">
<h3>Load file</h3>
<p>ALS data are usually stored in files respecting the <a href="https://www.asprs.org/divisions-committees/lidar-division/laser-las-file-format-exchange-activities">ASPRS
LAS specifications</a>. Last version of LAS file format is 1.4. LAS
files contain:</p>
<ul>
<li>metadata regarding the acquisition,</li>
<li>basic attributes of each recorded point,</li>
<li>additional attributes for each point (optional),</li>
<li>waveforms (optional).</li>
</ul>
<p>A single LAS file can be loaded in R with the
<code>lidR::readLAS</code> function, which returns an object of class
LAS. Some checks are automatically performed when the file is read.
Function options allow to skip loading certain attributes, which might
help saving time and memory. The object contains several slots,
including:</p>
<ul>
<li><code>header</code>: metadata read from the file,</li>
<li><code>data</code>: point cloud attributes.</li>
<li><code>crs</code>: projection information.</li>
</ul>
<p>The bounding box of the data can be accessed with the function
<code>sf::st_bbox</code>.</p>
<p>It is advisable to fill the projection information if missing, as
spatial objects computed from the point cloud will inherit the
information.</p>
<p>A warning is issued when loading the following example file because
unexpected values are present in the scan angle field.</p>
<pre class="r"><code># read file
point_cloud <- lidR::readLAS("../data/aba.model/ALS/tiles.laz/899500_6447500.laz")</code></pre>
<pre><code>## Warning: Invalid data: ScanAngleRank greater than 90 degrees</code></pre>
<pre class="r"><code># set projection info (epsg code of Lambert 93)
lidR::projection(point_cloud) <- 2154
# summary of object content
point_cloud</code></pre>
<pre><code>## class : LAS (v1.1 format 1)
## memory : 304.8 Mb
## extent : 899500, 9e+05, 6447500, 6448000 (xmin, xmax, ymin, ymax)
## coord. ref. : RGF93 / Lambert-93
## area : 249948 m²
## points : 4 million points
## density : 15.98 points/m²
## density : 10.52 pulses/m²</code></pre>
</div>
<div id="metadata" class="section level3">
<h3>Metadata</h3>
<p>The <code>header</code> slot contains information about the file
version, data creation, presence of optional attributes, some point
statistics, and offset/scale factors used internally to compute
coordinates.</p>
<pre class="r"><code>point_cloud@header</code></pre>
<pre style="max-height: 200px;"><code>## File signature: LASF
## File source ID: 0
## Global encoding:
## - GPS Time Type: GPS Week Time
## - Synthetic Return Numbers: no
## - Well Know Text: CRS is GeoTIFF
## - Aggregate Model: false
## Project ID - GUID: 00000000-0000-0000-0000-000000000000
## Version: 1.1
## System identifier:
## Generating software: TerraScan
## File creation d/y: 265/2011
## header size: 227
## Offset to point data: 227
## Num. var. length record: 0
## Point data format: 1
## Point data record length: 28
## Num. of point records: 3995413
## Num. of points by return: 2629153 1091181 238951 32893 3235
## Scale factor X Y Z: 0.01 0.01 0.01
## Offset X Y Z: 0 0 0
## min X Y Z: 899500 6447500 1201.08
## max X Y Z: 9e+05 6448000 1322.58
## Variable Length Records (VLR):
## Variable Length Record 1 of 1
## Description: Geo Key Directory Tag
## Tags:
## Key 3072 value 2154
## Extended Variable Length Records (EVLR): void</code></pre>
</div>
<div id="basic-attributes" class="section level3">
<h3>Basic attributes</h3>
<p>The <code>data</code> slot contains point attributes. Some attributes
may be present or not or have different names depending on the format
version of the LAS file. The main attributes (coordinates, intensity,
classification, return number) are always present.</p>
<p><strong><code>X</code>, <code>Y</code>, <code>Z</code></strong>:
coordinates. The point cloud can be displayed with
<code>lidR::plot</code></p>
<pre class="r"><code>lidR::plot(point_cloud)</code></pre>
<p><strong><code>gpstime</code></strong>: time of emission of the pulse
associated to the echo. Provided the precision is sufficient, it allows
to retrieve echoes originating from the same pulse.</p>
<pre class="r"><code># exemple of points with same gps time
point_cloud@data[point_cloud$gpstime==point_cloud$gpstime[38],1:7]</code></pre>
<pre><code>## X Y Z gpstime Intensity ReturnNumber
## 1: 899997.2 6448000 1255.96 32074.66 20 1
## 2: 899997.3 6448000 1255.34 32074.66 30 2
## 3: 899997.8 6447999 1252.52 32074.66 24 3
## NumberOfReturns
## 1: 3
## 2: 3
## 3: 3</code></pre>
<p><strong><code>Intensity</code></strong>: amplitude of signal peak
associated to the echo. It is usually the raw value recorded by the
receiver. In case of a diffuse, circular target entirely covered by the
laser beam, the relationship between the transmitted (<span class="math inline">\(P_t\)</span>) and received (<span class="math inline">\(P_r\)</span>) laser power is <span class="citation">(Baltsavias 1999)</span>:</p>
<p><span class="math display">\[
P_r = \rho \frac{M^2 {D_r}^2 {D_{tar}^2}}{4 R^2 (R\gamma + D)^2} P_t
\]</span> with:</p>
<ul>
<li><span class="math inline">\(\frac{\rho}{\pi}\)</span> a
bidirectional Lambertian reflection function</li>
<li><span class="math inline">\(M\)</span> the atmospheric
transmission</li>
<li><span class="math inline">\(D\)</span> the aperture diameter of the
laser emitter</li>
<li><span class="math inline">\(D_r\)</span> diameter of receiving
optics</li>
<li><span class="math inline">\(D_{tar}\)</span> diameter of target
object</li>
<li><span class="math inline">\(R\)</span> range (distance between
object and sensor)</li>
<li><span class="math inline">\(\gamma\)</span> laser beam
divergence</li>
</ul>
<p>Assuming <span class="math inline">\(D \ll R\gamma\)</span>, it can
be simplified to:</p>
<p><span class="math display">\[
P_r = \rho D_{tar}^2 \times \frac{1}{R^4} \times M^2 \times \frac{P_t
D_r^2}{\gamma^2} \times \frac{1}{4}
\]</span></p>
<p>If one considers that the power transmitted by the emitter <span class="math inline">\(P_t\)</span> is constant and that the distance to
target <span class="math inline">\(R\)</span> does not vary during the
acquisition, then the amplitude is proportional to a combination of the
geometric and radiometric properties of the target <span class="math inline">\(\rho D_{tar}^2\)</span>. The case of multiple
echoes for a single pulse is more complex.</p>
<p>In case the aircraft trajectory is available, it is possible to
normalize amplitude values from the range (<span class="math inline">\(R\)</span>) effect. One must however be aware that
the resulting distribution of amplitude values might not be homogeneous
because in areas with longer range the signal to noise ratio is
lower.</p>
<pre class="r"><code>hist(point_cloud$Intensity, xlab = "Raw value", main = "Histogram of Intensity")</code></pre>
<p><img src="data:image/png;base64,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" width="384" style="display: block; margin: auto;" /></p>
<p><strong>Echo position within returns from the same pulse</strong>:
<code>ReturnNumber</code> is the order of arrival of the echo among the
<code>NumberOfReturns</code> echoes associated to a given pulse. Echoes
are sometimes referred to as:</p>
<ul>
<li><em>single</em> if
<code>NumberOfReturns = ReturnNumber = 1</code></li>
<li><em>first</em> if <code>ReturnNumber = 1</code></li>
<li><em>last</em> if <code>NumberOfReturns = ReturnNumber</code></li>
<li><em>intermediate</em> if
<code>1 < ReturnNumber < NumberOfReturns</code></li>
</ul>
<p>The contingency table of <code>ReturnNumber</code> and
<code>NumberOfReturns</code> should have no values below the diagonal,
and approximately the same values in each column.</p>
<pre class="r"><code>table(point_cloud$ReturnNumber, point_cloud$NumberOfReturns)</code></pre>
<pre><code>##
## 1 2 3 4 5
## 1 1538296 852356 205792 29508 3201
## 2 0 852521 205904 29552 3204
## 3 0 0 206176 29565 3210
## 4 0 0 0 29675 3218
## 5 0 0 0 0 3235</code></pre>
<p><strong><code>ScanDirectionFlag</code></strong> and
<strong><code>EdgeOfFlightline</code></strong> indicate the scanning
direction and if the scanner approached the edge of scan lines.</p>
<pre class="r"><code>table(point_cloud$ScanDirectionFlag, point_cloud$EdgeOfFlightline)</code></pre>
<pre><code>##
## 1
## 0 3995413</code></pre>
<p><strong><code>Classification</code></strong> is usually obtained by
an automated analysis of the point cloud geometry (e.g. Terrascan
software uses the TIN adaptive algorithm by <span class="citation">Axelsson (2000)</span>) followed by manual validation
and edition. The categories of the classification depend on the
specifications, the minimum is to identify a set of ground points.
Classes are defined by numbers which should respect the ASPRS LAS
specifications:</p>
<ul>
<li>0 Created, never classified</li>
<li>1 Unclassified</li>
<li>2 Ground</li>
<li>3 Low Vegetation</li>
<li>4 Medium Vegetation</li>
<li>5 High Vegetation</li>
<li>6 Building</li>
<li>7 Low Point (noise)</li>
<li>8 Model Key-point (mass point)</li>
<li>9 Water.</li>
</ul>
<p>Some specific fields might be added by the data provider during
processing or for specific cases. In this file, some points where left
with a classification value of 12.</p>
<pre class="r"><code>table(point_cloud$Classification)</code></pre>
<pre><code>##
## 2 4 12
## 477247 3004331 513835</code></pre>
<p><strong>Flags</strong> <code>Synthetic</code>, <code>Keypoint</code>,
and <code>Withheld</code> indicate points which had a particular role in
the classification process.</p>
<p><strong><code>ScanAngleRank</code></strong> is the scan angle
associated to the pulse. Origin of values might correspond to the
horizontal or vertical. In most cases it is the scan angle relative to
the laser scanner, but sometimes values relative to nadir are indicated.
In the case of this file values are from 60 to 120: the scan range is ±
30 degrees on both sides of the scanner, with 90 the value when pulses
are emitted downwards.</p>
<pre class="r"><code>hist(point_cloud$ScanAngleRank, main = "Histogram of scan angles", xlab = "Angle (degrees)")</code></pre>
<p><img src="data:image/png;base64,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width="384" style="display: block; margin: auto;" />
<strong><code>UserData</code></strong> is a field to store additional
information, but it is limited in capacity. In the latest version of LAS
files, additional attributes can be added.</p>
<p><strong><code>PointSourceID</code></strong> is usually a value
indicating the flight strip number.</p>
<pre class="r"><code>table(point_cloud$PointSourceID)</code></pre>
<pre><code>##
## 1710 1712 1713 1715 1716
## 1418803 479175 12460 1504000 580975</code></pre>
<pre class="r"><code># boxplot(ScanAngleRank ~ PointSourceID, data = point_cloud@data)</code></pre>
</div>
<div id="select-and-display-a-specific-area" class="section level3">
<h3>Select and display a specific area</h3>
<p>The <code>lidR</code> package has functions to extract an area of
interest from a LAS object or a set of LAS files. Then the
<code>lidR::plot</code> function can be used to display the point cloud,
colored by different attributes.</p>
<pre class="r"><code># extract 15 meter radius disk at center of data
selection <- lidR::clip_circle(point_cloud, 899750, 6447750, 15)</code></pre>
<pre class="r"><code>rgl::par3d(mouseMode = "trackball") # parameters for interaction with mouse
# colored by height (default)
lidR::plot(selection)
# lidR::plot(selection, color = "Intensity")
# lidR::plot(selection, color = "Classification")
# lidR::plot(selection, color = "ReturnNumber")</code></pre>
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5ECtfTQYXrwUGFW55E16PSQcP1wEGu551EXI++QXsU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MzNLQc3MqkEpfJ9E9ihUQeF6qkHXi59E\nCtdbQXsUqkHDjZ9Ej8JhQZqZqUEAgJ9EAABoQbgeqUEzc59EuB5tQdejqEF7XJ9EuB51QXE9\nqEHsYZ9EPQp7QY/Cp0GPUp9Ej8J5QcP1pkH2+J5EcT2AQVyPpkGa8Z5Ej8KDQXsUpkHD7Z5E\nAACGQR+FpUFxzZ5EcT2CQeF6pEFmLp5ESOF+QaRwo0Hhop1EZmaAQc3MokFxZZ1ESOGGQdej\nokFcn51E9iiOQeF6okHX651EZmaKQfYookHsmZ1EFK6RQXsUokEU5p1E9ih0QQrXn0GP4ptE\nKVyVQZqZoUFx5Z1EXI+cQR+FoUFSMJ5Ej8KXQT0KoUFxxZ1EpHCTQdejoEEAaJ1EuB6XQXE9\noEEfZZ1EH4WFQVyPnkGu35tECteZQRSun0HDTZ1ErkeJQXsUnkFx3ZtEuB6jQQrXn0EKx51E\nFK6xQeF6oEGPup5EMzO3QXE9oEGP4p5EPQrBQeF6oEG4bp9E16PCQQrXn0GuP59EXI/GQaRw\nn0F7RJ9E4XrKQT0Kn0GPSp9ErkfPQVK4nkGFY59E7FHMQeF6nkEAIJ9E9ijQQXsUnkE9Ip9E\nXI/QQa5HnUFm1p5EKVzVQcP1nEEA8J5EPQrZQVyPnEFS8J5EH4XZQQrXm0Ezo55ECtfXQc3M\nmkHhIp5E9ijSQfYomkF7nJ1ErkfbQexRmkHXG55E16PeQYXrmUEpFJ5EH4XdQY/CmUGk+J1E\n9ijcQVK4mEHNfJ1EH4XZQWZmmEHDPZ1EzczaQRSul0GkAJ1EFK7NQfYolkEAwJtEH4XRQY/C\nlUFmvptEXI/oQZqZl0H2mJ1E7FHqQcP1lkEUZp1EuB7ZQUjhlEGFu5tEw/XcQWZmlEGFu5tE\n7FHmQdejlEFxRZxEUrjgQQAAlEGkuJtESOEKQHsUsEHDzZ9EXI8yQBSur0Ep5J9EKVxPQK5H\nr0E94p9EH4U7QOF6rkFScJ9EUrguQGZmrkEzU59EUrhuQHE9rkGaoZ9EzcyMQIXrrUFSwJ9E\nrkeRQClcrUFSkJ9EexSGQDMzrUGFW59EPQp3QD0KrUGPKp9E7FGIQFyPrEGkIJ9EcT2SQHsU\nrEH2CJ9EFK6HQArXq0Fm1p5EH4V7QBSuq0Fcp55Ew/WgQJqZq0GuB59EKVyvQDMzq0FxBZ9E\nj8KtQOF6qkFxtZ5EFK7HPxSup0EfHZxEhesBQDMzp0HsGZxErkchQFK4pkHsGZxEcT2KQD0K\np0Fm5pxEexSeQFK4pkGF+5xE9iisQHE9pkHN9JxE7FG4QI/CpUFx5ZxESOHCQK5HpUEUzpxE\nH4UfQUjhpkH26J5EpHAtQVK4pkGkKJ9EXI86QVyPpkGaYZ9EMzNDQfYopkEUbp9EPQpPQYXr\npUHhmp9Ew/VUQaRwpUEfjZ9EUrhaQcP1pEHXe59EzcxgQeF6pEEfbZ9EMzNnQXsUpEHXY59E\nmpltQZqZo0GaWZ9EuB5xQT0Ko0GPMp9E7FF4QdejokGuL59Empl9QXsUokGaGZ9EcT2CQRSu\noUGFE59E7FGEQbgeoUHs8Z5E7FGGQVyPoEF7zJ5E7FGCQfYooEFSeJ5ErkeDQR+Fn0EfPZ5E\ncT1yQQrXnUEzE51EPQpXQVyPnEEK75tE9iiCQQrXnUE9gp1EZmZeQfYonEGF65tEPQqLQYXr\nnUFS8J1EH4WFQaRwnUHseZ1EhetlQRSum0H26JtE7FGOQaRwnUFm5p1ESOGKQbgenUEpnJ1E\nAACSQT0KnUEp5J1EH4WZQcP1nEFcN55E7FGcQeF6nEEzI55EPQqfQYXrm0GPCp5EPQqjQR+F\nm0GkEJ5EPQqnQbgem0FmFp5ErkejQc3MmkEzw51EZmamQexRmkEptJ1EAACqQQrXmUGur51E\nUrioQRSumUHhkp1EpHC9QT0Km0EpFJ9EMzPBQdejmkHNFJ9EAADGQexRmkGuL59EUrjKQXsU\nmkGuR59EUrjMQaRwmUH2IJ9ECtfPQcP1mEEzE59EuB7TQVyPmEFICZ9ESOHQQXE9mEFx1Z5E\nPQrRQaRwl0FIgZ5EpHDPQa5Hl0HNXJ5EcT3UQcP1lkEUdp5E7FHYQdejlkFcf55E16PYQQrX\nlUFmLp5EZmbgQQrXlUEUjp5EUrjiQa5HlUHNbJ5EuB7VQRSuk0F7JJ1Ej8LZQSlck0GkOJ1E\npHDhQaRwk0Fcl51EUrjeQbgek0FxVZ1EexTcQc3MkkHNFJ1EFK7lQT0Kk0GFo51ESOHqQc3M\nkkEAyJ1EuB7hQUjhjkH2uJtE7FHYP9ejrEGPCqBE9igMQJqZq0F7zJ9EhesBQB+Fq0HNtJ9E\n16NAQKRwq0FIAaBEMzNjQD0Kq0F7DKBE9ihMQPYoqkGPkp9EcT06QHsUqkGPap9EAACAQIXr\nqUEUxp9ESOGSQJqZqUHs2Z9EMzOTQMP1qEFxlZ9E7FGQQHE9qEE9Qp9EKVyHQHsUqEEAGJ9E\nFK6fQArXp0HXQ59EAACgQDMzp0Gu/55EuB6tQFK4pkG49p5EMzNjQMP1pEGPkp1EMzOTPxSu\no0HXI5xE16PQPzMzo0HhIpxEZmYGQFK4okFSIJxEj8IlQOxRokEAIJxE16OIQFyPokHs2ZxE\nXI9CQArXoUHXG5xEH4WbQHE9okHh6pxEPQqvQArXoUGu/5xEUrimQBSuoUFc15xEpHC1QK5H\noUFI0ZxEj8LFQEjhoEG41pxECtcnQc3MokFcN59EMzPTQGZmoEG4zpxEH4UzQVyPokFIYZ9E\nj8I5QXsUokFmVp9EZmZCQRSuoUE9Yp9ECtdLQSlcoUG4dp9E16NUQT0KoUEfhZ9EUrhaQVyP\noEFcd59EMzNfQQAAoEHhWp9E9ihcQYXrn0EzO59E7FFoQRSun0HXa59ECtdrQbgen0HXQ59E\nj8JtQeF6nkGFC59Ej8J5QXE9nkE9Op9Ej8J1QXsUnkGkEJ9EpHB9QRSunUGFE59E7FGCQTMz\nnUGPEp9EpHB9QUjhnEHDxZ5EmpmBQWZmnEGFs55EexR+QfYonEHDfZ5EUrhqQVyPmkGkYJ1E\n7FFIQcP1mEHX85tECtdPQVyPmEH28JtEKVxXQXsUmEG47ptE7FGCQaRwmUE9gp1ESOFeQRSu\nl0F77JtECtePQYXrmUFxVZ5EUriOQQrXmUEfPZ5EXI+UQZqZmUEza55Ew/WWQT0KmUEfTZ5E\nZmaSQdejmEE96p1EKVyZQeF6mEGkMJ5EXI+cQQAAmEHXI55EXI+gQZqZl0H2KJ5EMzOfQR+F\nl0E9Cp5E16OkQa5Hl0FIMZ5E7FGkQWZmlkHD1Z1EH4WnQYXrlUFIyZ1EMzO1QVyPlkH2qJ5E\nmpm3QQAAlkEpjJ5EUrisQUjhlEHNlJ1EpHDBQXE9lkGuF59Ezcy+QbgelUFmhp5EFK7JQR+F\nlUEzK59EZmbGQbgelUGk4J5EH4XLQUjhlEGkAJ9EzczIQVyPlEGawZ5EAADQQVyPlEEzE59E\nMzPRQQrXk0H22J5EMzPRQT0Kk0FIgZ5EzczUQVyPkkG4fp5ErkfTQWZmkkEpXJ5E7FHcQdej\nkkGP2p5Ew/XaQZqZkUGkYJ5Ew/XYQSlckUGkMJ5EXI/iQRSukUGuv55E9ijgQSlckUFxhZ5E\nFK7ZQY/Cj0EKj51ESOHOQeF6jkFIiZxEUrjiQQAAkEEAEJ5EKVzXQdejjkEz+5xEMzPlQSlc\nj0Gu751E4XrOQdejjEEfxZtE7FHkQWZmjkFcf51E7FHSQXE9jEEpxJtEPQrrQexRjkGux51E\nFK7tQUjhjEFcT51EexTOPzMzqUGuB6BEuB4FQM3MqEFcB6BEmpnZP9ejqEFI0Z9E7FEoQGZm\nqEF7FKBEH4ULQHE9qEEz059EMzNDQAAAqEEUDqBEUrguQArXp0FS4J9EZmZWQB+Fp0EK959E\nUrheQMP1pkEUxp9EheuBQFyPpkFc159EmplJQHsUpkEAUJ9ErkeRQPYopkGP2p9EPQqfQI/C\npUEf1Z9E7FGQQM3MpEEzS59EZmamQFyPpEHNbJ9ECteTQHE9pEF7FJ9ESOGiQI/Co0FxFZ9E\nexSeQBSuo0Fm/p5EAACwQClco0EpDJ9EUriWQHE9okHNTJ5EhesRQEjhoEFS2JxEw/UYQHE9\noEFSoJxEexQeQJqZn0GaYZxEFK4nQMP1nkHDLZxEhetBQOF6nkE9IpxEzcyUQNejnkGa0ZxE\nKVxfQAAAnkFxHZxEZmamQOxRnkFx3ZxE9ih8QB+FnUGuF5xEpHC1QArXnUHh2pxEUriOQLge\nnUHNHJxE9ijEQKRwnUGu15xE9ijUQMP1nEHh2pxEXI+qQPYonEHNDJxEcT26QI/Cm0EfDZxE\n4Xo4QdejnkEzU59EhevJQClcm0FmDpxEPQo/QfYonkE9Sp9E9ig8QXsUnkFxLZ9EKVxDQZqZ\nnUHsKZ9EexRSQR+FnUEpdJ9EcT1WQcP1nEF7VJ9EXI9aQWZmnEEzM59EH4VjQXsUnEHXQ59E\nXI9qQZqZm0GuP59EzcxwQTMzm0EzM59ESOFyQVyPmkF7/J5E4Xp8QXE9mkHhEp9ECteBQY/C\nmUEAEJ9EcT2CQT0KmUE9yp5EPQpjQc3MlkH2GJ1EH4VHQZqZlUEf9ZtEPQpPQbgelUE98ptE\nuB6FQT0Kl0H2GJ5EUrhWQdejlEFS8JtE4XqKQc3MlkGFO55EZmaIQVyPlkEKD55EcT1eQXE9\nlEEU7ptEAACOQexRlkGuN55Ew/WUQXE9lkFxfZ5ErkeXQRSulUHDXZ5EheubQSlclUE9cp5E\nXI+eQc3MlEFIWZ5ESOGgQXE9lEGaOZ5EheujQY/Ck0EzK55ESOGmQa5Hk0FIGZ5ErkenQeF6\nkkEUzp1EMzOrQXsUkkE90p1EZma2QeF6kkHhep5EH4WtQR+FkUH2sJ1EXI+6QXsUkkEfhZ5E\nUriuQUjhkEEUdp1E7FG+QRSukUEfhZ5EmpmxQexRkEGaYZ1EFK7FQRSukUGP2p5EexTIQbge\nkUHhup5Ej8LPQbgekUFcF59EpHDNQUjhkEFI4Z5E16POQfYokEFSqJ5EzczUQQAAkEGa4Z5E\nhevRQY/Cj0Fmnp5EhevXQR+Fj0Ez055EexTUQbgej0Gud55Erke3QQrXi0EKz5tEzczUQWZm\njkHsMZ5Eheu/QQAAjEGkQJxEcT3eQdejjkEzu55ECtffQYXrjUFch55EUrjiQaRwjUGFc55E\n4XrOQT0Ki0GPipxEKVzlQUjhjEE9Wp5EXI/iQVyPjEEUFp5ErkfnQXE9jEG4Lp5EKVzlQQAA\njEFc/51EpHDrQYXri0EAOJ5ErkfpQZqZi0F7BJ5EUrjqQcP1ikGFy51EexTuQeF6ikE9wp1E\nexTOP65HpUHDBaBE4XoEQEjhpEEUBqBESOEqQOF6pEFIGaBEUrhOQPYopEGkKKBEzcxsQI/C\no0GkKKBEhetBQKRwo0Fcx59EcT16QDMzo0F7BKBESOGKQM3MokFc/59ErkeZQOxRokHD/Z9E\nzcyUQJqZoUF7pJ9EH4WLQKRwoUFIeZ9EmpmhQDMzoUHsmZ9EexSuQFK4oEGuj59E4XqkQFyP\noEHsYZ9EH4WzQPYooEGaYZ9EcT3CQBSun0E9Yp9Ew/UYQMP1nEEK55xEexSOP3E9nEEzI5xE\nPQoXQHE9nEGamZxEzczMPwrXm0EfJZxEw/UIQKRwm0EpLJxECtcjQMP1mkHsIZxEXI9CQOF6\nmkH2IJxEAABgQAAAmkEfHZxEw/WAQJqZmUHXI5xEFK6PQDMzmUEAIJxEKVyfQFK4mEFcH5xE\nCterQHE9mEEAEJxESOG6QI/Cl0HDDZxE9ig0QeF6mkFxJZ9EXI/KQClcl0HDDZxE9ig8QXsU\nmkHhKp9EMzNHQQrXmUEAUJ9EMzNDQRSumUG4Jp9EMzNPQaRwmUEfVZ9EuB5VQcP1mEFcR59E\nj8JRQc3MmEEpJJ9EXI9aQeF6mEGPMp9EzcxkQfYomEG4Tp9EPQpDQVK4lkHX851EAABsQY/C\nl0EfTZ9EuB5hQa5Hl0Ef3Z5EpHBpQUjhlkHN5J5EAABsQXE9lkHssZ5EMzNrQaRwlUGFW55E\nj8J9QR+FlUFS0J5ErkdxQcP1lEHNTJ5EexSCQbgelUFxxZ5E4XpkQUjhkkFmJp1ECtdHQZqZ\nkUEf9ZtEPQpvQdejkkEfRZ1EH4VPQbgekUEp9JtEPQqFQbgek0EUFp5EuB6NQT0Kk0HscZ5E\nXI+IQdejkkGkEJ5EFK6RQVK4kkF7hJ5EZmaQQdejkkH2aJ5Ew/WUQXE9kkGFe55EMzOZQYXr\nkUFxhZ5EUricQaRwkUE9gp5E7FGgQT0KkUEKf55EFK6hQWZmkEE9Sp5E9iimQQAAkEFIWZ5E\nMzOnQSlcj0EfHZ5EMzOrQcP1jkGPIp5ErkerQfYojkFI0Z1EXI+uQRSujUFxxZ1ESOGqQa5H\njUGPcp1EUri6QfYojkFxhZ5E4XquQc3MjEEfbZ1ESOG6QSlcjUF7NJ5Ew/WgQVyPikFc35tE\nMzPBQTMzjUFcb55EPQrHQT0KjUGkoJ5EPQrFQc3MjEGacZ5EH4XNQUjhjEHs4Z5EAADMQVK4\njEFmvp5EXI/KQVyPjEF7nJ5EzczOQXE9jEGkqJ5E7FHMQYXri0EKb55EuB7VQXsUjEFc555E\nCtfXQZqZi0G4zp5EH4W3QYXrh0E90ptE4XraQT0Ki0EKt55EMzPVQWZmikFSOJ5E4XrcQWZm\nikHDjZ5ESOHcQZqZiUEKP55EUrjiQaRwiUE9cp5EcT3kQc3MiEGFO55EFK7hQeF6iEHN/J1E\n7FHoQWZmiEEfRZ5Ej8LnQaRwh0Ep3J1EMzPrQT0Kh0HX051Ej8LtQeF6hkFmtp1EuB6lP2Zm\noEFSGKBEpHDdP4Xrn0EfFaBEFK4nQI/Cn0F7VKBESOE6QK5Hn0HhOqBEUrhOQFK4nkHDJaBE\nmplpQOxRnkFcH6BESOGCQIXrnUHDHaBESOGKQClcnUFx/Z9ESOF6QLgenUGuv59EPQo3QFyP\nnEH2IJ9EPQqXQMP1nEFI8Z9EMzObQOxRnEFSwJ9EexSeQBSum0Fmhp9Ej8KtQK5Hm0Ezi59E\nXI+6QEjhmkGagZ9EuB6tQNejmkGaQZ9E4Xq0QHsUmkEUHp9EheuRP1K4lkEUJpxE16PQP+xR\nlkEUJpxE7FEIQIXrlUFcJ5xEZmYmQKRwlUF7JJxECtdDQMP1lEH2IJxE16NgQFyPlEEpHJxE\nAACAQHsUlEHXG5xEAACQQBSuk0HNHJxEPQqfQDMzk0GFG5xEj8KtQM3MkkFcF5xE4Xq8QOxR\nkkGPEpxEpHA1QbgelUG4Lp9EH4XLQIXrkUFSEJxEZmY6QdejlEFcF59EXI/aQKRwkUG4DpxE\n9ig8QYXrk0EU3p5EXI/qQD0KkUGuD5xEXI9GQRSuk0GF+55EcT1OQa5Hk0Fm/p5E9ihUQc3M\nkkFx7Z5E9igMQRSuj0GPCpxEhetBQa5HkUHN5J1EKVwTQTMzj0EfBZxEw/VgQQrXkUEA2J5E\nrkdpQaRwkUH24J5EzcxsQUjhkEGkuJ5EXI9qQQAAkEGPUp5EpHBxQZqZj0HNTJ5EAAB0QcP1\njkFSGJ5ESOF6QeF6jkFIEZ5EzcxIQfYojEEp/JtEXI+AQQAAjkHhAp5EXI+IQQAAjkFmXp5E\nKVyNQRSujUF7dJ5Ej8KTQR+FjUGur55E16OQQTMzjUGFa55E7FGYQTMzjUGawZ5E7FGaQVyP\njEGPmp5EheuXQexRjEG4Zp5EpHCdQXsUjEG4jp5EMzOfQR+Fi0HsYZ5EPQqjQbgei0EfZZ5E\npHChQcP1ikE9Qp5EPQqlQeF6ikFmPp5EZmaoQQAAikEfNZ5EXI+qQaRwiUHsEZ5E7FGsQc3M\niEEf5Z1EZmawQWZmiEEf7Z1EXI+oQVK4hkGF45xEUrigQYXrhUGuL5xErkedQR+FhUHs4ZtE\n7FGuQVyPhkGuD51EexSyQXsUhkHDDZ1E16PKQQAAiEGa8Z5E9ijEQa5Hh0GPWp5EFK7JQT0K\nh0FxhZ5EexTIQUjhhkEKX55EMzPTQa5Hh0EUDp9E4XrWQUjhhkHXA59E7FHUQdejhkGa0Z5E\nhevZQWZmhkEK/55EKVzdQQAAhkFc955EuB7hQZqZhUH2+J5EPQrbQUjhhEEAaJ5EmpnZQdej\nhEHNRJ5E4XrgQdejhEH2kJ5EUrjcQfYohEGuN55E7FHgQY/Cg0F7NJ5EpHDdQaRwg0EK751E\nH4XVQeF6gkG4Lp1EzczoQYXrg0FSqJ5EMzPjQexRgkGFw51EhevjQR+FgUGaeZ1EXI/gQbge\ngUFmJp1EAADcQVyPgEFmtpxE4XrYQXsUgEGuX5xE4XrSQVK4fkEzy5tEmpnfQXsUgEFSsJxE\n9ijeQQrXf0HDjZxE9ijWQY/CfUG4xptEhevZQcP1fEHDxZtEj8LdQfYofEFxxZtEKVzhQTMz\ne0FSwJtErkflQXE9ekFcv5tEKVxPP4Xrm0FxxZ9Ej8LVP4/Cm0EAAKBEuB6lPx+Fm0Fcx59E\nH4UbQKRwm0GPKqBE7FE4QD0Km0GkKKBEXI9SQNejmkE9IqBESOFqQPYomkFmFqBE9ih8QJqZ\nmUE9+p9EpHCNQDMzmUF7/J9EpHCVQFK4mEF73J9Ej8KdQPYomEG4vp9EKVynQBSul0EfpZ9E\nAACYQFK4lkFmFp9EZmamQOxRlkEpFJ9EPQq3QIXrlUEpHJ9EAABAPz0Kk0EUJpxEUrieP1yP\nkkEUJpxEpHDdP/YokkEUJpxEzcwMQBSukUEfJZxESOEqQK5HkUHsIZxEmplJQM3MkEFcH5xE\nFK5nQGZmkEFxHZxEH4WDQIXrj0FmHpxEXI+SQB+Fj0GPGpxErkehQD0Kj0EAGJxE16OwQNej\njkHDFZxEFK6/QPYojkGFE5xEFK7PQI/CjUEfFZxEexTeQK5HjUGuD5xE16NAQYXrj0Ep/J5E\nrkdFQSlcj0Gu355ECtf7QGZmjEHsCZxEpHANQR+Fi0GkCJxErkcVQT0Ki0FICZxEexRiQRSu\njUFm1p5EhetVQbgejUEKV55E7FEcQdejikGaAZxEmplpQa5HjUG41p5EzcxcQVK4jEH2UJ5E\n16NwQUjhjEHs0Z5Ezcx0QXE9jEFcr55EexRyQSlci0EpRJ5EhettQTMzi0EKF55ESOE6Qc3M\niEF7/JtEpHB1Qc3MikEAGJ5EXI9KQQAAiEEU/ptEMzOBQQrXiUE9Ap5EcT1SQR+Fh0Fm/ptE\nSOGIQY/CiUHDVZ5EzcyEQSlciUEU/p1EpHCRQQrXiUEfvZ5EAACQQRSuiUFmnp5EMzOVQaRw\niUEKv55EcT2YQcP1iEH2sJ5Ew/WaQWZmiEGPmp5EmpmdQYXrh0HsgZ5EPQqhQaRwh0EpfJ5E\nAACiQVK4hkFmPp5E9iimQWZmhkEKR55ESOGmQRSuhUEpBJ5EuB6rQa5HhUFcD55EKVypQbge\nhUGu551ESOGsQdejhEFI4Z1EAACqQexRhEH2oJ1EFK6tQYXrg0G4np1EuB6pQaRwg0FmNp1E\nw/WuQTMzg0FxZZ1EUrisQcP1gkGaMZ1E16OqQVK4gkGPAp1EH4WtQXE9gkF77JxECtehQUjh\ngEFS4JtE9ii+QTMzg0FmFp5ESOHGQSlcg0FIiZ5EpHDDQcP1gkHsOZ5Ej8LRQY/Cg0E9Mp9E\nFK7VQSlcg0FcN59EhevTQTMzg0EUDp9ECtfXQc3MgkGFE59ECtfZQfYogkF77J5EH4XdQY/C\ngUHN7J5EZmbcQZqZgUFS0J5EAADgQTMzgUFS0J5Ej8LjQc3MgEFI0Z5EpHDnQWZmgEH20J5E\nZmbmQXE9gEEAuJ5EmpnpQR+Ff0E9qp5EmpnhQZqZfUFc551EexTkQeF6fEFIyZ1ECtfnQR+F\ne0FSyJ1EH4XrQVK4ekFSyJ1EhevfQQrXd0Gup5xEUrjaQdejdEEKx5tEZmbeQRSuc0F7xJtE\n9ijiQUjhckE9wptEexTmQYXrcUGawZtEhevpQbgecUGawZtEFK7tQfYocEEKv5tEuB5FP+xR\nmEEUxp9EuB7lP3E9mEG4FqBEAAAQQArXl0FcF6BEmpk5QB+Fl0HhMqBESOFKQMP1lkFmFqBE\nUrhuQNejlkEUJqBEhetRQGZmlkGP4p9Empk5QPYolkEzq59EKVx/QHsUlkG4BqBEXI+KQJqZ\nlUHD9Z9Ew/WYQDMzlUEp9J9EZmaOQD0KlUHswZ9EH4WbQFyPlEGPup9EexSmQHsUlEHDpZ9E\nuB6dQK5Hk0FxNZ9EpHClQFK4kkFmFp9ESOE6P6Rwj0FSKJxESOGaPz0Kj0EAKJxEPQrXP1yP\njkHDJZxEcT0KQHsUjkF7JJxE7FEoQBSujUHsIZxEPQpHQDMzjUFSIJxEj8JlQM3MjEFcH5xE\nheuBQOxRjEEfHZxEmpmRQIXri0HDHZxE16OgQKRwi0E9GpxEFK6vQD0Ki0FSGJxEPQq/QFyP\nikGuF5xEexTOQPYoikHXE5xEuB7dQBSuiUGaEZxE4XrsQK5HiUFIEZxEH4X7QM3MiEEUDpxE\nFK4fQR+FiUHsGZ1EpHAFQWZmiEHDDZxEzcwMQYXrh0E9CpxEFK5XQWZmikHDvZ5E4XoUQaRw\nh0FSCJxE9igcQT0Kh0GkCJxESOFqQY/CiUGP6p5EuB5xQa5HiUFm3p5EPQpvQeF6iEHseZ5E\nmpl5QfYoiEE9mp5E4Xp0QTMzh0F7FJ5EAAB4QVyPhkGP6p1EH4WFQVK4hkEUZp5Empl9Qa5H\nhUF7hJ1EpHBZQR+Fg0G4/ptEj8KNQYXrhUEfdZ5EexSUQY/ChUFmrp5EPQqXQa5HhUEfnZ5E\nMzOZQVK4hEGFe55EcT2cQXE9hEHNbJ5EzcyeQRSug0E9Up5EUriiQa5Hg0EUVp5EMzOhQbge\ng0EzM55EAACmQc3MgkEpTJ5E16OgQXE9gkHX051EFK6lQYXrgUGa8Z1EcT2kQY/CgUGuz51E\nj8KnQSlcgUHhyp1ECtepQVK4gEEppJ1EH4WtQexRgEHhop1Ew/WqQXsUgEGuZ51E16OuQTMz\nf0FmZp1EZmayQWZmfkEUZp1E9ii2QaRwfUHNZJ1EPQrNQeF6gEHsIZ9EKVzDQVK4fkFSQJ5E\nUrjQQXsUgEHsIZ9E7FHWQQrXf0FcT59EZmbYQVyPfkE9Kp9EhevXQc3MfEFmxp5Ej8LbQQAA\nfEFIyZ5EcT3aQYXreUFxTZ5EMzPZQZqZeUF7NJ5EKVzjQWZmekEKz55EFK7fQaRweUFmdp5E\nKVzjQdejeEEUdp5EuB7nQQrXd0Fcd55ESOHqQT0Kd0EAeJ5EcT3oQdejdEEp3J1EpHDrQRSu\nc0Fmzp1EUrjgQc3McEEzw5xEH4XhQTMzb0HhepxEZmbaQaRwbUFSyJtE9ijeQeF6bEFmxptE\nAADiQRSua0HNxJtEj8LlQVK4akEpxJtEFK7pQYXraUF7xJtEpHDtQcP1aEH2wJtEzcyMP2Zm\nlEGa+Z9EcT1KP3E9lEEzy59EUriePwrXk0GPyp9ECtcDQJqZk0EU/p9EPQoXQLgek0Fm5p9E\nmplJQEjhkkFcF6BEuB41QNejkkFc559EKVxPQHE9kkGk4J9EFK5nQI/CkUGF059Ew/WAQClc\nkUEpzJ9EhetxQDMzkUFxpZ9E16OAQNejkEFxhZ9EFK6PQHE9kEFxhZ9EuB6NQB+Fj0HXM59E\npHCFQClcj0FcD59EmpmZQD0Kj0GkKJ9E16OQQEjhjkEU/p5Ej8J1Po/Ci0EzK5xEj8I1P65H\ni0H2KJxEmpmZP0jhikH2KJxEj8LVP2ZmikG4JpxEw/UIQIXriUF7JJxE7FEoQB+FiUEpJJxE\nZmZGQD0KiUE9IpxEuB5lQNejiEFSIJxEmpmBQPYoiEHDHZxEw/WQQI/Ch0FmHpxE16OgQK5H\nh0EpHJxEAACwQEjhhkEfHZxEUri+QGZmhkEAGJxEj8LNQAAAhkHDFZxEuB7dQB+FhUFxFZxE\n4XrsQLgehUEzE5xE9ij8QNejhEHNFJxEpHAFQXE9hEFSEJxECtdbQTMzh0EAOJ9EzcwMQY/C\ng0EpDJxEFK5XQexRhkHswZ5E4XoUQSlcg0GPCpxEpHBpQexRhkF7LJ9EXI9qQZqZhUE96p5E\n4XpwQbgehUE92p5EAABwQWZmhEFch55Ezcx4QQAAhEEplJ5ESOF+QR+Fg0EKh55ECtd3QTMz\ng0HXO55EpHB5QeF6gkEf/Z1EPQqFQeF6gkEKX55ECteDQZqZgUEp9J1EUriAQa5HgUGksJ1E\nmpmNQY/CgUHDdZ5EmpmLQZqZgUFISZ5EMzORQSlcgUHscZ5EMzOVQcP1gEEAeJ5EPQqZQVyP\ngEHhep5E7FGcQXsUgEH2cJ5Ew/WeQT0Kf0EAWJ5EPQqhQYXrfUF7NJ5EMzOjQc3MfEGaEZ5E\nZmagQfYofEE90p1EZmakQSlce0EU1p1EexSoQVyPekFm1p1EmpmpQbgeeUHsoZ1EUrimQdej\neEFSYJ1EXI+qQRSud0GPYp1EheutQVK4dkEAWJ1EcT2yQXsUdkHDZZ1EpHCvQaRwdUF7JJ1E\nUrjEQeF6eEFSuJ5ECtfBQXE9dkGuH55E9iisQa5HcUFmJpxEuB6pQdejcEEA4JtE16PQQQrX\nd0EzI59EZmbKQVyPdkGakZ5Ew/XEQa5HdUGkEJ5ECtfTQT0Kd0G4Fp9E4XrYQWZmdkFmLp9E\nrkfbQa5HdUGaGZ9EmpnbQRSuc0GkyJ5EuB7dQWZmckHNlJ5EUrjaQY/CcUF7XJ5EzczgQZqZ\ncUEplJ5EzczgQQrXb0FIOZ5EXI/kQT0Kb0GFO55EAADiQWZmbkHD/Z1EcT3qQVyPbkF7bJ5E\nAADuQY/CbUEfbZ5EexToQexRbEGP2p1EZmbgQeF6aEEUvpxEUrjWQXsUZkFmzptEZmbaQbge\nZUEzy5tEcT3eQexRZEHsyZtEexTiQSlcY0EAyJtECtflQVyPYkFcx5tEmpnpQZqZYUFxxZtE\n7FHuQcP1YEGF25tEpHDtQc3MYEF7xJtE4XqUPkjhjkEze59E7FHYP+xRjkH2wJ9EpHAdQHsU\njkEf7Z9E7FEYQClcjUF7nJ9Ej8JVQDMzjUFx5Z9EZmZmQNejjEEAyJ9Ej8J1QPYojEG4pp9E\nj8JlQAAAjEE9gp9EUrh+QB+Fi0EUdp9EzcyMQLgei0Fcb59EUrhuQFK4ikGPCp9EXI+SQArX\niUFm/p5EUriePlyPhkHNLJxEFK5HP/YohkHhKpxErkehPxSuhUH2KJxEUrjeP65HhUEAKJxE\nUrgOQM3MhEGuJ5xEzcwsQGZmhEEUJpxEH4VLQIXrg0EzI5xEmplpQB+Fg0GaIZxE9iiEQD0K\ng0FcH5xEH4WTQNejgkEKH5xEXI+iQPYogkHNHJxEheuxQI/CgUGFG5xEw/XAQK5HgUGaGZxE\n7FHQQEjhgEFSGJxEAADgQGZmgEFSGJxEPQrvQAAAgEEKF5xEUrhOQT0Kg0H2QJ9EexT+QD0K\nf0EpFJxEPQpPQXE9gkGu955EXI8GQXsUfkH2EJxEAABcQXsUgkGaMZ9EFK5fQR+FgUE9Cp9E\n16NoQTMzgUHhGp9EMzNjQcP1gEHh4p5EcT1uQVK4gEFcB59EKVxvQQAAgEHNxJ5EexRyQVK4\nfkGFk55EzcxsQXE9fkEzW55EuB55QY/CfUEKj55EUriCQaRwfUE9wp5EKVyDQQAAfEFSgJ5E\n7FGCQQrXe0HsaZ5E16OGQT0Ke0EKd55EexSIQY/CeUEpRJ5EpHCJQeF6eEH2EJ5EexSMQSlc\nd0H2+J1EMzOTQTMzd0HhQp5EH4WNQXsUdkEfxZ1ESOGWQWZmdkH2QJ5ECteXQcP1dEHXA55E\n4XqcQexRdEFcF55EUrigQR+Fc0E9Ip5EpHChQXsUckG43p1EexSeQaRwcUHXk51ESOGkQbge\ncUG41p1EH4WhQeF6cEGFi51ESOGoQexRcEGF251E4XqmQXE9bkH2UJ1EAACkQZqZbUEAGJ1E\nAACmQeF6bEEU7pxEXI+aQYXraUHs6ZtErkerQQrXa0GaEZ1EmpmpQR+Fa0FI6ZxESOGsQVyP\nakEU3pxEexS+Qc3MbEHXE55EpHDHQa5HbUG4lp5ESOHQQY/CbUEKH59EFK7TQdejbEGaCZ9E\n7FHUQTMza0FIwZ5EpHDZQVK4akE94p5ESOHcQY/CaUFx3Z5EMzPdQfYoaEEzi55EPQrfQUjh\nZkG4Xp5EcT3iQYXrZUGaUZ5Ew/XUQVyPYkFcD51E7FHSQYXrYUFcz5xEhevlQbgeZUGaUZ5E\nhevZQYXrYUEpLJ1E4XrWQbgeYUFm1pxE9ijmQSlcY0HX+51EmpnZQfYoYEFcx5xEexTqQVyP\nYkGkAJ5EFK7fQYXrXUGkoJxEKVzXQQrXW0GP0ptEuB7bQUjhWkFmzptESOHeQXsUWkEpzJtE\n16PiQbgeWUEzy5tE4XrmQexRWEGFy5tEUrjqQR+FV0HN1JtE7FHuQVyPVkEKz5tEKVyPPo/C\ni0FS6J9EFK5HPylci0HD7Z9EmpmZP3E9ikEfpZ9E9ijcPwrXiUHXq59EzcwMPzMziUFIAZ9E\nzczsP65HiUEpfJ9EpHBNQClciUGu/59EpHA9QDMziUGP2p9Ej8LVP+F6iEEpHJ9EZmY2QOF6\niEHNhJ9EuB5lQPYoiEFxrZ9EPQpXQHsUiEF7jJ9EpHBtQJqZh0Hhep9EH4WDQLgeh0H2cJ9E\nheuJQFyPhkHsSZ9ErkeZQPYohkF7TJ9EFK6nQI/ChUH2SJ9Ej8L1PNejgkFIMZxEAAAAP/Yo\ngkFmLpxESOF6P4/CgUEfLZxEmpm5P65HgUHhKpxEPQr3P0jhgEFIKZxEmpkZQGZmgEEAKJxE\nw/U4QAAAgEFSKJxEPQpXQD0Kf0EUJpxEZmZ2QHE9fkFmJpxEcT2KQK5HfUE9IpxEmpmZQOF6\nfEGkIJxE16OoQB+Fe0G4HpxEFK63QFK4ekHNHJxEPQrHQI/CeUEpHJxEUrjWQMP1eEEpHJxE\nj8LlQAAAeEGPGpxEuB5BQa5HfUGu555EpHD1QDMzd0GPGpxE7FFQQbgefUEUNp9EPQpTQQAA\nfEFmBp9EcT1iQQrXe0EKV59E7FFoQUjhekGkSJ9EFK5vQXsUekGkSJ9EexRuQexReEE96p5E\n7FF0QSlcd0HN3J5ECtdzQY/CdUGPip5EZmaAQaRwdUHXw55EuB55Qc3MdEEzc55EmpmDQdej\ndEFSuJ5EcT2GQR+Fc0Ezo55E9iiKQVK4ckEUpp5ECteNQYXrcUHXo55E9iiMQZqZcUGkgJ5E\nuB6RQcP1cEHXm55EKVyNQVyPbkEK951ESOGOQa5HbUEKx51ECtdzQcP1aEEz+5tEcT2SQexR\nbEFxvZ1EuB6PQRSua0H2eJ1EAACgQZqZbUGFm55EAACcQTMza0EK751EAACcQZqZaUHXm51E\nPQqfQeF6aEHhip1E7FGiQR+FZ0Fmfp1EMzOfQUjhZkFSOJ1EMzOjQXsUZkFxPZ1EKVylQc3M\nZEGuF51E7FGmQSlcY0G41pxEAACcQbgeYUHh6ptEuB6rQVK4YkEf7ZxEexSoQXsUYkEKp5xE\nCtetQZqZYUEp1JxEXI+sQaRwYUG4tpxEexTIQXsUZkEU3p5EexSwQeF6YEFSsJxEKVynQWZm\nXkHN5JtE4XrKQcP1ZEH2wJ5ErkfNQQrXY0Hhqp5EuB7LQSlcY0GkeJ5EhevTQRSuY0Gk8J5E\n16PSQSlcY0FI0Z5EmpnVQWZmYkFSwJ5EzczaQYXrYUEf5Z5ErkfbQexRYEGul55Ew/XWQTMz\nX0FSMJ5EUrjeQSlcX0GakZ5EcT3gQXsUXkEzW55EUrjeQZqZXUFmNp5EAADkQa5HXUG4Xp5E\n16PiQcP1XEHNPJ5ErkfXQfYoWEHhypxEKVzNQZqZVUEK15tEw/XWQXE9VkF7ZJxEuB7RQc3M\nVEEf1ZtEw/XUQQrXU0Ep1JtEUrjYQT0KU0Ez05tE4XrcQXsUUkGk0JtEZmbgQa5HUUGk0JtE\nexTkQexRUEFmzptE9ijoQR+FT0Hs0ZtEexTsQVK4TkF71JtE16MwP5qZh0Gk4J9Ew/XoP0jh\nhkEK/59EhesRQArXhUGauZ9ErkfhPx+FhUHNbJ9EUrguQKRwhUGkuJ9EexQOQLgehUHNbJ9E\npHD9P+xRhEHXA59EPQpXQGZmhEGFi59EcT0aQArXg0Fm/p5EzcxcQI/Cg0GPUp9ECtczQKRw\ng0GF855EH4V7QClcg0HDVZ9EpHCNQMP1gkGaWZ9ErkeZQOF6gkHhSp9EzcxMPYXrfUEpNJxE\nuB4FP7gefUFSMJxEpHB9P/YofEEULpxE9ii8Pylce0EfLZxEmpn5P2ZmekHNLJxEH4UbQJqZ\neUHhKpxESOE6QNejeEGFK5xEw/VYQArXd0FSKJxE7FF4QEjhdkH2KJxESOGKQHsUdkEfJZxE\nheuZQLgedUEzI5xErkepQOxRdEGaIZxE7FG4QClcc0EKH5xEKVzHQFyPckEfHZxEUrjWQJqZ\ncUHXG5xEexTmQM3McEEzG5xEpHD1QArXb0E9GpxEhetRQXsUdkG4Rp9EMzNbQa5HdUGaWZ9E\nexRiQeF6dEFxVZ9EPQpbQQrXc0EfDZ9EAABoQR+Fc0HDRZ9E7FFgQUjhckFm9p5EexRuQVyP\nckFcN59E7FF0QZqZcUGFK59EexR6QdejcEHsGZ9EH4V3QeF6cEEK/55EPQp/QRSub0H2AJ9E\nKVyDQVK4bkEzA59EZmaEQaRwbUHhyp5EXI+CQbgebUE9op5ErkeFQQAAbEEfjZ5E16OCQR+F\na0F7VJ5EZmaIQT0Ka0FSgJ5EexSGQVyPakEfTZ5EmpmRQSlca0G49p5EpHCNQVyPakEfnZ5E\nKVyVQVyPakFS+J5EAACSQexRaEFxXZ5EexSWQR+FZ0HXY55EMzOTQUjhZkHNJJ5EAACcQTMz\nZ0EplJ5EFK6fQXE9ZkGFk55EAACeQexRZEEpHJ5EZmaYQTMzY0EAoJ1EuB6hQSlcY0EfDZ5E\nAACcQXE9YkHXm51EuB6fQa5HYUGFi51E7FGiQexRYEFmfp1Ej8KfQRSuX0F7RJ1EUriiQVK4\nXkEzM51ECtelQY/CXUEzI51EcT2YQVK4WkEp7JtESOGoQdejXEFIEZ1E9iicQY/CWUHN7JtE\n4XqoQUjhWkGksJxECtefQcP1WEE96ptEFK6tQWZmWkFI0ZxEw/XGQWZmXkF7xJ5EcT3EQYXr\nXUHDhZ5EZmbKQZqZXUEKv55EKVzNQdejXEEfrZ5EzczSQfYoXEEf1Z5ECtfVQTMzW0Fmxp5E\nUrjYQXsUWkEzs55EH4XXQYXrWUEKl55EKVzZQdejWEE9ap5EPQrfQfYoWEFImZ5E4XriQSlc\nV0HXk55Ew/XgQbgeVUHhEp5EpHDNQWZmTkFS2JtEMzPRQaRwTUEK15tEw/XUQdejTEFx1ZtE\nzczYQRSuS0HX05tE16PcQUjhSkHh0ptE4XrgQXsUSkEz05tE9ijkQbgeSUFcz5tEhevnQfYo\nSEHNzJtEj8LrQSlcR0F7zJtEUriePuxRhEEU/p9E16OwP5qZg0EzE6BE7FF4Pylcg0Fc159E\nmpnZPz0Kg0G4/p9E7FEIQNejgkHh+p9E7FE4QGZmgkHNJKBEAAAgQPYogkF77J9Ej8JVQAAA\ngkF7JKBEFK5nQKRwgUHsCaBEmpmBQD0KgUEfBaBEPQpXQAAAgEFIWZ9EUrguQDMzf0Hh+p5E\nhetxQD0Kf0E9Up9E7FGIQHE9fkHNVJ9E4XqUQK5HfUG4Rp9EzczMPqRwdUHhMpxErkdhP+F6\ndEGkMJxEKVyvPxSuc0H2MJxEH4XrP1K4ckFmLpxE4XoUQIXrcUHDLZxEXI8yQMP1cEEzK5xE\nhetRQPYocEF7LJxEAABwQDMzb0GaKZxEKVyHQGZmbkH2KJxEexSWQKRwbUEfJZxEj8KlQNej\nbEEzI5xE4Xq0QBSua0GkIJxE4XrEQEjhakGPIpxEH4XTQIXraUGkIJxEXI/iQMP1aEEfHZxE\nXI9OQRSub0HNhJ9ECtdXQT0Kb0G4lp9EhetRQVyPbkGPWp9EPQpfQXE9bkEUlp9ErkdZQY/C\nbUGFW59ErkdVQa5HbUFIMZ9EMzNjQbgebUEfdZ9EuB5lQQrXa0HNPJ9Ew/VwQSlca0Hhap9E\ncT12QWZmakHXU59EuB59QaRwaUFcT59EuB6BQeF6aEG4Np9EzcyAQUjhZkFI4Z5EcT2EQYXr\nZUHN3J5EUriGQc3MZEFIwZ5EzcyKQfYoZEGayZ5E16OQQRSuY0EA+J5ECtdbQc3MXEFSCJxE\n9iiUQUjhYkHX855ECteTQbgeYUGFm55EFK6VQQAAYEFIcZ5EuB6bQR+FX0Fcl55EmpmVQWZm\nXkFxHZ5EH4WdQWZmXkGPep5EZmaeQcP1XEHhOp5EMzOjQexRXEGFU55EAACiQfYoXEGkOJ5E\nj8KnQRSuW0EUZp5EAACmQSlcW0FmPp5EmpmnQYXrWUEpDJ5ECtehQT0KV0G4Np1E4XqoQUjh\nVkFmdp1EmpmlQXE9VkHXM51EZmaoQbgeVUHNHJ1ErkebQXsUUkH28JtE16OoQR+FU0EpzJxE\nPQqfQa5HUUG47ptErketQVK4UkFm3pxECtevQZqZUUGawZxESOHGQa5HVUGFg55E7FHMQcP1\nVEEzq55EhevRQeF6VEGk2J5EexTMQTMzU0EKT55EPQrVQR+FU0Hhyp5EzczSQT0KU0HDlZ5E\nZmbQQdejUEHXA55E7FHWQeF6UEH2OJ5EhevdQeF6UEHDlZ5E7FHcQfYoUEEAcJ5EpHDfQTMz\nT0E9Yp5Ej8LJQY/CSUEpVJxE9ijkQVyPTkGPep5EMzPfQa5HTUH2AJ5EUrjMQVK4RkGu35tE\n7FHQQY/CRUHs2ZtEAADUQcP1REG41ptECtfXQfYoREEU1ptEFK7bQTMzQ0EU1ptEexTgQVyP\nQkHh4ptEKVzjQaRwQUEz05tEPQrnQdejQEFI0ZtE16PqQRSuP0Ezy5tEXI9CPlK4fkEz+59E\nPQpXP3sUfkFxFaBEpHC9PpqZfUHs0Z9EUri+P6RwfUGaMaBEAACgP7gefUG4DqBEH4XLP/Yo\nfEHX+59EUriePwrXe0H2yJ9EXI8CQClce0Hh+p9EAAAwQEjhekG4HqBESOFKQIXreUH2GKBE\n7FFoQLgeeUH2GKBEw/V4QAAAeEHh+p9EH4WLQDMzd0HX+59E16MgQLgedUFS6J5EuB6dQFyP\ndkE9CqBEpHCtQI/CdUGaEaBE7FGQQClcc0E9Qp9EexSuPilca0G4NpxEKVxPP2ZmakEfNZxE\nZmamP5qZaUF7NJxECtfjP9ejaEHXM5xEAAAQQArXZ0E9MpxEUrguQEjhZkFSMJxEpHBNQHsU\nZkG4LpxE9ihsQLgeZUHDLZxEuB6FQOxRZEEzK5xE4XqUQClcY0E9KpxEMzOjQFyPYkEKJ5xE\nSOGyQJqZYUFmJpxEhevBQM3MYEHDJZxE16PQQArXX0EAIJxE9igMQaRwYUF7PJ1EAADgQD0K\nX0EAIJxE4XpQQXsUZkEUpp9EhetZQaRwZUEzu59EhetdQexRZEGamZ9E16NkQSlcY0GPkp9E\ncT1qQWZmYkGkgJ9EZmZuQa5HYUGuX59E4XpwQQAAYEFmJp9EH4V3QT0KX0GFI59Erkd1QUjh\nXkHXC59EexSAQWZmXkFIMZ9ErkeDQaRwXUEUJp9EMzOBQbgeXUHs+Z5EzcyGQdejXEEzI59E\nCteNQeF6XEGaaZ9EzcyQQR+FW0FIWZ9EAACMQVyPWkHs8Z5EAACQQY/CWUH2+J5EuB6XQZqZ\nWUGFQ59E9iiQQfYoWEGFq55EAACUQSlcV0G4rp5Ew/WcQRSuV0H2IJ9EcT2eQWZmVkEf7Z5E\n4XqeQc3MVEFSoJ5EH4WfQSlcU0EfZZ5EexSeQT0KU0HXQ55EpHCjQVyPUkEAaJ5EMzOnQY/C\nUUEAaJ5EUrimQQAAUEHsCZ5EpHCPQVK4SkHN/JtEzcykQYXrTUGkiJ1EUriqQaRwTUHsuZ1E\nzcyoQcP1TEFmjp1EFK6rQQAATEHseZ1EcT2oQTMzS0GaKZ1EmpmvQTMzS0HNfJ1EzcysQc3M\nSEF75JxEexSwQQrXR0Gk2JxEH4WzQUjhRkGk0JxECtfHQXsUSkGFU55Eheu5QcP1REGFs5xE\nexS8QRSuQ0EpjJxEPQq1QYXrQUEf5ZtEAADQQVK4RkHXC55EFK7VQWZmRkHXO55EUri8QfYo\nQEF75JtEZmbAQSlcP0H24JtEcT3EQWZmPkEK35tEexTIQZqZPUEU3ptEcT3MQc3MPEHD5ZtE\nFK7PQQrXO0HN3JtEpHDTQUjhOkFI2ZtEuB7XQXsUOkG41ptEmpnbQa5HOUEU5ptESOHeQexR\nOEEK15tEXI/iQSlcN0Ep1JtEZmbmQVyPNkHh0ptEcT3qQZqZNUHs0ZtErkchP2ZmdkF7LKBE\ncT2KP5qZdUEzK6BEAADAP9ejdEEpJKBEXI+iPz0Kc0Guv59EKVwvQClcc0HXU6BEPQoHQFK4\nckFm9p9E9ihMQFyPckHsUaBEZmZmQJqZcUGaSaBEXI9SQK5HcUF7HKBEw/WAQM3McEFmRqBE\nUrheQPYocEF79J9Ew/WAQB+Fb0HsAaBEmplpQD0Kb0FSyJ9E16OQQFK4bkEUBqBEKVyfQIXr\nbUG4BqBE16OAQNejbEFxdZ9EPQqvQLgebUHsCaBErkepQM3MbEG47p9Ew/W4QAAAbEGF859E\nH4WjQDMza0Fmjp9EUriuQHE9akFxfZ9EpHC1QLgeaUHDVZ9EZmbmPlyPYkEAOJxE16NwP4/C\nYUEAOJxEzczMP7geYUEzU5xEZmYGQOxRYEF7VJxEcT0aQDMzX0HhOpxErkdBQGZmXkHNTJxE\n16NgQJqZXUEUTpxE4Xp0QOF6XEGPMpxE16OIQB+FW0EpLJxE7FGYQFK4WkGFK5xEKVynQI/C\nWUGPKpxEexS2QMP1WEFcJ5xEj8LFQAAAWEEKJ5xE4Xr0QNejWEF7xJxE4XrUQDMzV0HhIpxE\nXI9CQZqZXUEfVZ9EMzMPQcP1WEGFS51EPQpTQZqZXUHssZ9EKVxPQbgeXUEpjJ9ECtdbQc3M\nXEFSwJ9EuB5hQQrXW0GaqZ9E4XpkQVyPWkGagZ9EzcxgQXE9WkHhWp9EpHBtQYXrWUGakZ9E\nUrhqQY/CWUHNdJ9EZmZuQeF6WEHDTZ9Ehet1QRSuV0GkUJ9ErkdxQTMzV0FcH59Ezcx4QWZm\nVkEAIJ9ECtdvQZqZVUFIwZ5EcT1+QaRwVUHNDJ9EexSCQeF6VEF7/J5EZmZ6QR+FU0GFk55E\nmpmHQQAAVEEzI59E7FGEQSlcU0Ep3J5EMzOPQQAAVEG4dp9EXI+SQT0KU0EKb59EzcyOQXE9\nUkFxHZ9EUriSQaRwUUHhIp9Ej8KXQcP1UEEAQJ9EMzObQfYoUEHhOp9ECteZQQrXT0FxHZ9E\npHCdQT0KT0EzG59EUrieQZqZTUEU5p5ECtehQdejTEGa2Z5EH4WlQQrXS0FS2J5EPQqhQUjh\nSkHXc55EzcykQXsUSkFxdZ5E4XqoQbgeSUGFc55EH4WnQSlcR0GPCp5ESOGkQVK4RkG4zp1E\n16OoQYXrRUEfzZ1E9iisQcP1REGkyJ1Ej8KvQfYoREF7xJ1EcT2sQTMzQ0EpdJ1EH4WvQXE9\nQkGuZ51EH4WtQQAAQEGa4ZxEXI+wQT0KP0FI0ZxEKVyvQVK4PkEftZxEUriyQY/CPUFIqZxE\n4Xq2QcP1PEEAqJxEexS6QQAAPEEppJxE9iiyQXsUOkFS6JtEexTGQa5HPUHNZJ1EAAC2Qa5H\nOUEU5ptEj8K5QexROEF75JtEmpm9QR+FN0HX45tErkfBQVyPNkGa4ZtEuB7FQY/CNUFS4JtE\nw/XIQc3MNEFc35tEUrjMQQAANEEU3ptEXI/QQT0KM0HN3JtE7FHUQXE9MkEz25tEcT3YQaRw\nMUEf3ZtECtfbQeF6MEEK15tECtffQRSuL0E92ptEH4XjQVK4LkHN1JtEpHDnQYXrLUEf1ZtE\nzcxMPRSub0F7FKBEMzOzP1yPbkGPUqBEAADAP6RwbUG4HqBE16OwP65HbUHXC6BEH4ULQM3M\nbEHDPaBE9ijcP+xRbEEz+59EUrguQAAAbEHhSqBEexROQDMza0G4TqBE7FFoQGZmakGkSKBE\nXI9CQI/CaUFI8Z9EmpmBQJqZaUHhQqBE16OAQPYoaEFI+Z9EAABwQArXZ0FI0Z9ECteLQDMz\nZ0H26J9EH4WbQGZmZkHX659EpHCFQJqZZUEphJ9EMzOrQJqZZUGk8J9EzcyUQM3MZEG4hp9E\nSOG6QM3MZEHD9Z9E4XqsQEjhYkHhap9Ew/W4QIXrYUFcX59EAADIQLgeYUFcX59EAACAP1yP\nWkGaOZxEXI/CP5qZWUFmPpxEcT0KQMP1WEHDVZxEH4UrQPYoWEGFW5xE7FFIQDMzV0FmVpxE\nhethQHE9VkGkSJxEPQp3QK5HVUFSMJxEXI+KQOxRVEEULpxEheuZQB+FU0HDLZxErkepQFyP\nUkHNLJxEw/W4QI/CUUEpLJxEXI/6QD0KU0GkKJ1EFK7HQM3MUEEAKJxE7FEEQXsUUkGaIZ1E\n7FFIQVK4VkGuh59EMzNTQXE9VkGFq59ErkdZQa5HVUHDnZ9EhetdQfYoVEHsgZ9EmplhQT0K\nU0F7XJ9ErkdpQXE9UkG4Xp9EhettQbgeUUFIQZ9EUrhmQeF6UEFc955Ej8JxQQAAUEEfHZ9E\ncT1uQRSuT0Fc955EcT1qQTMzT0EUzp5Erkd5QTMzT0FmHp9EUrh+QXsUTkGkCJ9EcT16QfYo\nTEGFi55EzcxwQTMzS0EUJp5EmpmNQYXrTUEpnJ9ErkeRQbgeTUGFm59EAACUQQAATEFxhZ9E\nexSUQWZmSkH2OJ9EMzObQWZmSkGFg59EcT2aQdejSEEUHp9E9iieQQrXR0E9Ip9E4XqeQXE9\nRkEA2J5Ej8KdQeF6REEUdp5EH4WhQRSuQ0EUdp5ESOGcQVyPQkFmDp5EMzOlQVK4QkEUdp5E\nUrioQYXrQUH2cJ5EKVylQR+FP0Fcz51EZmaiQUjhPkF7jJ1ESOGQQUjhOkGkAJxESOGoQVyP\nPkGPyp1EUrisQY/CPUHNzJ1EZmawQcP1PEFIyZ1E16OsQXE9OkEUHp1EmpmvQa5HOUFICZ1E\nmpmjQWZmNkGa8ZtEKVyxQQrXN0FI2ZxEAACwQR+FN0GauZxEFK6zQVK4NkGut5xEKVy1Qa5H\nNUEfhZxEw/WuQQrXM0Ef7ZtE16OyQUjhMkGk6JtE16PGQXsUNkFIaZ1EZma2QYXrMUFc55tE\nhevNQXsUNkFxvZ1ESOHOQeF6NEHseZ1EAAC+QexRMEF75JtESOHUQexRNEGur51ECtfBQSlc\nL0Ez45tEmpnFQVyPLkHs4ZtEpHDJQZqZLUGk4JtEMzPNQc3MLEEK35tEw/XQQQrXK0Fx3ZtE\n7FHWQSlcK0HsAZxEMzPVQTMzK0Gu55tEXI/YQXsUKkHh2ptE7FHcQa5HKUFS2JtEexTgQexR\nKEFm1ptEhevjQR+FJ0HN1JtEFK7nQVyPJkHX05tEpHC9PtejaEHDTaBECtdjPwAAaEG4VqBE\nFK6nPz0KZ0H2UKBE9ijcP3E9ZkGaSaBEmpm5P4XrZUGPIqBEAAAAQLgeZUEKL6BE9ijcP83M\nZEEfBaBE9igsQNejZEGkUKBEhetRQAAAZEEzY6BE7FFoQD0KY0HhUqBEUrh+QHsUYkHhQqBE\nUriOQK5HYUG4RqBEH4V7QNejYEGu959Ew/VoQEjhXkEKh59EAABQQGZmXkF7TJ9EcT2aQEjh\nXkGP8p9EH4WDQHsUXkEAiJ9ErkepQHsUXkEp9J9EheuRQK5HXUEUhp9Ew/W4QKRwXUH2+J9E\nrkfJQNejXEFc/59ESOGqQClcW0EKb59EAAC4QFyPWkGuZ59EpHClQOxRWEHDxZ5Ew/UYQM3M\nVEGPGp1EzcwcQB+FU0GP2pxEKVwfQHsUUkFmlpxEuB4lQNejUEH2WJxEMzNDQArXT0EUVpxE\nH4VbQFK4TkFxRZxEMzNzQI/CTUHhMpxE16OIQM3MTEFSMJxEFK6XQAAATEFcL5xEPQqnQDMz\nS0FmLpxEZma2QHE9SkEpLJxErkfxQClcS0GuB51EKVznQEjhSkEp1JxEexTGQKRwSUHNLJxE\nhesBQVyPSkFcF51E4XpMQXE9TkEzc59E7FFEQaRwTUFSIJ9EPQpLQdejTEGkGJ9E16NAQRSu\nS0EUrp5EcT1aQeF6TEFIaZ9E16NkQQAATEFSiJ9EuB5hQRSuS0HNZJ9ECtdnQVK4SkEpXJ9E\ncT1uQY/CSUE9Up9E7FF0Qc3MSEFxRZ9EPQp3QR+FR0EzE59ErkeFQQAASEHXk59E4XqIQT0K\nR0HsiZ9E9iiOQVyPRkFxtZ9E4XqSQYXrRUHhwp9EuB6RQZqZRUFxpZ9EPQqTQeF6REFmfp9E\nZmaWQRSuQ0GkeJ9EcT2aQUjhQkF7fJ9EuB6dQY/CQUGPap9EuB6dQfYoQEGaGZ9EUriaQRSu\nP0Fx5Z5EXI+cQVyPPkEpvJ5EH4WhQYXrPUEA2J5EzcycQcP1PEEKb55EzcygQfYoPEHXc55E\nzcymQQrXO0EAqJ5EmpmfQeF6OEFIsZ1E16OMQexRNEFmBpxE7FGoQc3MOEHsIZ5EAACmQexR\nOEEf7Z1EheuhQSlcN0FSkJ1EXI+sQfYoOEFxLZ5EKVypQSlcN0HX451ECtenQT0KN0GPwp1E\nuB6rQXsUNkG4tp1EzcyoQZqZNUH2gJ1EexSmQcP1NEHXQ51Ej8KXQZqZMUHX+5tEzcysQc3M\nNEGuh51EH4WvQRSuM0G4bp1ErketQTMzM0E9Op1E4XqwQXsUMkFxLZ1Ew/WiQUjhLkEz85tE\nFK6vQfYoMEFIwZxEMzPBQVK4MkGFA55ECte/QWZmMkHh4p1EKVzDQaRwMUG43p1EPQrHQdej\nMEEz251Ej8LJQR+FL0EpxJ1Eheu1QVyPKkHh6ptEAADQQSlcL0Gu/51ESOHKQXsULkEphJ1E\nj8LJQY/CLUFIaZ1EFK65QZqZKUEA6JtE4XrSQXsULkE94p1EhevTQdejLEE9qp1EmpnXQQrX\nK0EKp51EPQrFQT0KJ0GF45tEzczIQXE9JkE94ptEzczcQZqZKUFmbp1E16PMQa5HJUH24JtE\nZmbQQeF6JEGu35tEcT3UQR+FI0Fm3ptEpHDZQT0KI0GkAJxEAADYQVK4IkEf3ZtEj8LbQY/C\nIUHh2ptEH4XfQcP1IEFc15tEKVzjQQAAIEFx1ZtEMzPnQTMzH0Fc15tEAACAPlyPXkF7TKBE\nPQpXP4XrXUGuX6BEpHC9P65HXUFSeKBE4Xr0P+F6XEHNdKBEj8IVQBSuW0GkcKBEuB41QEjh\nWkHNdKBE4XpUQHsUWkFIeaBE4XpEQI/CWUEfVaBE16MwQKRwWUFcJ6BEZmYGQNejWEFmxp9E\nXI9iQMP1WEG4VqBEXI9SQNejWEH2MKBEZmY2QPYoWEGk8J9EzcwsQAAAWEGa2Z9EXI9yQArX\nV0FcN6BEheuJQDMzV0GkQKBEheuZQGZmVkHDRaBEw/WYQMP1VEEp/J9EuB6lQAAAVEGk8J9E\nexSOQDMzU0EphJ9ErkeZQHE9UkHhcp9EPQqnQK5HUUEfbZ9EMzOzPpqZSUHDPZxE4XpUP83M\nSEHNPJxEw/WoPwAASEEfPZxEw/XoPz0KR0G4PpxEXI8SQHE9RkHNPJxErkcxQK5HRUHhOpxE\nKVxPQOF6REFSOJxEpHBtQB+FQ0EUNpxEpHCFQFK4QkEzM5xEzcyUQI/CQUFIMZxEPQrXQDMz\nQ0G4Lp1ECtejQMP1QEEKL5xEUrjmQHE9QkGkMJ1EH4WzQAAAQEFcL5xEKVz3QKRwQUFcN51E\nUrgCQdejQEH2MJ1EPQoTQeF6QEGkiJ1EUrgiQeF6QEEz251EKVwnQSlcP0EUvp1EXI9SQYXr\nQUEzK59EXI9aQbgeQUE9Mp9ErkdVQdejQEGF+55EzcxkQeF6QEEAUJ9Ew/VgQfYoQEG4Jp9E\nPQpbQRSuP0Hh6p5EpHBlQT0KP0GkCJ9EKVxrQXsUPkH2+J5E9ih4QY/CPUFIMZ9ESOGEQYXr\nPUHNnJ9EuB6DQZqZPUGud59EheuLQYXrPUHN5J9ECtePQbgePUE96p9EexSSQQAAPEF7zJ9E\nexSUQUjhOkGup59EcT2WQZqZOUG4hp9EAACaQcP1OEE9ip9EMzObQR+FN0GFU59Ej8KZQTMz\nN0HhMp9EmpmdQWZmNkEKN59EKVyhQZqZNUEAOJ9EuB6lQc3MNEGPOp9E7FGiQfYoNEEz+55E\nheulQSlcM0Hs+Z5EAACmQY/CMUFSqJ5EFK6pQcP1MEGup55E9iioQUjhLkHsMZ5EFK6rQYXr\nLUF7LJ5Ew/WsQdejLEF79J1EexSsQVyPKkFIiZ1EzcyuQZqZKUH2cJ1ECterQc3MKEHNLJ1E\nZmaeQZqZJUFc95tEMzOvQQrXJ0GPIp1EcT2iQc3MJEHD9ZtEAACmQQrXI0Ep9JtESOHAQdej\nKEFcD55Ej8LFQfYoKEEzK55EhevLQQrXJ0GFY55ECtfPQTMzJ0FSaJ5EUrjOQUjhJkHDTZ5E\ncT3QQaRwJUFIGZ5E9ijUQdejJEEKH55EcT3WQSlcI0EU9p1EmpnVQaRwIUHXi51EZmbUQbge\nIUEKb51E7FHEQc3MHEFm5ptEhevXQfYoIEGuZ51EexTIQQAAHEFx5ZtEexTMQTMzG0EA6JtE\nCtfPQXE9GkEU5ptEmpnTQaRwGUEz45tEMzPXQeF6GEEU3ptEPQrbQRSuF0EU3ptESOHeQVK4\nFkHD3ZtEUrjiQYXrFUHD3ZtEZmbmQcP1FEE92ptEUrgeP2ZmVkHscaBEcT2KP5qZVUGacaBE\nMzPTP83MVEHhgqBEFK4HQAAAVEHNhKBEpHAdQD0KU0GPcqBEhesxQHsUUkEKX6BEexROQK5H\nUUEzW6BEexRuQOF6UEGaYaBEexR+QClcT0HhQqBEUrheQEjhTkGP+p9EpHB9QHsUTkF7/J9E\nKVyPQK5HTUFxBaBE4XqEQMP1TEE90p9EZmaeQOF6TEFmBqBEFK6fQDMzS0Fmxp9EZmaWQFK4\nSkEzm59EPQqPQFyPSkFSeJ9ECtebQJqZSUFcb59EzcykQOF6SEHsUZ9EheuxQBSuR0GaSZ9E\n16PwPrgeQUEUPpxEmpnBQEjhRkEfTZ9E7FHQQIXrRUEpTJ9EcT3aQMP1REHDNZ9E4Xr0P2Zm\nPkEpPJxEw/UYQJqZPUHhOpxEFK43QNejPEFIOZxEj8JVQArXO0FcN5xECtdzQEjhOkF7NJxE\nrkeJQHsUOkHXM5xEw/WYQLgeOUGPMpxEmpnZQFyPOkHsKZ1EUrj+QFyPOkEKl51EUrgKQXsU\nOkHXu51E9igMQc3MOEEKf51E4XoEQQAAOEH2MJ1EZmb+QB+FN0GF+5xEH4UXQfYoOEGFo51E\nmpkZQUjhNkF7bJ1EUrhKQYXrOUEUFp9EzcxUQaRwOUHsMZ9EuB5dQdejOEHsOZ9EPQpXQQAA\nOEEp/J5Ew/VcQT0KN0HX655Ew/VYQVK4NkE9wp5EZmZmQWZmNkEAAJ9EUrhaQa5HNUG4hp5E\nPQpzQXsUNkFSOJ9EH4VvQY/CNUEzE59Ej8J5Qa5HNUGkMJ9Ej8KHQYXrNUFSyJ9Ej8KNQZqZ\nNUGP+p9E16OQQeF6NEHs6Z9EzcySQSlcM0E9yp9EAACWQVyPMkGuv59ECteXQa5HMUGkmJ9E\nheubQdejMEGkoJ9E4XqYQQrXL0FmVp9EZmacQT0KL0HhWp9EexScQaRwLUGPAp9EheufQdej\nLEFxBZ9EH4WjQRSuK0GFA59EFK6fQa5HKUHsWZ5EPQqjQexRKEGPUp5EZmamQSlcJ0EzS55E\ncT2oQXsUJkEKH55EcT2mQZqZJUHs8Z1EFK6pQc3MJEHX651EXI+oQeF6JEFI0Z1Ej8KpQT0K\nI0G4lp1ErketQXsUIkFSkJ1Ew/WwQa5HIUFcj51EpHCfQbgeHUH2+JtEmpm1QdejIEHhop1E\nrkejQfYoHEGk+JtECtfBQYXrIUE9ap5E7FHIQY/CIUHsqZ5EKVzLQc3MIEH2mJ5EZmbOQQrX\nH0HsiZ5EKVzNQY/CHUEAGJ5ECtfFQQrXG0FxZZ1E9ii2QQrXF0Fc75tEKVzTQaRwHUFcT55E\nSOHQQc3MHEF7FJ5EexTWQeF6HEFcN55E9ijUQQrXG0EACJ5EpHDRQaRwGUFxbZ1ESOHSQQAA\nGEEpNJ1E16PGQdejFEGaCZxEH4XFQexRFEEU7ptErkfJQR+FE0Hh6ptEzczMQVyPEkEp5JtE\nUrjQQY/CEUEf5ZtE4XrUQc3MEEHX45tE9ijYQQAAEEEA4JtEhevbQT0KD0Fx3ZtEj8LfQXE9\nDkHN3JtEH4XjQa5HDUE92ptEFK4HP0jhTkFcV6BE9iicP3E9TkH2eKBEAADgP5qZTUGFg6BE\nzcwMQNejTEGagaBEXI8iQArXS0H2cKBEZmY2QFK4SkEzW6BEw/VYQHsUSkEKZ6BEKVxvQLge\nSUEUVqBEw/V4QArXR0EAKKBEPQqHQEjhRkEpFKBE9iiUQHsURkHNDKBEuB6FQKRwRUEUxp9E\nzcyUQNejREGPyp9ESOGaQB+FQ0E9op9EcT2SQDMzQ0EAeJ9EheuZQHsUQkG4Vp9EUrheQOxR\nQEEpjJ5EFK6nQK5HQUGkUJ9E7FE4QHE9PkGu551EcT26QOF6QEHhYp9E9ii0QOxRQEFxRZ9E\nFK7HQBSuP0F7XJ9EPQrPQFyPPkG4Np9ErkcBQDMzN0GFO5xErkchQHE9NkEUPpxEKVw/QKRw\nNUEzO5xEzcxcQOF6NEEKN5xEH4V7QBSuM0FmNpxEFK6/QMP1NEFcL51EuB6NQFK4MkFxNZxE\nUrjWQOF6NEFcV51Ej8L9QNejNEG4zp1EuB7tQAAANEHseZ1Ej8IFQQrXM0Fcx51E4XoAQSlc\nM0FIkZ1EPQoLQVK4MkGur51EuB4VQXsUMkFIyZ1EzcwYQcP1MEH2oJ1EhesdQQrXL0Fch51E\n4XpMQVK4MkEKF59Ew/UoQY/CLUHNXJ1EuB4lQaRwLUHNNJ1Ej8ItQdejLEFcP51EmplRQVyP\nLkFxZZ5EhesZQbgeKUGuH5xEFK5nQTMzL0Fm/p5EzcxcQXsULkHNjJ5EUrhiQbgeLUF7fJ5E\nzcyAQVyPLkHhcp9EPQp7QYXrLUHDLZ9E7FGIQVyPLkGFw59EKVyFQYXrLUEfhZ9EH4WNQXsU\nLkFx5Z9EUriQQbgeLUGP2p9EZmaOQdejLEHsqZ9EAACUQexRLEEz059EZmaWQTMzK0FSuJ9E\nZmaUQVK4KkFxjZ9EZmaYQYXrKUGFk59EpHCZQdejKEH2WJ9ErkedQQrXJ0HDXZ9EzcyaQZqZ\nJUHD1Z5EZmagQa5HJUFc/55EAACeQdejJEHsyZ5E16OkQeF6JEHXC59EFK6jQVK4IkF7pJ5E\n7FGgQYXrIUGkWJ5EpHCnQYXrIUHXo55EcT2iQT0KH0E92p1EheufQWZmHkHDpZ1EH4WNQXE9\nGkEfBZxECtelQXsUHkEK151Ew/WoQbgeHUEAyJ1EFK6nQc3MHEHXq51EXI+qQQrXG0G4lp1E\nUriYQR+FF0HN/JtEexSuQUjhGkGkkJ1ECtexQXsUGkH2kJ1EcT2gQY/CFUFI+ZtEMzO5QXsU\nGkEz451EAAC4QY/CGUGkyJ1EexSkQcP1FEFS+JtEhevFQR+FG0EUtp5E16PEQTMzG0EAmJ5E\nrkfJQVyPGkEKr55EMzPNQY/CGUEptJ5EMzPLQa5HGUHXg55EAADOQfYoGEHDbZ5Ew/XQQTMz\nF0EfXZ5EPQrVQWZmFkHNZJ5EzczWQbgeFUHNNJ5EKVzXQR+FE0H26J1Ew/XWQZqZEUHXg51E\nFK7TQdejEEGPMp1E7FHGQbgeDUF77JtEXI/aQdejEEGuf51EhevJQfYoDEEA6JtEFK7NQSlc\nC0Ef5ZtEH4XRQWZmCkHX45tErkfVQZqZCUE94ptEPQrZQdejCEEA4JtESOHcQQrXB0Gu35tE\nUrjgQT0KB0Gu35tE7FGYP1yPRkEAeKBEZmYmP4XrRUHsKaBESOHaP4/CRUFSgKBEhesBQM3M\nREGFa6BE9igcQAAAREHNZKBESOH6PylcQ0G4HqBE16MwQEjhQkEAUKBEUrhOQHsUQkHsUaBE\nzcw8QI/CQUGkKKBEUrhuQKRwQUGuV6BEZmZ2QPYoQEHNJKBEmplpQFyPPkEzw59EZmaWQGZm\nPkHhGqBESOGSQMP1PEEpxJ9ErkehQPYoPEHhwp9EMzOTQB+FO0H2gJ9EXI+qQD0KO0FSqJ9E\nAACgQFyPOkEUdp9EUriuQI/COUFmdp9EMzO7QM3MOEGPap9Ew/WIP7geMUGaQZxEuB7FP+xR\nMEEAQJxE16MAQClcL0HNPJxEKVwfQFyPLkEpPJxEexQ+QJqZLUGFO5xE9ihcQM3MLEGkOJxE\nSOF6QArXK0GuN5xEw/XIQJqZLUH2YJ1E9iiMQD0KK0F7NJxEhevpQJqZLUGPup1EFK73QNej\nLEFIsZ1EpHAJQeF6LEG47p1EZmYOQSlcK0Ep1J1E7FEYQVK4KkHN7J1EFK4TQXE9KkEfvZ1E\nj8IZQa5HKUFxrZ1EcT0iQeF6KEGut51ErkchQUjhJkEKX51EMzMDQQAAJEE9KpxEZmYqQXE9\nJkFmbp1ErkcxQa5HJUEUZp1EcT0SQXE9IkHXI5xESOE6QdejJEEze51EXI82QfYoJEEKT51E\nMzM/QR+FI0FIWZ1ErkchQeF6IEGuH5xEzcwoQRSuH0HDHZxESOGAQUjhJkFSeJ9Ej8KFQWZm\nJkGPkp9EUriKQY/CJUFxrZ9E4XqOQcP1JEEKr59EmpmRQQAAJEHsoZ9ESOGOQR+FI0FcZ59E\nexSUQT0KI0E9ip9EuB6XQXsUIkHXe59EXI+UQaRwIUF7RJ9ESOGaQa5HIUHDfZ9EexSYQdej\nIEH2QJ9EAACWQfYoIEEzE59ECtebQQrXH0E9Qp9Ej8KfQT0KH0GuR59EcT2eQbgeHUEp1J5E\n16OgQQAAHEG4tp5EmpmjQT0KG0FxpZ5ErkenQXE9GkF7pJ5EzcymQexRGEEfRZ5E7FGkQQrX\nF0FxDZ5EKVylQWZmFkFS0J1EXI+oQaRwFUGFw51EMzOnQbgeFUF7pJ1EzcyUQc3MEEGu/5tE\n9iiuQcP1FEFx7Z1EheupQQAAFEHNjJ1EAACuQTMzE0F7lJ1EZmacQT0KD0HD/ZtEpHCxQXE9\nEkF7jJ1EcT2gQXsUDkEp/JtEUri8QSlcE0E9Op5Erke1QaRwEUF7jJ1EexSkQa5HDUGF+5tE\nexTGQQrXE0EKv55Ej8LJQT0KE0EKv55E7FHMQYXrEUHsoZ5EZmbQQbgeEUEzq55E9ijSQQrX\nD0EffZ5EuB7TQWZmDkF7PJ5EPQrVQbgeDUH2EJ5EMzPXQQrXC0Gk6J1ECtfZQVK4CkG4zp1E\nrkfXQfYoCEHNNJ1Ej8LJQeF6BEGk6JtEmpnNQRSuA0EU5ptEKVzfQVyPBkFIQZ1EKVzRQVK4\nAkHN5JtEuB7VQYXrAUGP4ptESOHYQcP1AEGk4JtEUrjcQfYoAEFS4JtEPQrXPpqZPUF7XKBE\nPQpXP83MPEGuV6BEuB7FP/YoPEH2eKBEzcysPwAAPEFxXaBE16PwPzMzO0FcZ6BE9igMQHE9\nOkE9UqBEzcwsQJqZOUGPWqBEj8JFQNejOEGuT6BEXI9iQArXN0FmTqBEKVxvQFK4NkGuJ6BE\nXI9iQGZmNkFICaBEpHCFQI/CNUEzI6BE16NgQMP1NEGuv59EzcyUQMP1NEFmJqBEexSOQClc\nM0FIwZ9EpHCdQFyPMkEzw59ECterQI/CMUHswZ9ESOFaQDMzL0FImZ5Empl5QGZmLkE9mp5E\nMzNzPx+FJ0GFQ5xEPQq3P1K4JkHsQZxEMzPzP4/CJUFcP5xE7FEYQMP1JEG4PpxEj8I1QAAA\nJEHhOpxEuB5VQDMzI0F7PJxEMzNzQHE9IkE9OpxErkeJQKRwIUGaOZxEuB7tQOxRJEFx3Z1E\nexQGQexRJEHNLJ5EKVwDQQAAJEHsEZ5E16MMQSlcI0GFI55EmpkRQXE9IkHsCZ5EMzMTQc3M\nIEHNzJ1EH4UbQfYoIEFx1Z1E7FEcQVyPHkGuj51ErkcZQXE9HkFScJ1EzcwgQaRwHUFmbp1E\nAAAwQa5HHUEfvZ1EMzM3QeF6HEHsuZ1EFK4zQfYoHEF7lJ1Ew/U8QR+FG0EKp51EuB5FQVK4\nGkHNrJ1EexRCQWZmGkHNjJ1E7FFEQcP1GEHNVJ1EPQonQXsUFkFSIJxEuB5JQQrXF0EKN51E\nXI8uQbgeFUFcH5xE16N4QT0KG0G43p5EZmZaQQAAGEEUnp1EcT2EQTMzG0FcN59E9ih0QcP1\nGEG4Xp5EmpmJQVK4GkHNXJ9Ej8KLQZqZGUE9Op9EmpmRQa5HGUFIaZ9Ej8KVQeF6GEF7dJ9E\n4XqSQQrXF0F7LJ9EmpmXQTMzF0GFS59EUriYQYXrFUGFE59Ew/WaQc3MFEHh8p5ESOGeQQAA\nFEGu955ESOGgQVK4EkGP0p5E16OkQYXrEUGP0p5EpHClQeF6EEE9kp5ErkepQRSuD0HNlJ5E\nheujQdejDEFmxp1E9iiQQQAACEFxBZxEpHCnQQrXC0E9wp1ECtetQRSuC0EU/p1EFK6xQVK4\nCkG4/p1EMzOtQY/CCUFcl51EmpmbQaRwBUGaAZxEPQqxQcP1CEGPmp1EKVyfQeF6BEEAAJxE\nw/W0QfYoCEF7nJ1EuB6jQRSuA0Fx/ZtEmpnBQaRwCUHNbJ5Ej8K9QeF6CEHXE55EH4XFQdej\nCEHscZ5EZmbKQfYoCEF7jJ5E4XrMQUjhBkEUZp5ErkfPQYXrBUEAUJ5EzczQQeF6BEEpHJ5E\nmpnTQSlcA0EfBZ5ECtfVQXE9AkFS4J1E7FHYQcP1AEFIwZ1E9ijaQSlc/0CFk51EzczIQY/C\n9UDs6ZtEhevbQeF6/EBIYZ1EFK7fQUjh+kCPYp1EzczgQRSu90AAIJ1E9ijUQdej8EAf5ZtE\nAADYQT0K70CF45tEmplZP+F6NEEAWKBEPQrXPgAANEFIGaBEZmamPxSuM0HDVaBEj8LVP0jh\nMkGkSKBEUrgOQHsUMkEAWKBE4XokQLgeMUFmRqBEAABAQOxRMEGkQKBEuB5lQBSuL0HXU6BE\ncT1aQClcL0GPOqBErkdxQGZmLkEzK6BEXI+CQKRwLUHNFKBEPQqXQMP1LEEAMKBEuB6NQD0K\nK0GFu59Ew/WAQFyPKkFIgZ9EpHCdQGZmKkGFw59EPQpXQEjhJkEUjp5E7FF4QHsUJkG4lp5E\nSOF6PylcH0EURpxEmpm5P2ZmHkHXQ5xEj8L1P5qZHUGaQZxEmpkZQNejHEEAQJxEFK43QArX\nG0FxPZxEPQpXQEjhGkFxPZxEuB51QHsUGkF7PJxEheuJQLgeGUGPOpxEexTmQArXG0FIuZ1E\npHDdQClcG0Fmjp1EUrgCQRSuG0FICZ5Ew/UMQT0KG0HNJJ5EcT0SQXsUGkFmDp5EPQoXQcP1\nGEEz851ErkcZQR+FF0GFu51EZmYiQUjhFkEzy51Ew/UwQVK4FkHhEp5EhesdQcP1FEGuT51E\nmpkBQXsUEkF7LJxEMzMvQcP1FEHhsp1EH4U7QdejFEHX451EXI82QfYoFEFIsZ1EFK5DQQrX\nE0GP6p1Ew/U8QTMzE0HXo51E7FFIQVK4EkF7zJ1ECtdDQXE9EkHDnZ1E7FFEQdejEEE9Up1E\nj8JBQeF6EEEAOJ1EKVwnQY/CDUHsIZxE7FFQQexREEHsgZ1EpHBJQRSuD0FIOZ1ESOEuQcP1\nDEGuH5xEw/VgQeF6EEGa4Z1EexRaQRSuD0Fcl51Ew/WEQT0KE0EfRZ9EcT2IQXE9EkHNPJ9E\nmpmFQQAAEEHNtJ5EKVyJQTMzD0EftZ5E7FGSQR+FD0GuJ59EZmaWQVK4DkFSMJ9E7FGUQdej\nDEFIsZ5EPQqTQeF6DEEflZ5EheuZQexRDEE92p5EcT2eQRSuC0Gu555EFK6bQa5HCUHXW55E\nPQqfQeF6CEEpVJ5EPQqdQQAACEEUJp5E7FGgQT0KB0FxHZ5EFK6jQXsUBkEzE55EzcymQbge\nBUFmBp5E7FGkQeF6BEF7zJ1E16OsQc3MBEFmNp5EzcywQfYoBEFmPp5Ej8KtQSlcA0Ga+Z1E\n4XqyQVK4AkGuD55Empm1QY/CAUHsAZ5Ezcy6Qa5HAUGFI55EPQq1QRSu/0AUnp1Erke/Qdej\nAEF7NJ5EUri4QXsU/kAzm51E4XrEQfYoAEFcV55E9ijAQWZm/kCP8p1ESOHIQT0K/0C4Zp5E\nSOHEQbge/UD2CJ5EMzPLQc3M/EAKR55EKVzHQUjh+kDh6p1E9ii2QXsU7kBm9ptEMzPRQdej\n+EA9Ip5EXI/SQY/C9UBI6Z1EMzPVQR+F80AA0J1EhevXQa5H8UAUtp1ESOHaQSlc70Dhop1E\nrkfZQWZm7kDhep1E16PcQeF67EDscZ1EZmbUQexR4ECu55tEexTYQWZm3kDN5JtEzcwMP8P1\nLEFxJaBEexQuPxSuK0Ef9Z9EuB6lPz0KK0GaCaBEUrjeP3E9KkGuB6BEZmYmQIXrKUE9QqBE\nMzMTQJqZKUFmFqBE4XpEQLgeKUEpRKBEPQoHQFyPJkH2cJ9EFK53QClcJ0HsMaBE7FFoQD0K\nJ0FmDqBE9ihMQLgeJUFch59ESOF6QNejJEEAsJ9E16OQQAAAJEGFw59EKVyfQDMzI0F7xJ9E\n16OQQFyPIkG4fp9EZmaGP/YoGEGuR5xErkfBPzMzF0EpRJxEUrj+P2ZmFkHXQ5xEpHAdQKRw\nFUH2QJxEpHA9QNejFEE9QpxEcT1aQBSuE0EUPpxEw/V4QEjhEkEfPZxECtejQD0KE0GPspxE\nCteLQIXrEUEzO5xEw/XoQNejFEG4vp1Ew/XYQAAAFEEAcJ1Ej8L1QBSuE0E9sp1ErkfxQB+F\nE0EpnJ1EzcwIQR+FE0E98p1E16MMQXE9EkHNzJ1EUrgWQZqZEUFx5Z1EmpkdQc3MEEGu351E\nzcwoQexREEHXA55EZmYyQRSuD0GkGJ5EH4UvQY/CDUHNrJ1EUrg+QY/CDUF7/J1EPQpDQdej\nDEHX251EcT1KQRSuC0Fm1p1EmplNQWZmCkHhqp1EXI9CQa5HCUHDNZ1E16MoQVyPBkEpJJxE\nmplZQXsUCkGa2Z1EzcxgQbgeCUFx1Z1EzcxoQexRCEE92p1EXI+AQa5HCUEKj55EpHBxQRSu\nB0EU5p1EZmaEQeF6CEHskZ5ECteJQQAACEHDtZ5EUriSQexRCEFcJ59ECtePQXsUBkEKl55E\nmpmTQa5HBUEAmJ5Ew/WOQVyPAkGu351E9iiAQWZm/kCkmJxE7FF0QQrX+0CFE5xEcT2WQVyP\nAkEfLZ5EPQqbQYXrAUGFQ55EzcyUQeF6AEGkuJ1EZmaeQbgeAUEpPJ5E7FGiQexRAEGuP55E\nUrimQT0K/0BcT55EXI+qQY/C/UA9Up5EFK6tQR+F+0DXQ55EuB6vQcP1+EBmDp5EKVyzQSlc\n90AzG55EAAC2Qbge9UAAAJ5EH4W9QaRw9UAAWJ5EcT3AQR+F80A9Qp5EhevBQdej8ECuD55E\nH4W/QSlc70Cu151EpHDFQVK47kCFC55EFK7BQc3M7EDhsp1EuB6vQR+F40Dh+ptECtfHQeF6\n7ECP6p1EH4XFQTMz60DXs51EzczIQa5H6UCaqZ1E16O2QQAA4EAK95tE4XrQQYXr6UCuB55E\n7FHUQexR6ED2CJ5ECtfXQWZm5kApBJ5EPQrZQR+F40AKx51E7FHaQexR4ECPip1EuB7RQQrX\n00Ds6ZtESOHUQYXr0UAA6JtEXI/YQexR0EAf5ZtEj8J1P+xRJEHNHKBEw/WoPx+FI0EUDqBE\ncT2KPzMzI0Hs6Z9ECtfjP1yPIkHNDKBEAAAQQI/CIUFxDaBEcT0qQMP1IEG4BqBE9ijcPwrX\nH0EpfJ9EUrhOQOxRIEEKF6BEH4VrQClcH0HDFaBEpHBNQKRwHUE9ip9E4Xo0QMP1HEEKT59E\ncT16QMP1HEFxrZ9ESOGKQAAAHEFcp59EhetxQClcG0HhUp9ErkeRQEjhGkGuf59EuB7FPx+F\nD0G4RpxE16MAQFK4DkF7RJxEKVwfQI/CDUEzQ5xEpHA9QMP1DEHsQZxE9ihcQAAADEFSQJxE\nSOF6QDMzC0FcP5xE16OoQB+FC0GkyJxEPQrPQArXC0EpPJ1EexS+QD0KC0Gk6JxEMzPzQArX\nC0EppJ1Ej8LdQEjhCkEAOJ1Ew/UEQSlcC0E9yp1EZmYKQWZmCkEftZ1EAAAcQWZmCkHsGZ5E\n7FEYQXsUCkEf9Z1EpHAdQbgeCUEf3Z1ErkctQcP1CEH2MJ5EUrgyQQAACEHXG55Ew/U4QT0K\nB0HDDZ5Ej8I9QYXrBUHs8Z1Ew/VEQbgeBUG47p1EZmZCQc3MBEGF051EZmZKQQAABEFc151E\nZmZSQTMzA0HX251ErkddQVK4AkH2AJ5E16NkQYXrAUHD/Z1E16NoQdejAEEK151EexRuQSlc\n/0CawZ1ECtdzQbge/UBmrp1EAACKQeF6AEGkuJ5Empl1QXE9+kBmbp1EFK6NQSlc/0Cut55E\nzcyAQZqZ+UAAoJ1ECtePQc3M/EAflZ5Ehet1QR+F80ApzJxEpHBlQQAA8EAKF5xECteTQR+F\n+0DXm55EMzODQdej8EA92pxEzcx0QeF67EAKF5xEj8KVQaRw9UCkIJ5Ej8KZQfYo9EC4Jp5E\nheuXQTMz80C4/p1EexSgQR+F80AAYJ5ErkedQXE98kCkIJ5EKVyjQZqZ8UAKV55EAACoQexR\n8EA9ap5Ew/WqQWZm7kBIWZ5EFK6pQY/C7UApPJ5EH4WxQXsU7kDsmZ5EMzOtQfYo7EC4Np5E\npHCvQZqZ6UAfFZ5E4Xq2QZqZ6UA9Yp5Ej8K7Qdej6EAphJ5Ezcy2QWZm5kA9Ep5EXI++QVK4\n5kCub55EuB69QXsU5kBmTp5EcT3CQbge5UAUbp5EcT3AQfYo5EAAQJ5EFK7DQXE94kCkOJ5E\nH4XHQdej4EDNPJ5EUrjIQY/C3UAAAJ5EPQqzQVyP0kA9+ptEUrjKQTMz20DD1Z1Ew/XIQXE9\n2kAzq51EUri2Qdej0EC49ptEUrjQQVyP2kBxDZ5EAADUQdej2EBSAJ5Ej8LVQXsU1kBS0J1E\nCtfTQbge1UBIoZ1EMzPZQfYo1EBIyZ1E9ijaQcP10EDNhJ1EpHDNQXsUxkDN7JtEPQrVQUjh\nwkDs6ZtECtcDQPYoGEEfBaBEKVyPP0jhFkGPep9EZmbGP3sUFkFxdZ9EPQoHQKRwFUHXg59E\nPQr3P7geFUGkaJ9EKVwPQPYoFEHsUZ9EzcwsQClcE0E9Up9EMzNzQClcE0GksJ9EPQpnQJqZ\nEUEfTZ9EheuZQAAADEGun55EMzPzP8P1BEH2SJxEFK4XQPYoBEFcR5xEZmY2QDMzA0FxRZxE\nuB5VQGZmAkF7RJxEXI9yQKRwAUGaQZxE16OwQGZmAkEUBp1Ezcy8QKRwAUEK95xEpHDNQNej\nAEF7/JxEAAAAQaRwAUG4rp1EzczkQPYoAEFxJZ1E4XoQQaRwAUEACJ5EUrgGQeF6AEFmpp1E\ncT0eQa5HAUFmRp5E16MoQdejAEEpZJ5ESOEuQSlc/0AKV55EcT02QY/C/UDDVZ5EuB4xQc3M\n/EDsIZ5ESOE2QUjh+kAAEJ5E9ihEQXE9+kAzS55EFK5DQT0K90AA+J1E7FFMQaRw9UDXA55E\n16NQQTMz80D24J1EMzNXQa5H8UBx1Z1EKVxfQRSu70Bx3Z1EXI9mQXsU7kD22J1Ew/VsQfYo\n7EApzJ1EH4VnQUjh6kDhkp1EFK5jQXE96kBIaZ1ESOFuQa5H6UCkkJ1Ej8J1QSlc50BSiJ1E\nmpmDQQAA6ECF851EUriAQVK45kBxtZ1E7FGEQc3M5ECasZ1EKVxjQeF63ECkGJxEH4WJQQrX\n40Ck0J1E4XqOQUjh4kDX651Ej8KLQZqZ4UAKr51ECteRQcP14ECP4p1E9iiaQa5H4UCuR55E\nuB6fQexR4EDNZJ5EMzOlQRSu30BSmJ5EuB6pQXsU3kApnJ5EZmamQc3M3EAKX55EuB6vQY/C\n3UBI0Z5E4XqyQQrX20CkyJ5Ej8KtQZqZ2UDNXJ5EH4WzQcP12ECFi55Ew/W2QT0K10AfhZ5E\n9ii6Qbge1UCkeJ5EFK69QR+F00BxdZ5E4XrAQZqZ0UBSYJ5EAADCQVK4zkApLJ5EpHDFQc3M\nzEDXI55EFK7DQQrXy0A9+p1EPQrHQXE9ykBI8Z1EKVzJQRSux0Bcz51EuB7LQbgexUAAoJ1E\nmpm5QR+Fu0CP+ptEexTSQbgexUDN7J1EhevPQQrXw0BSuJ1EPQrTQYXrwUD2qJ1EXI/WQQAA\nwEAfpZ1EZmbMQUjhskBc75tE7FHQQa5HsUBc75tEAADUQSlcr0DX65tEKVzPP4XrDUHDhZ9E\nmpn5P8P1DEGkcJ9Ew/UIQArXC0EKR59EPQonQD0KC0EASJ9EAABAQHsUCkFxPZ9Ew/WYQBSu\nA0FSoJ5E4XqkQFK4AkFmjp5EheupQJqZAUFIYZ5Eheu5QNejAEF7ZJ5Ew/UYQBSu90BmTpxE\nPQo3QHsU9kDXS5xE4XpUQPYo9ECuR5xEcT2SQM3M9EBSwJxEMzNzQFyP8kBmRpxE9iisQPYo\n9EAf9ZxEw/XAQEjh8kAKD51EexTGQOxR8EBx3ZxE7FHYQFK47kCF65xE4XoUQTMz80AfNZ5E\nrkcRQVyP8kB7FJ5EPQofQXE98kBxVZ5E4XosQZqZ8UD2kJ5EhesxQRSu70Aze55EUrg2QaRw\n7UD2YJ5EKVwzQc3M7EBmPp5EKVwvQfYo7EAfFZ5ECtc/QfYo7EBIcZ5Ej8JFQXE96kBIYZ5E\nhetBQa5H6UD2OJ5EhetJQQAA6EAUPp5ESOFGQSlc50AfHZ5EH4VPQY/C5UDsKZ5Ew/VMQbge\n5UC4Dp5Ej8JVQQrX40ApHJ5ESOFSQTMz40Af/Z1EZmZSQQAA4EAAqJ1ESOEuQexR2ECuL5xE\nPQpfQSlc30AK351E7FFoQXsU3kBI8Z1E4XpkQbge3UAAyJ1EZmZ2QY/C3UC4Np5EMzN7QR+F\n20DsGZ5EZmZ+QcP12ECF651EXI92QSlc10AUlp1ESOGCQSlc10A96p1E4XqAQXsU1kAUtp1E\ncT2GQaRw1UBI4Z1EcT2KQQrX00AU5p1ErkeLQcP10ECaqZ1EH4WJQQAA0EA9gp1EXI+SQcP1\n0EBc951EuB6NQWZmzkDDfZ1EcT16QT0Kx0CPGpxEAACYQQAA0EDNHJ5EAACeQSlcz0AAUJ5E\nKVylQRSuz0BIoZ5EmpmhQY/CzUApTJ5EzcyoQY/CzUAzm55EXI+uQbgezUCkyJ5EAACyQR+F\ny0CFw55Erke1QZqZyUBIuZ5ESOG6QcP1yEBx5Z5EZma4QRSux0B7rJ5Empm7QY/CxUAAoJ5E\nmpm5Qc3MxECPcp5EpHC/QfYoxEAppJ5EZma8QVyPwkApXJ5Ej8K/QdejwEB7VJ5EexTGQdej\nwEBIkZ5EKVzBQXsUvkBIIZ5Ew/XEQfYovEBxHZ5EPQrDQTMzu0Ck8J1ECtfFQa5HuUCa2Z1E\nH4XJQSlct0BI2Z1Ej8K1Qc3MrEBm/ptEKVzNQY/CtUDh2p1EpHC5QTMzq0DX+5tEMzPRQfYo\ntEDD3Z1ECtfNQVyPskApjJ1EpHDRQdejsEAAiJ1EMzPPQSlcr0DhUp1ESOHAQRSup0Bm9ptE\nUrjSQY/CrUAzS51EUrjEQXsUpkAf9ZtEexTQQdejoEBc75tEj8IFQIXrBUEphJ9EheshQBSu\nA0EpPJ9E7FGQQDMz+0AUvp5EmpmBQIXr+UBcd55E4XqkQIXr+UCu155Ew/WgQJqZ+UBxxZ5E\nzcysQBSu90AUtp5Ew/WYQHsU9kAKV55EMzOrQM3M9EDNZJ5EmpkZQK5H6UAUTpxESOE6QBSu\n50CFU5xEPQpXQI/C5UApTJxE4Xp0QPYo5ECkSJxEcT2qQKRw5UDs6ZxEzcykQM3M5EAKz5xE\nrkeJQHE94kC4RpxEH4W7QArX40CF85xEexTGQJqZ4UAp3JxEKVynQFK43kDsQZxEpHAFQbge\n5UBS6J1Ew/UQQfYo5ECaEZ5EXI8mQaRw5UBSoJ5EAAAwQfYo5EDXs55E16M0QYXr4UAKl55E\nmpk5QRSu30DNfJ5EPQo/QY/C3UAAaJ5EFK5DQR+F20A9Sp5E4XpAQUjh2kCkKJ5ErkdJQa5H\n2UAfNZ5Ew/VMQT0K10AUDp5EcT1SQc3M1EDD9Z1EexROQdej0ECkeJ1ESOFKQQAA0EBmVp1E\nSOEuQYXryUDDLZxEMzNfQcP10EAA4J1E9ihoQRSuz0AK751Empl1QSlcz0DDLZ5EUrh6Qbge\nzUApFJ5EKVyDQeF6zEAfRZ5EcT2GQVyPykDsMZ5EUriCQcP1yEDX451EuB6JQexRyEBmHp5E\nj8KLQXsUxkBmBp5EuB6LQVyPwkDNpJ1EMzNzQVyPukD2IJxESOGOQcP1wEAzo51EPQqNQQAA\nwEDhep1ESOF6QdejuECuH5xEZmaYQYXrwUB7JJ5EZmaQQXsUvkD2cJ1EuB6BQT0Kt0AzG5xE\nFK6dQcP1wECuR55EFK6hQSlcv0DDTZ5ECtetQYXrwUBxDZ9EPQqrQdejwEDDzZ5ErkexQQAA\nwEBmBp9EXI+uQVK4vkBSyJ5E7FG0QXsUvkCu955EKVy3QfYovED26J5EuB67QVyPukDs6Z5E\nAAC+QdejuEAK155EPQrBQVK4tkAKx55Ew/XCQfYotEAUnp5Ej8LFQYXrsUD2iJ5E7FHCQeF6\nrEAK351EexTAQR+Fq0D2qJ1EPQrJQeF6rEB7JJ5EXI/MQUjhqkAAIJ5ErkfNQSlcp0Bc151E\nhevJQY/CpUAKh51Empm5Qc3MnEBx/ZtEzczQQY/CpUA90p1E4XrMQfYolEDh8ptE16OAQEjh\n8kDXQ59ESOFqQPYo7EBcf55ECterQHsU7kAfPZ9ESOGiQHE96kD2yJ5EZmaeQFK45kA9ap5E\nhevJQBSu50Af9Z5EH4WzQEjh4kAUPp5EXI/CQK5H4UAKP55EcT3SQClc30BIQZ5E7FF4QOF6\n1EA9SpxEexSmQKRw1UBmzpxEH4WLQEjh0kDsSZxEj8KtQEjh0kCaqZxEZma+QK5H0UB7rJxE\nrkepQClcz0CPQpxEUrgKQWZm1kBcF55EZmYSQc3M1EDsGZ5E9igsQVK41kDh0p5EhesxQc3M\n1EBIwZ5EexQ2QVyP0kBmnp5EFK43QRSuz0CaYZ5ESOE+QY/CzUBcX55E7FFAQUjhykBcH55E\nUrg6QYXryUDN5J1EuB5JQZqZyUDDLZ5EZmZGQcP1yED2EJ5EMzNPQRSux0BmHp5EcT1OQfYo\nxEApxJ1EpHBVQVyPwkD2wJ1EuB5lQVyPwkBcF55E4XpcQdejwECPup1EH4U3QcP1uECkMJxE\nmpl5QQrXw0BIoZ5E4XpwQYXrwUCkQJ5EPQp7QcP1wEA9Yp5EcT2CQRSuv0C4dp5EH4WFQY/C\nvUB7bJ5EXI+EQbgevUBmVp5E7FGGQUjhukApLJ5EAACIQexRuEC4/p1EH4WHQeF6tECkoJ1E\n4XqAQa5HsUC4Bp1E7FFsQc3MrEA9IpxErkeLQUjhskBSoJ1EzcyMQexRsEAKb51Ew/WGQaRw\nrUDD7ZxEmpl9QZqZqUAKN5xEcT2YQXE9skA9Gp5E4XqQQWZmrkBxbZ1EH4WBQRSup0C4HpxE\nUrigQUjhskAphJ5EPQqdQcP1sECPMp5EFK6bQexRsECPEp5E16OgQSlcr0BmLp5EMzOxQQrX\ns0A9Up9EZmauQVyPskDsEZ9EAAC0QYXrsUAfPZ9EZma2QRSur0CuH59E9ii4QbgerUCF855E\nw/W6QUjhqkCu355EKVy9QdejqEDswZ5EexTCQRSup0BI2Z5E16PCQfYopEBmjp5ECtfFQVyP\nokA9gp5EpHDHQRSun0BSUJ5EXI/EQXsUnkAzC55Ew/XKQXsUnkApTJ5EZmbOQfYonEAfRZ5E\nCtfPQa5HmUBxDZ5EuB7NQRSul0CFy51EH4XBQYXriUA9+ptESOFaQOF65EA9gp9EH4V7QEjh\n4kBIiZ9EZmZmQClc30CuD59Ej8KNQFK43kCuR59E9iicQM3M3EDDRZ9EMzOrQDMz20C4Rp9E\nSOGyQMP12ECFI59EcT3KQAAA2EB7TJ9EUri+QD0K10ApFJ9E7FHIQLge1UCa+Z5EXI+yQAAA\n0EAKR55EmpnJQD0Kz0DNbJ5ErkfZQKRwzUD2cJ5EmpnRQIXryUAAAJ5E4Xp0QJqZwUCuT5xE\nMzPjQOxRyEB7DJ5EmpmJQAAAwEBmTpxEhevxQFK4xkCPCp5ErkeZQHsUvkBmTpxEKVynQOF6\nvECuR5xEexS2QFyPukAzQ5xEXI8WQUjhwkAAUJ5EexQOQa5HwUCP+p1EpHAhQXE9wkCPcp5E\nhesdQa5HwUAKT55EH4UnQQAAwEDNZJ5EpHAZQaRwvUDX051EhesxQT0Kv0CPgp5E9ig0QeF6\nvEDXS55EPQo7QVyPukB7RJ5Ehes1QZqZuUAAEJ5Erkc9QQAAuEAKD55Ew/U4QT0Kt0Ca4Z1E\nXI9CQY/CtUAU9p1EMzM/QbgetUAp1J1Ej8JFQTMzs0D2yJ1E16NIQdejsEAAmJ1EKVxbQa5H\nsUAfDZ5E4Xp0QR+Fs0CkyJ5E4XpwQVyPskAKn55EhetlQexRsEAULp5EAAB8QYXrsUDsyZ5E\nUrh+QT0Kr0AKl55EZmaCQbgerUCuh55EXI+CQYXrqUDsOZ5EZmaGQexRqEDNPJ5E7FGEQSlc\np0CuD55EexSIQY/CpUBcD55EMzOJQUjhokAf1Z1EzcyGQYXroUD2oJ1EcT2KQQAAoECkmJ1E\nUrhyQQAAmECPIpxE9iiOQWZmnkCFm51EexSMQaRwnUAUbp1Ew/WcQYXroUDhkp5ESOGAQeF6\nlEBcH5xEAACiQcP1oED2sJ5EMzOrQYXroUDNLJ9E16OyQXE9okD2gJ9E4Xq0QRSun0CuV59E\nMzOzQT0Kn0CPOp9Empm3QY/CnUApTJ9Eheu1QbgenUDDJZ9Eheu5QR+Fm0CFK59EexS8Qa5H\nmUD2CJ9EPQq/QT0Kl0C49p5Ew/W8QXsUlkBcx55Ew/XAQeF6lEBmzp5Eheu/QdejkEC4Xp5E\nFK7DQT0Kj0D2YJ5EexTKQVK4jkC4np5E9ijKQTMzi0CkSJ5EhevHQYXriUCFE55EcT16QHsU\n1kB71J9ESOGKQPYo1EBmzp9E4XqUQHE90kAftZ9EcT2SQD0Kz0B7ZJ9EzcysQGZmzkDXm59E\n9iicQLgezUDNTJ9Ezcy8QLgezUCPop9EPQq/QHE9ykDDZZ9ErkexQMP1yEDhIp9EAADIQAAA\nyECaSZ9EZma2QB+Fw0CFq55Ej8KtQEjhwkBSgJ5E9ijEQIXrwUAfpZ5ECte7QMP1wEB7fJ5E\nPQrXQNejwECut55EZmbOQM3MvECPQp5EpHDFQArXu0C4Fp5EFK7nQArXu0DDdZ5EexT2QHE9\nukA9cp5ESOHiQOxRuECPEp5EMzPzQD0Kt0BSGJ5EZmbGQFyPskCuN51E16MAQbgetUApFJ5E\nj8KlQOF6rECuR5xE4Xq0QFyPqkDXQ5xE9igEQRSur0Bmnp1ECtfDQMP1qECFQ5xEuB4NQXsU\nrkDNrJ1Ew/UYQaRwrUBc151EexQmQc3MrED2EJ5EexQyQfYorEBcP55Ej8I1QZqZqUBmFp5E\npHAxQcP1qEA96p1Ehes9QexRqEDNHJ5EpHA5QSlcp0Bx7Z1ESOE+QbgepUCk2J1EMzNHQR+F\no0Cu351EmplJQcP1oECaqZ1EKVw7QY/CnUB7FJ1EmplNQWZmnkCFg51Ej8ItQRSul0CPMpxE\n7FFsQYXroUCaeZ5EcT16QZqZoUAKv55Ehet9QT0Kn0Bcl55ECteBQbgenUB7hJ5EPQqFQTMz\nm0BIeZ5E7FGGQdejmECPQp5EexSIQXsUlkBSGJ5E7FGMQeF6lEDsIZ5Ej8KJQR+Fk0Dh6p1E\nzcyMQa5HkUCF251E9iiKQexRkEAAoJ1E16OOQVK4jkAKr51ECteLQaRwjUBScJ1Ew/WaQa5H\nkUDDbZ5EcT2UQXsUjkCk2J1Ew/WkQVyPkkDX+55EuB6vQfYolEDDjZ9EXI+yQVyPkkCuh59E\nw/W0QexRkEDNbJ9EXI+4QVK4jkCPap9E4Xq4QTMzi0ApFJ9Eheu5QexRiEAA4J5Erke7QaRw\nhUCkqJ5EexTAQeF6hEDhwp5EFK67QXE9gkB7XJ5Eheu/QcP1gECkaJ5EpHDDQXsUfkDXY55E\nMzPJQaRwfUDXk55EpHB9QMP1yEB73J9E16OQQBSux0A96p9EMzOLQClcx0BI0Z9E9iiUQLge\nxUAftZ9EH4WjQB+Fw0BSuJ9EH4WzQHE9wkAUvp9EZma+QAAAwECPqp9EAADAQKRwvUAza59E\nuB7NQB+Fu0CPYp9E9ijUQK5HuUApPJ9EAAC4QFK4tkDhsp5Ej8LFQLgetUAfrZ5EUri2QB+F\ns0ApZJ5EXI/SQDMzs0Dhop5EmpnJQHE9skC4dp5ESOHqQHE9skCk0J5EzczsQClcr0AKj55E\nuB71QKRwrUBmbp5Ew/XwQIXrqUBmDp5E4XoAQexRqEA9Ep5Ew/XQQB+Fo0BSIJ1EcT3iQHE9\nokCPKp1EAADYQK5HoUAA+JxEzcy0QI/CnUAfRZxE16MEQUjhokCFo51E9ijEQPYonEApRJxE\nMzPTQHE9mkCFQ5xECtcfQYXroUDDHZ5EUrgmQQAAoEC4Fp5EpHAxQT0Kn0BIOZ5EMzMjQcP1\nmEC4Vp1E9igIQR+Fk0BxPZxEcT06QVyPmkCu951ECtc7QRSul0CkuJ1E4Xo4QT0Kl0DDlZ1E\nMzMXQQAAkEDsOZxE16NEQXsUlkDDxZ1EcT1KQfYolEDssZ1EAABAQYXrkUBxRZ1EUrhCQSlc\nj0AAEJ1EhestQUjhikApNJxE9ihcQZqZkUC4zp1EH4VXQdejkEBmnp1Empl1QQrXk0Bcj55E\nUrh6QZqZkUBxdZ5EcT2AQRSuj0CPYp5EuB59QVK4jkDDPZ5E7FGEQXsUjkAza55EKVyFQTMz\ni0CuL55Ehet9QexRiEDhop1EPQqHQdejiECaAZ5EuB6BQXsUhkAAgJ1EcT1+QbgehUDhUp1E\nSOFiQaRwfUCuJ5xEuB6LQT0Kh0CaCZ5E9iiMQfYohEB7zJ1EzcyKQR+Fg0AUrp1EXI+OQYXr\ngUBxrZ1EAACcQc3MhEBmhp5EexSSQexRgECkqJ1E16OgQQrXg0Dhmp5E7FGsQXsUhkAKT59E\nAACyQaRwhUBxfZ9EmpmzQUjhgkBmTp9E4Xq2QdejgECPOp9EXI+6QVK4fkDNRJ9EXI+4Qc3M\nfEC4Fp9EcT26QT0Kd0Cu555EpHC9QQrXc0Af3Z5Erke/QVK4bkD2sJ5EZmbAQexRaEApdJ5E\n9ijEQbgeZUBxdZ5E4XqEQHE9ukC47p9E9iiMQAAAuEDDzZ9Ej8KVQHsUtkDDtZ9EZmamQOF6\ntEAfvZ9E16OwQFyPskBSqJ9EcT26QNejsEC4jp9E9ii0QAAAsEDscZ9EhevJQD0Kr0Dhkp9E\n7FHIQArXq0A9Qp9EUri+QEjhqkDXE59Ej8LNQK5HqUApFJ9EhevhQOxRqEBmLp9Ew/XwQFK4\npkAAMJ9EFK7fQLgepUAz255EZmbuQB+Fo0BI2Z5E4Xr0QMP1oEAfrZ5Ej8IBQSlcn0BxrZ5E\nuB71QHsUnkDDZZ5EmpnxQFyPmkBICZ5EUrj+QNejmEAf/Z1EAADYQM3MlEBIOZ1EMzPjQEjh\nkkBcJ51EZmbGQM3MjEC4RpxEpHDVQDMzi0DNRJxEmpkZQa5HkUB71J1ECtfzQBSuh0CaQZxE\n16McQR+Fi0CuV51EpHABQXsUhkBmPpxEPQonQVyPikDDdZ1EuB4JQeF6hEAUPpxEMzMvQcP1\niEDseZ1EzcwQQVyPgkAUPpxEmpk5QQAAiEBSmJ1E9igYQcP1gEBSOJxE4Xo8QbgehUDDZZ1E\nCtcfQXsUfkCkOJxEj8JBQTMzg0BxTZ1E7FE8QYXrgUCFE51EKVwnQUjhekDDNZxEH4VDQexR\ngECkEJ1EPQovQRSud0C4NpxEpHBdQVyPgkDh0p1Ew/VYQZqZgUAzo51EFK5rQXE9gkAzG55E\nZmZiQexRgEAKt51EMzN3QZqZgUBxRZ5ESOF+QQAAgEBcR55EPQqBQUjhekCkGJ5EXI9+QVyP\nckBIoZ1Ew/VcQTMzY0BIMZxESOGCQVK4bkB7nJ1EFK6BQXsUbkA9gp1EH4V/QfYobEC4Vp1E\nFK6HQc3MbECFs51EuB6LQcP1aEDhqp1E16OOQbgeZUAfpZ1EFK6RQa5HYUDDlZ1ErkePQSlc\nX0AKX51EPQqhQcP1aECamZ5EcT2oQZqZaUCk6J5ErkexQR+Fa0CaYZ9EzcyyQWZmZkD2MJ9E\nexS2QVyPYkCuJ59Ew/W0QXE9WkCkuJ5EAAC6QexRWECk2J5EexS+QY/CVUBI4Z5EexTAQdej\nUECauZ5EKVzBQUjhSkBmfp5E16NwQPYorEAzO6BEcT2CQHE9qkDDJaBEFK6HQBSup0D2+J9E\n4XqUQHsUpkCk8J9EzcyMQKRwpUApzJ9EXI+iQOF6pEDN7J9E7FGgQK5HoUAzm59ErkeZQNej\noECaeZ9Ej8KtQBSun0BxlZ9E9ii8QI/CnUCakZ9EKVy3QFyPmkCPMp9Ew/XYQFyPmkBmjp9E\n4XrEQNejmEDXK59EuB7lQNejmEA9gp9EH4XTQD0Kl0ApLJ9EH4XTQPYolECP4p5EAADgQHE9\nkkBm1p5E7FHQQI/CjUAKP55Ej8LdQArXi0BxNZ5ErkfxQEjhikDNTJ5ESOH6QNejiEBIMZ5E\n4XoEQVK4hkB7LJ5EH4X7QKRwhUBS6J1ECtfjQAAAgECFI51Erke5QBSud0DXS5xE7FHIQOF6\ndEA9SpxEFK7XQNejcED2SJxEZmbmQKRwbUAfRZxEj8L1QHE9akDNRJxEj8IdQYXrcUAUXp1E\ncT0CQWZmZkCaQZxE7FEoQQAAcEB7fJ1EhesJQTMzY0CkQJxEpHARQSlcX0AUPpxEzcwYQfYo\nXEDsOZxEH4VLQUjhakBc/51E4XogQcP1WED2OJxEPQpTQRSuZ0AK/51EmplZQeF6ZEDN9J1E\nFK4vQYXrUUC4NpxEPQo3QVK4TkDhMpxESOFiQUjhWkBct51Ew/VYQWZmVkB7TJ1EXI8+QUjh\nSkD2MJxEcT1yQR+FW0CaCZ5EXI9qQRSuV0Bmtp1EH4V3QT0KV0Ds8Z1EpHB9QTMzU0Ck4J1E\n9iiCQSlcT0BS2J1EXI9+Qc3MTECamZ1EKVyFQR+FS0DNzJ1ErkeDQZqZSUBcn51EUriKQZqZ\nSUBS8J1Ew/WMQbgeRUAKz51ESOGKQTMzQ0CkoJ1Ew/WQQYXrQUDX051EXI+UQVK4PkCuz51E\nmpmPQZqZOUBSYJ1E9iicQSlcP0BmJp5E7FGYQR+FO0BS0J1ECtelQYXrQUAprJ5E9iikQQAA\nQEBch55ErketQYXrQUD2AJ9EcT2uQfYoPEDhwp5EexSyQcP1OEBxxZ5Ej8KzQQrXM0C4lp5E\nmpm3QdejMEDsmZ5EXI+6Qc3MLED2iJ5EH4V7QI/CnUDhUqBECteLQPYonEBcT6BEmpmZQFyP\nmkApTKBEPQqHQMP1mEDX859EzcykQNejmEAzO6BEzcyUQClcl0AK759ECtejQI/ClUCk8J9E\nuB6VQOF6lEA9qp9E7FGQQArXk0AplJ9EZmamQEjhkkAKt59E9ii0QK5HkUCasZ9E4XrEQBSu\nj0AAuJ9Ezcy8QD0Kj0CPkp9ErkfRQHsUjkBmrp9Ej8LVQB+Fi0AffZ9ESOHKQFyPikBSSJ9E\nw/XYQMP1iEDNRJ9EexTWQKRwhUAp7J5E16PQQLgehUCP0p5EZmbeQDMzg0B7zJ5ESOHaQAAA\ngEAAcJ5EmpnpQM3MfEBmbp5EH4XzQOxReEB7VJ5Ehev5QDMzc0BIKZ5E16MEQQAAcECPKp5E\nSOH6QD0KZ0C4lp1EcT26QHE9WkAKT5xEmpnJQD0KV0AfTZxE7FHYQDMzU0BISZxEPQrnQAAA\nUEDDRZxEZmb2QM3MTEDNRJxEUrgCQcP1SECaQZxEcT0KQY/CRUD2QJxEhesRQVyPQkAKP5xE\nXI9OQY/CVUApbJ5ErkcZQVK4PkB7PJxEMzNLQaRwTUD2+J1EMzNTQXE9SkBm/p1EcT1aQT0K\nR0BI+Z1E9igwQeF6NEAAOJxEH4U3Qa5HMUAfNZxEMzM/QaRwLUCFM5xEPQpjQT0KN0AzY51E\nKVxfQbgeNUDXO51ESOFGQXE9KkAzM5xEexR6QUjhOkApDJ5EKVxnQYXrMUCkQJ1Empl9QY/C\nNUAA4J1EhetxQQAAMEBSYJ1E16OCQVyPMkA94p1EPQp7QaRwLUBIcZ1EFK6HQdejMEAU/p1E\nFK6FQVK4LkD20J1EH4WLQaRwLUC4/p1EPQqPQZqZKUA9+p1EH4WXQUjhKkDXY55E4XqSQY/C\nJUA98p1EMzObQRSuJ0A9Yp5ECtebQa5HIUCFG55EzcyUQXE9GkDDfZ1EUrikQTMzI0D2kJ5E\ncT2qQYXrIUD2uJ5E16OuQSlcH0A9yp5EFK6tQT0KF0BmXp5EcT20QT0KF0AAoJ5E7FGYQeF6\n9D9IGZxEheu3QQrXE0AKn55Ej8KfQWZm5j8pFJxEZmaOQAAAkEAzY6BEFK6XQI/CjUDsSaBE\nuB6lQPYojEB7RKBEexSeQNejiEBx3Z9ErkepQFK4hkCFy59E7FG4QLgehUApzJ9EpHClQB+F\ng0DscZ9EcT3CQDMzg0B7tJ9EKVzPQK5HgUB7rJ9EUrjeQAAAgEAAsJ9E7FHYQMP1eECkSJ9E\nAADoQI/CdUApTJ9EmpnhQFK4bkDX455EMzPTQB+Fa0CFm55ErkfhQOxRaEBcl55EUrjuQLge\nZUBSkJ5EFK73QNejYEA9cp5E7FEAQfYoXECFU55E4XrsQIXrUUD2oJ1EAADIQHsUPkBxTZxE\nPQrXQEjhOkCPSpxEexTmQD0KN0CuR5xEuB71QArXM0AURpxEuB45QT0KR0Bmfp5EexQCQQAA\nMEDXQ5xESOE+QTMzQ0DXa55EmpkJQc3MLEA9QpxEpHAVQUjhKkCFa5xErkcRQZqZKUD2QJxE\nrkdNQfYoPEAUZp5E7FFUQcP1OEBIYZ5E4XpcQY/CNUBSaJ5EmplZQXsULkDs+Z1EFK4vQR+F\nG0A9OpxEpHBpQXsULkCPUp5ErkdlQY/CJUDN1J1Ej8JdQVyPIkB7hJ1EPQpjQXsUHkDhap1E\nuB55Qa5HIUCkCJ5EXI9qQUjhGkDhap1E9iiAQXsUHkDNBJ5EexR6QR+FG0CkwJ1EmpmFQfYo\nHECaKZ5E4XqCQZqZGUDD5Z1EH4WHQRSuF0BIAZ5EpHCLQeF6FEAUBp5EPQqJQYXrEUBS0J1E\nUriGQQAAEEB7nJ1E16OOQdejEECk+J1EPQqLQaRwDUBSqJ1EheuZQeF6FEBIoZ5EXI+aQVK4\nDkBxXZ5EuB6fQfYoDEBmbp5EzcyaQRSuB0BxDZ5ECtenQaRwDUCu355EcT2kQXE9CkAUjp5E\nuB6rQXE9CkBm1p5EKVytQbgeBUB7tJ5EheuxQTMzA0BIyZ5ECtezQfYo/D+un55EAACYQClc\nf0AfTaBESOGaQHE9ekDDFaBEH4WjQI/CdUBS+J9EKVyvQIXrcUCF659EXI+6QHsUbkD22J9E\n7FHIQEjhakDN1J9EMzOzQD0KZ0Bmbp9EhevBQArXY0C4bp9E16PQQNejYEDDbZ9EPQrfQKRw\nXUDhap9EzczEQMP1WECF655EpHDVQI/CVUCF855ESOHiQIXrUUB77J5ESOHiQPYoTEDsoZ5E\nUrjuQOxRSECakZ5EhevxQFyPQkAKV55Ew/XYQBSuN0C4jp1EzczsQLgeNUCFo51EFK4XQQAA\nMECkEJ5EUrjWQHsUHkAzS5xEZmYqQa5HMUDXg55Ej8LlQEjhGkD2SJxEuB4xQaRwLUAze55E\n9ig4QXE9KkAUdp5EhesBQQrXE0ApRJxEmpkJQdejEEA9QpxEuB4VQVK4DkAza5xEuB4RQc3M\nDEBIQZxEhetNQQAAIEBcb55EzcxEQfYoHEBcD55EAABUQfYoHECuX55EKVxbQcP1GEC4Xp5E\n9ihYQa5HEUDN7J1EH4UvQVK4/j+FO5xE16NoQYXrEUDXS55EPQprQfYoDEDDFZ5E4XpsQWZm\nBkCF051Ezcx4QbgeBUBcB55EKVxzQVyPAkB7zJ1E7FGCQQrXA0BcN55EMzOFQQAAAEDXI55E\nmpmJQUjh+j+PMp5ErkeHQY/C9T+4/p1EmpmPQexR+D8zY55EAACMQdej8D8pFJ5E4XqYQUjh\n+j8U1p5EAACcQeF69D/s0Z5EH4WZQSlc7z89mp5EheudQXE96j+aqZ5E16OaQQrX4z8AYJ5E\nrkefQQAA4D97dJ5EcT2sQaRw3T+a8Z5EXI+uQeF61D+P0p5E4Xq8QPYoTEDs4Z9EPQrHQBSu\nR0AUzp9ErkfBQK5HQUDsaZ9ErkfRQHsUPkC4bp9EFK7fQEjhOkAfbZ9EpHDFQI/CNUDD7Z5E\nexTWQDMzM0Bx9Z5EhevhQClcL0Bm5p5EAADgQMP1KEAzk55EAADgQFyPIkAASJ5Ew/XwQAAA\nIEAAUJ5Ej8L9QPYoHEB7RJ5EH4XrQOxRGEBI6Z1EFK7nQIXrEUBIiZ1EhesdQY/CFUDXm55E\nKVwjQYXrEUBmhp5EFK4vQdejEEAAuJ5EcT0qQXsUDkBIgZ5EcT02Qc3MDECur55Erkc9QZqZ\nCUBIqZ5E9ig4QT0KB0ApdJ5EZmZOQXE9CkBmDp9ESOFGQdejAECPcp5EpHARQeF61D/hQpxE\nCtdPQfYo/D89gp5EKVxXQY/C9T+Pgp5EZmZqQZqZ+T97/J5EuB5lQeF69D97xJ5EhetZQR+F\n6z9mTp5EUrhyQeF69D9xBZ9Ew/VgQbge5T9ISZ5EuB5ZQaRw3T8p9J1E4XpoQVK43j89Sp5E\nKVxvQT0K1z89Qp5ESOFqQTMz0z/sEZ5EUrh6QeF61D+Fa55EPQqBQXsUzj8za55EheuBQa5H\nwT9xLZ5Ej8KFQUjhuj9xLZ5E4XqCQY/CtT8U5p1EZmaAQYXrsT/2uJ1EUriOQVK4vj9IoZ5E\nFK6TQUjhuj/NvJ5EcT2YQY/CtT9mzp5EAACcQSlcrz+a0Z5ECteZQR+Fqz9SoJ5EFK6dQbge\npT8zo55EFK6bQa5HoT/DdZ5ErkejQVyPoj9xzZ5EPQqhQVK4nj89mp5EKVynQaRwnT9m1p5E\nj8LdQKRwHUBmXp9EmpnhQFyPEkAK355EexTuQFyPAkDDPZ5EzcwQQQAAAEBIqZ5EPQoXQZqZ\n+T/NnJ5E4XowQdejAECFU59EMzM3QZqZ+T/NTJ9Ezcw0QexR+D/NNJ9EKVw7Qdej8D+FK59E\ncT02QQAA4D9IqZ5EuB49QZqZ2T/hop5Ej8JNQUjh2j8pBJ9E16NUQTMz0z/N/J5EH4VLQR+F\nyz9xnZ5E7FFcQXsUzj9c/55EKVxjQWZmxj/X+55Ew/VcQa5HwT9SuJ5EZmZqQQAAwD9c955E\npHBxQZqZuT8p9J5EUrhiQc3MrD8UVp5E4XpoQbgepT8pRJ5EPQprQZqZmT8UDp5EmpldQXsU\njj/DfZ1ESOF6QUjhmj+kaJ5ESOGAQTMzkz/2YJ5Ezcx8QSlcjz+FK55ECteBQRSuhz8UJp5E\nXI96QQAAgD+awZ1ErkeLQc3MjD89op5ESOGAQdejcD8Uvp1E16OSQc3MjD+F855EmpmXQcP1\niD9mDp9E4XqaQa5HgT+F+55E7FGeQY/CdT+u/55EAACcQR+Faz8zy55EH4WhQWZmZj8p9J5E\nCtefQVK4Xj8Uzp5EH4UPQdej0D+4pp5EmpkdQSlczz+P6p5E7FEsQXsUzj8pNJ9Erkc9Qdej\n0D9mlp9Ej8I1QXE9yj+kSJ9E7FFEQcP1yD+akZ9EmplBQRSuxz8Kd59E4XpIQQAAwD/2cJ9E\nUrhSQfYovD+4jp9E7FFMQXE9qj9c/55EpHBFQbgepT8Kt55EPQpTQQrXoz+k+J5E16NMQVK4\nnj8ftZ5EhethQQrXoz/DRZ9EUrhaQaRwnT+P+p5ErkdhQY/ClT9S8J5EUrhaQdejkD+Fq55E\n16NoQdejkD/s8Z5EAABwQcP1iD+u755EKVxnQcP1aD+FQ55EZmZiQa5HYT9mDp5ESOFWQc3M\nTD+Pkp1E4Xp8QY/CdT8U1p5EpHBxQa5HYT9SYJ5EpHB5QT0KVz8fZZ5ECtd7QQAAQD9xLZ5E\nZmaCQY/CNT8fPZ5Ew/WGQR+FKz8KT55E9iiUQVyPQj9SIJ9Ew/WSQaRwPT8fBZ9EexSaQaRw\nPT/sUZ9ESOGYQexROD8KN59EXI8SQaRwnT/hwp5EzcwcQZqZmT9c355ECtczQQAAoD8Ufp9E\n7FEkQTMzkz+u355EXI8+QfYonD+koJ9EpHBFQY/ClT8zm59EXI9KQc3MjD8phJ9EpHBRQWZm\nhj+uf59ECtdHQaRwfT+PGp9E7FFMQR+Faz97/J5E16NcQXsUbj+kWJ9Ew/VkQa5HYT+FY59E\nhetpQYXrUT89Sp9ECtdnQTMzMz+F455EMzNvQWZmJj8p5J5EH4V3QfYoHD9x7Z5EAAB8QXE9\nCj9xzZ5EcT1yQdej8D6FY55Erkd5QT0K1z6uX55EexSAQaRwvT6kWJ5ESOGCQZqZmT4fRZ5E\nMzOLQQrXoz6kqJ5Ew/WGQbgehT7hSp5ECtcjQXE9Sj8pbJ9EhespQUjhOj9cX59E16M8QQAA\nQD890p9EKVxDQTMzMz9xzZ9EAABMQcP1KD/s2Z9EcT1KQc3MDD8ze59ErkdRQQAAAD+ud59E\nzcxYQWZm5j72eJ9Ew/VUQfYo3D5IUZ9EzcxcQVyPwj4UVp9EpHBlQXsUrj6FY59ErkdhQVK4\nnj4AOJ9EhetpQXE9ij7XQ59EZmZmQQAAgD5mHp9EUrhuQT0KVz6kKJ9EexR2QQrXIz6kKJ9E\nCtd3QSlcjz0z655E16N0QQrXIz2kyJ5Ew/V8QQAAAADs0Z5EpHBBQZqZmT5I8Z9EUrhGQY/C\ndT7D3Z9EmplFQY/CdT7s0Z9E16NMQexROD4Uzp9ESOFSQbgeBT7Xw59EUrhaQQrXoz2kyJ9E\ncT1WQc3MTD09mp9EXI9eQQrXIzwzo59E16MwQexROD+uh51EPQqDQQAAAAC43p5Empl1QQAA\nAACkKJ9Erkc5QQrXoz7NdJ9EKVw3QRSuxz7NVJ9EH4UnQTMzMz9S4J5EMzMrQc3MTD/NlJ5E\nj8IZQXsUjj+uJ55EPQoTQeF6lD/hKp5EUrgWQT0Klz8fDZ5EH4UbQUjhmj8A6J1EKVxTQVyP\nwj/DNZxEexSQQXE9ij4Uxp5ECteNQcP1qD6kuJ5EcT2MQRSuxz6aoZ5EZmaQQfYo3D7DZZ5E\nMzONQY/C9T5mZp5EPQp3QRSuxz5cN59ECteJQbgeBT/2aJ5Ej8JxQa5H4T6kMJ9E7FFkQWZm\n5j4pZJ9EzcxoQdej8D7XQ59EXI9WQR+F6z4zm59EH4VfQVyPAj+PWp9EUrhGQR+F6z7s4Z9E\ncT0+QQAAAD8z859Erkc9QYXrET8fzZ9EcT06Qa5HIT/DtZ9E16M4QTMzMz+Fk59EcT02QVyP\nQj9cd59Ej8I9Qc3MTD+4Pp9EPQovQSlcTz8Ufp9EpHAtQa5HYT/hWp9EpHAxQWZmZj8UPp9E\nAAA4QXsUbj/NDJ9Ej8JBQUjhej8zw55EmpklQcP1aD8AaJ9EpHAxQUjhej8UDp9EpHAlQaRw\nfT/sOZ9EUrgyQRSuhz8U1p5E16MsQXsUjj971J5Ew/UkQTMzkz8K355EXI8eQexRmD9S4J5E\n4XoYQVK4nj9m3p5EcT0iQbgepT/Xk55EcT0WQRSupz+4vp5EKVwbQR+Fqz8AmJ5EzcwUQdej\nsD/smZ5E7FEgQQrXwz+kEJ5E7FFQQbge5T8fnZxEUrheQSlc7z8ULpxEhesZQcP1yD+kEJ5E\nFK5XQY/C9T9SMJxEuB4VQdej0D/NBJ5EzcxQQUjh+j/hMpxEcT0SQZqZ2T+k6J1EhetJQdej\nAEBxNZxEMzNDQQrXA0C4NpxEcT2WQWZm5j72OJ9EmpmVQbgeBT9xFZ9E9iiUQeF6FD8U/p5E\nrkeTQWZmJj/N3J5ECtePQdejMD9S4J5EUriQQbgeRT9cp55E7FGOQeF6VD/Xm55EzcyQQZqZ\nWT8AeJ5EFK6NQWZmZj9cd55EFK6LQTMzcz8KZ55ECtePQaRwfT/sKZ5EZmaMQbgehT9xLZ5E\nMzNnQa5HYT+uZ59EexRiQdejcD8AYJ9EUrhKQWZmZj8f3Z9Ew/VcQaRwfT+uV59EFK5HQY/C\ndT/DxZ9EPQpHQQrXgz8fnZ9EPQo/QcP1iD/hqp9E9ig4QXsUjj+ur59Empk5QZqZmT8Kd59E\nmplBQVK4nj+FO59EcT0yQVK4nj9cf59EAAA0QXE9qj8zQ59E16MwQYXrsT9xLZ9Ej8ItQZqZ\nuT/NFJ9Ezcw8QQrXwz89op5ECtcnQQAAwD89Ep9Ehes1QcP1yD9cp55EZmZKQT0K1z97DJ5E\nw/VMQexR2D/2+J1E4XooQXE9yj9x3Z5Ew/UgQSlczz8K555EKVwnQVK43j9mhp5EMzMfQVyP\n4j/NlJ5E9igYQcP16D+amZ5E16MQQc3M7D+Fo55EhesdQdejAEApDJ5EMzNbQWZmFkAAMJxE\nFK4XQQrXA0A9Cp5E4XpUQZqZGUBSMJxEj8JNQfYoHECPMpxEMzNHQSlcH0DhMpxEexScQdej\ncD/sMZ9EXI+iQQAAgD+u155EexSYQUjhej/DPZ9EcT2aQQAAgD8KH59EcT2YQRSuhz9mDp9E\nFK6XQdejkD896p5EFK6ZQYXrkT/DzZ5EheuTQY/ClT+F855EAACQQUjhmj8f/Z5EzcyUQQAA\noD+kuJ5E4XqUQXE9qj+uj55EheuXQXsUrj9cX55EPQqrQQrXwz/DTZ1EUriQQSlcrz9ImZ5E\nw/WMQeF6tD+aoZ5EAACMQaRwvT9IgZ5Ej8KNQcP1yD/2OJ5EpHCLQdej0D/DLZ5ECteHQY/C\n1T/hMp5Ej8KJQexR2D8KF55Ej8JtQXE9yj/N/J5E9ihoQYXr0T8A+J5EpHBNQXE9yj9xjZ9E\n4XpgQY/C1T+aAZ9EexRaQfYo3D89Ap9EFK4/QY/C1T8AmJ9Ew/U8QaRw3T9xfZ9EzcxMQRSu\n5z+uB59EZmY+QcP16D8pRJ9EMzM3QXsU7j+FS59EFK47Qdej8D+PKp9E7FEwQTMz8z/2UJ9E\nCtczQY/C9T+4Np9Ew/UsQUjh+j89Op9EexQqQYXrAUCaIZ9EZmYyQZqZCUAzs55EAAA0QSlc\nD0Bcd55EUrhWQUjhGkAUbp1EMzOBQZqZKUCaIZxE9igsQYXrEUDsgZ5EFK5jQeF6JECP2pxE\npHAlQeF6FEAUhp5E4Xp0QQAAMEBSKJxE9igcQWZmFkApnJ5EFK5TQSlcL0BSwJxEMzNnQY/C\nNUCaKZxE7FFgQcP1OECFK5xE4XocQWZmJkCuB55EuB5ZQfYoPEAAMJxE16MUQcP1KEDhEp5E\nFK5LQYXrQUCFM5xEpHClQOxReEBcT5xEw/WoQc3MrD/h8p5EZmamQTMzsz+a6Z5EexSmQfYo\nvD+awZ5ECtenQVK4vj/2qJ5EKVydQfYovD+4Dp9E16OkQQrXwz+aqZ5EexSiQR+Fyz/2oJ5E\nXI+gQTMz0z+aiZ5E16OYQeF61D8pzJ5E16OWQUjh2j/Xu55EuB6ZQaRw3T/2mJ5E16OcQVyP\n4j+4Zp5EuB6TQa5H4T9IwZ5EheuZQcP16D9SYJ5EMzOXQSlc7z/2WJ5EAACcQeF69D/NFJ5E\ncT2QQdej8D+uj55EKVyZQfYo/D/XC55EZmaQQUjh+j9mXp5ErkeRQfYo/D89Up5Ej8KPQYXr\nAUDsOZ5EpHCVQbgeBUBS6J1Ezcy2QcP1GEC4BpxEuB6PQWZmBkBxFZ5E9iiSQexRCECa6Z1E\nFK6LQZqZCUAAGJ5ECteNQUjhCkD2+J1EexSKQaRwDUDsAZ5ESOGOQdejEEDXu51EZmaEQVK4\nDkDDJZ5EzcyGQdejEEA9Ap5EFK6BQVyPEkC4Hp5EUriEQeF6FEBI8Z1E4XqGQbgeFUBc151E\nZmaCQRSuF0DN5J1Empl5QZqZGUBSCJ5EFK5/QR+FG0Az251EH4VPQa5HEUCaEZ9Ej8JpQZqZ\nGUAUTp5EAABkQc3MHEA9Sp5EcT2CQT0KJ0CkWJ1E16NUQc3MHEDDjZ5EXI9aQVK4HkDsYZ5E\nSOF6QcP1KEAAcJ1E4XpUQYXrIUAAYJ5E7FFYQTMzI0DsQZ5EKVxLQQrXI0ApdJ5EcT1SQR+F\nK0D2EJ5E7FFMQVK4LkBxDZ5E7FE4Qc3MLEBxdZ5EmpkxQQAAMEBSeJ5EhespQVyPMkA9gp5E\npHB5QaRwTUA9IpxEXI9yQdejUEB7JJxEH4VrQQrXU0BcJ5xEzcxkQWZmVkD2KJxEhetdQZqZ\nWUAzK5xEmpnZQGZmNkCaaZ9ECte7QJqZiUBISZxEUriuQDMzi0DhSpxEw/WgQM3MjEAUTpxE\nSOGSQHsUjkDsUZxEZmasQT0K1z+PCp9ECtepQVK43j89Ap9EZmaoQWZm5j896p5EheupQRSu\n5z/N1J5ECtenQSlc7z97xJ5E7FGkQeF69D89yp5ESOGoQZqZ+T/siZ5EFK6lQQAAAEA9ip5E\n4XqoQa5HAUDhYp5EpHCjQTMzA0BxfZ5EmpmlQeF6BEAUXp5EAACaQTMzA0DD1Z5E16OgQWZm\nBkBcd55ESOGaQexRCEDXm55EXI+eQXE9CkAAaJ5EKVyXQUjhCkBSoJ5Ew/WYQdejEEDNXJ5E\nFK6bQT0KF0BSCJ5E16OYQXE9GkBxBZ5ErkedQc3MHEDhwp1EH4WbQa5HIUAfrZ1EKVyfQTMz\nI0AUdp1Ew/W4QVyPMkApBJxEXI+UQYXrIUCF451EpHCZQbgeJUAfnZ1E7FGcQWZmJkCFc51E\nmpmPQQrXI0Af/Z1Ew/WKQWZmJkDsEZ5EheuJQXE9KkDs8Z1Ej8KFQc3MLECkAJ5EXI+IQVK4\nLkAK151EFK6FQYXrMUDh0p1EpHB9QVyPMkA9Cp5EAACCQeF6NEBI2Z1E4XpsQVyPMkBcV55E\nUrh2QY/CNUB7DJ5EMzN/QaRwPUDDnZ1EFK6DQQAAQEBIYZ1EexSaQXsUTkCFE5xErkddQRSu\nN0A9ap5EcT1+QYXrQUB7dJ1EMzNXQUjhOkD2aJ5EmplRQXsUPkAzY55ESOFKQdejQEBmZp5E\n7FFYQbgeRUBIAZ5EexRSQexRSECu/51EPQo7QY/CRUC4fp5EzcxMQR+FS0BS+J1E16M0QcP1\nSEBcf55EzcxcQWZmVkBxTZ1EXI9WQZqZWUDXS51Ehet9QT0KZ0AKH5xEPQp3QZqZaUBIIZxE\n9ihwQc3MbEDhIpxEpHBpQQAAcEB7JJxEZmZiQTMzc0CuJ5xEhevBQEjhSkCF459EPQpTQexR\neECaOZxEheupQK5HmUBISZxE9iicQEjhmkAfTZxEFK61QR+FC0DsoZ5EFK6vQc3MDEBIyZ5E\nUri2QdejEEAAaJ5EFK6tQdejEEBSuJ5EFK6zQQrXE0AfZZ5EZma2QbgeFUCuP55EuB6rQQrX\nE0AKr55E4XqoQT0KF0CkqJ5EMzOnQR+FG0DDjZ5EFK6jQXsUHkDskZ5E9iikQTMzI0AUXp5E\nPQqhQWZmJkAUXp5ESOGkQexRKEAKJ55EXI+YQWZmJkCkqJ5EMzOjQfYoLEDsEZ5EcT2aQfYo\nLEAzY55EPQqXQSlcL0CFY55ErkebQYXrMUAKJ55EPQqfQQrXM0D28J1ECtebQT0KN0Ck8J1E\n4Xq+QUjhSkCu/5tEheubQR+FO0D2wJ1Ew/W6QXsUTkCaAZxEmpmXQXsUPkD20J1ECteRQQAA\nQEBm9p1EZmaUQa5HQUD20J1EheuXQTMzQ0AUnp1Ew/WaQbgeRUA9cp1EcT2OQVyPQkCF+51E\nSOGQQeF6REBx1Z1EuB6VQWZmRkBSmJ1Ej8KLQWZmRkBI8Z1Ej8KNQT0KR0DX051EheuLQR+F\nS0AAwJ1ESOGOQc3MTEAplJ1ErkeHQaRwTUBx1Z1ESOGKQSlcT0AAoJ1EFK6HQVyPUkAKn51E\nZmaEQY/CVUBSoJ1Erkd5QY/CVUDX451Ezcx8QfYoXEDsmZ1EZmZ2QSlcX0A9mp1E9ihsQa5H\nYUC4tp1ESOFyQTMzY0AphJ1EmpllQQrXY0AKt51EPQpXQeF6ZEAf9Z1Ej8JtQfYobEDsSZ1E\nH4VPQT0KZ0AU/p1EZmZmQVK4bkD2UJ1Ew/VIQXE9akC4/p1EKVxfQYXrcUB7VJ1E9iiEQSlc\nf0DNHJxEuB5RQYXrcUBSkJ1EzcxUQTMzc0B7dJ1EcT1aQbgedUDsSZ1EexROQWZmdkC4dp1E\n16NUQexReEB7RJ1EUrh6QVyPgkCkIJxEAAB0QfYohED2IJxErkdtQY/ChUA9IpxE9ihAQdej\ngEDNTJ1EZmZiQVK4hkDXQ5xEXI9mQSlch0DhIpxEexQ2QZqZgUD2aJ1EuB5BQR+Fg0AzE51E\n9ijMQPYobEC4pp9EMzPbQFK4bkB7bJ9E4XrkQNejcECuR59EAACwQPYobEAf5Z9EPQpnQGZm\npkC43pxEpHBtQIXrqUCPmpxEw/WIQArXq0AUTpxEhetxQM3MrEDXW5xEmplZQGZmrkBSWJxE\nXI+8QfYoLEBIiZ5E9ii4QVK4LkBImZ5EFK6xQQAAMECux55EXI+uQVyPMkC4xp5EUrisQWZm\nNkB7tJ5E7FG2QR+FO0BmLp5EheupQZqZOUAUrp5EH4WvQc3MPEAAYJ5EMzOpQXsUPkDXi55E\n7FGmQa5HQUCuh55ErkenQWZmRkDNTJ5EUrimQR+FS0AKJ55EKVyxQa5HUUBSkJ1ErkelQSlc\nT0BmDp5E9iigQa5HUUCaKZ5EMzOdQeF6VEAUJp5EAACeQZqZWUDN7J1EUrigQR+FW0Bmxp1E\nheudQVK4XkBSwJ1EPQq9QdejcEAK/5tEuB6bQYXrYUCauZ1EexSgQbgeZUDscZ1EzcyYQY/C\nZUDNrJ1EexS2QT0Kd0ApBJxEw/WWQZqZaUCul51EheuTQc3MbEDDlZ1EPQqvQc3MfECaCZxE\n4XqQQSlcb0BImZ1EKVyVQVyPckCaUZ1Ej8KrQQAAgED2CJxEheuJQdejcED2yJ1EheuLQYXr\ncUAprJ1EKVx7QXsUbkAKT55EPQqBQdejcEB7HJ5EAACIQeF6dEC4tp1E7FF8QTMzc0CkGJ5E\nj8KFQexReECup51EexRyQbgedUDDNZ5Ezcx8QcP1eEDD5Z1EPQpvQZqZeUDXG55EZmZyQXE9\nekDhAp5E9ihoQfYofED2IJ5EexRyQSlcf0DD1Z1Erkd5QcP1gECkoJ1EKVyXQa5HiUDsEZxE\nzcxwQXE9gkCur51ECteTQUjhikDXE5xEpHBpQR+Fg0C4tp1E16OQQeF6jEDhEpxEH4VfQeF6\nhED20J1EH4VjQbgehUAzs51E16NYQY/ChUAf1Z1EH4VfQT0Kh0D2oJ1EuB5ZQdejiECkoJ1E\nj8JVQVyPikD2iJ1EpHBJQTMzi0AUtp1EhetRQeF6jEAfdZ1E9ihEQc3MjEBxrZ1Ej8JVQQAA\nkEAUJp1ECtd3QY/ClUCkIJxEUrg+QWZmjkAUpp1EAABQQZqZkUD2IJ1E4XpwQT0Kl0AKJ5xE\ncT06QexRkEAKl51EZmZqQdejmEDhIpxECtfbQI/ChUBxtZ9EPQrPQD0Kh0AAuJ9EH4WbQLge\nhUBIUaBEpHC9QAAAiEDNzJ9EKVyPQGZmhkBSUKBEexS2QIXriUCauZ9EzcxsQFK4pkBcL55E\nj8J1QD0Kp0DDHZ5EMzNjQMP1qECuD55E9ih8QHE9qkB73J1EMzPjQPYotEApPJxEuB7VQI/C\ntUAKP5xEFK7HQClct0D2QJxEcT26QNejuEDhQpxEzcysQHE9ukAfRZxEexSeQB+Fu0B7TJxE\nrkeRQLgevUApTJxEXI+CQGZmvkDhUpxEH4VrQAAAwEA9UpxEhetRQJqZwUCaUZxEAAC+QeF6\nREAzu55EZma8QexRSEAfpZ5ECte5QR+FS0ApnJ5EmpmvQUjhSkBx/Z5EXI+sQXsUTkB7/J5E\n7FGsQVyPUkAz055EPQqnQeF6VED28J5EcT2sQT0KV0AAqJ5EKVypQXE9WkCFo55EpHCrQR+F\nW0AUhp5Ej8KlQaRwXUA9qp5E7FGqQeF6ZEAfPZ5EFK6tQWZmZkDNDJ5EZmayQcP1aEDhyp1E\nZmagQQrXY0Azm55EUrimQRSuZ0DsQZ5Ew/WgQcP1aEBmZp5EKVyfQc3MbECuT55EexScQQAA\ncECaUZ5ErkefQYXrcUCFI55ErkejQQrXc0A96p1EzcygQRSud0AA4J1E7FGoQR+Fe0ApdJ1E\nUrjCQaRwhUDs+ZtEKVydQXE9ekA94p1ECtefQfYofEBcv51EuB6/QT0Kh0Bx/ZtE9iiiQa5H\ngUAKb51EcT2mQXE9gkDNNJ1EFK67QdejiEC4/ptEcT24QXE9ikBSAJxEKVyfQaRwhUDsOZ1E\ncT2yQUjhikAAKJxEmpmXQaRwhUAze51EMzOfQRSuh0B7DJ1E4XqwQc3MjED2EJxEKVyHQTMz\ng0CaOZ5E16OKQfYohECaCZ5EXI+EQc3MhEDXM55ECteHQY/ChUApBJ5EPQp7QbgehUAfbZ5E\n4XqIQexRiEAzy51EpHCLQa5HiUCun51EcT16QSlch0AzQ55EZmaAQdejiEDhEp5ESOF2QZqZ\niUDDLZ5Ew/VwQTMzi0DsKZ5EpHBtQbgejUAfFZ5EuB51QWZmjkDX251EexRyQexRkEDswZ1E\nj8J5QZqZkUBSiJ1EexSWQZqZmUBcD5xEXI9qQZqZkUCPyp1E16OSQTMzm0DsEZxE9ihkQTMz\nk0CFy51EpHBdQc3MlEDNzJ1EFK5jQY/ClUAUnp1ECteLQXsUnkAfFZxEpHBdQSlcl0CFm51E\nuB5tQYXrmUBxJZ1EMzNXQcP1mECPmp1EMzNbQZqZmUDNfJ1E4XpIQcP1mEA92p1EMzNXQR+F\nm0DsaZ1ErkeBQUjhokBmHpxEhes9QYXrmUDh+p1Ew/VEQUjhmkAfxZ1E9ig4QR+Fm0Bm9p1E\nmpktQfYonEC4Fp5EKVwnQY/CnUDDFZ5E7FE4QdejoEDskZ1EXI9GQTMzo0AzI51Ew/XgQFK4\nlkC4jp9E9ijUQAAAmEBSkJ9EXI+SQM3MlEBSYKBEZmaGQGZmlkCkYKBEXI+CQDMzm0AAEKBE\n16OIQB+Fo0BxZZ9EcT2yQIXrqUDDjZ5ESOHqQEjhwkDXO5xEpHDdQOF6xEB7PJxE9ii0QDMz\nw0DhspxEAADQQHsUxkAKP5xEXI+yQI/CxUCFg5xEXI/CQClcx0D2QJxEj8KlQClcx0A9gpxE\nuB61QMP1yECPQpxEFK6nQFyPykDXQ5xEmpmZQArXy0CkSJxECteLQKRwzUApTJxEpHB9QD0K\nz0DXS5xEXI9iQOxR0EC4TpxEj8I1QMP10EAUdpxEH4UrQDMz00DDVZxECtfDQT0KV0Ck4J5E\nrke9QaRwXUDh4p5EKVyxQR+FW0A9Wp9Ew/W0QaRwXUBIKZ9EUri6QdejYECa2Z5EPQqxQQAA\nYECFM59ErkexQbgeZUDNBJ9EuB6vQexRaEAU9p5EcT2sQR+Fa0A98p5EAACqQSlcb0Af5Z5E\nSOGmQVyPckAf5Z5E7FGoQRSud0AppJ5EpHClQUjhekBcn55ESOGiQVK4fkC4lp5EMzOfQdej\ngEBmnp5EexSeQVyPgkBSgJ5E4XqcQc3MhECaaZ5E9iiiQdejiEDX651E16OoQVyPikAKj51E\nheuxQbgejUDsCZ1ErkefQXE9ikC45p1ErkedQfYojEAf1Z1E9iiqQQAAkEApHJ1EmpmxQYXr\nkUCur5xE9iiaQY/CjUAz051EXI+eQT0Kj0AplJ1EzcyWQSlcj0Bx1Z1EKVyTQdejkECk2J1E\nH4WZQVyPkkAKf51EMzOLQdejkECaIZ5Ew/WUQQrXk0A9kp1E9iiwQQrXm0BxBZxEPQqDQcP1\nkECPap5EPQqBQVyPkkCkWJ5E9iiEQR+Fk0DhKp5E9ih0QTMzk0BSkJ5EZmZ2QXsUlkBSUJ5E\n7FFwQSlcl0BcT55EH4VrQa5HmUAzQ55EUrhyQXE9mkBmDp5E7FFsQQrXm0BxDZ5EZmaYQVK4\npkBmDpxEhetpQXsUnkAA8J1EZmZ6QdejoEDXc51E7FFkQRSun0A96p1EuB5dQcP1oECk8J1E\nZmZiQeF6pEBcl51EFK5nQaRwpUBcb51Ehet1QRSup0B7BJ1ECtdbQXsUpkBImZ1EKVxfQVK4\npkAUfp1EH4VvQa5HqUDXA51ErkeHQWZmrkAKF5xE9ihUQSlcp0Dhop1EpHA9QXsUpkCuH55E\nexRGQRSup0DN3J1EhesxQVK4pkC4Rp5EZmYuQcP1qED2MJ5EuB4pQVyPqkDsKZ5Ew/UsQTMz\nq0AzC55Ej8IlQeF6rEBIEZ5EKVwfQXsUrkDhEp5Ew/XoQK5HqUCuL59EuB6VQPYopEBSSKBE\nSOHCQOxRqEAflZ9EpHDdQFyPqkDNLJ9E16OIQI/CpUA9SqBEPQqfQBSup0D28J9ErkeBQBSu\np0BmNqBEcT1qQMP1qEDDNaBESOF6QOF6rEDN5J9Ew/VoQHsUrkAA2J9EUrh+QD0Kr0B7rJ9E\nw/V4QK5HsUBch59E9iiEQHE9skCuZ59ECtebQOF6tECkCJ9Empl5QJqZuUAA8J5E16NQQHE9\nukCkEJ9ESOF6QPYovECFu55E4Xp0QFK4vkDNlJ5EzcxcQOxRwEDskZ5E7FHIQFK4zkBSuJxE\nPQrnQJqZ0UCaOZxE7FHIQJqZ0UCPgpxEhevZQDMz00A9OpxEUrimQMP10ECk2JxEw/WwQIXr\n0UBxrZxEuB6dQEjh0kAzy5xEpHClQB+F00Cup5xErkexQBSu10BSQJxEH4WjQK5H2UAzQ5xE\nexSWQFyP2kAfRZxE16OIQPYo3EC4RpxEPQp3QI/C3UAASJxESOFaQD0K30B7TJxEpHA9QNej\n4EDNVJxECtcjQHE94kDhUpxEzcwMQArX40BxTZxEhevHQZqZeUDskZ5ECte3QWZmdkA9Qp9E\n16O6QRSud0AzG59EKVyzQcP1eECFU59EpHCvQR+Fe0C4Xp9EexSwQexRgECaKZ9ErkerQa5H\ngUD2QJ9EAACqQTMzg0BxJZ9EMzOpQaRwhUBxBZ9EKVypQRSuh0Cu155E7FGmQa5HiUDN1J5E\nCtejQUjhikCFy55EcT2oQfYojEDDjZ5EUrikQY/CjUDhkp5EmpmhQT0Kj0DskZ5EZmagQa5H\nkUAfdZ5E9iieQUjhkkCuZ55E16OiQfYolEAAKJ5E7FGoQY/ClUC41p1E7FHKQSlcn0A98ptE\nXI+aQeF6lEBxbZ5EzcyeQY/ClUBIMZ5EPQqbQT0Kl0BIOZ5ECtehQcP1mEAA2J1ErkeXQexR\nmECaQZ5Ew/WcQYXrmUAK751ECteZQR+Fm0AU7p1EH4WbQfYonEAU1p1ESOGeQbgenUDDpZ1E\nXI+YQY/CnUA90p1EKVyVQSlcn0D20J1EzcyYQexRoEAAoJ1EAACWQYXroUCamZ1EexSyQXE9\nqkBSAJxE4Xp8QaRwnUBmxp5Ew/WAQXsUnkAUnp5Erkd5QSlcn0AKr55EUrh2Qa5HoUCFk55E\nuB51QR+Fo0CkcJ5EhettQbgepUBmdp5E9ihsQSlcp0B7VJ5EAABoQcP1qEApRJ5EFK5rQZqZ\nqUD2KJ5E4XpkQUjhqkBcL55EPQprQfYorEBx/Z1EAABkQaRwrUDhAp5EKVyTQexRuEDDDZxE\n16NcQVK4rkAzC55EheuPQZqZuUAAEJxEXI9iQXE9skBxrZ1E4Xp0QaRwtUBmJp1E4XqMQTMz\nu0CaEZxEMzNbQQrXs0AptJ1EmpllQaRwtUDDZZ1EAAB4QdejuEBI2ZxEuB6JQc3MvECPEpxE\nexReQVK4tkDDbZ1EFK6FQWZmvkB7FJxEj8I5QR+Fs0CPUp5EcT0yQc3MtECFW55E7FEsQWZm\ntkAAWJ5ECtcrQcP1uECFK55EXI8mQVyPukCPIp5EcT0qQTMzu0C4Bp5EKVwbQTMzu0D2SJ5E\nH4UjQeF6vED2CJ5EFK4XQbgevUDXM55ErkfJQFK4tkCPkp9EKVy/QOxRuEBIiZ9E7FHIQK5H\nuUDDZZ9Ej8KlQNejuEBxvZ9EcT16QBSut0BxLaBEpHBdQMP1uEBcN6BECteDQEjhukAz459E\n4Xp0QOF6vEBS2J9EuB6FQKRwvUDNrJ9EAACQQGZmvkCagZ9EuB51QD0Kv0AUpp9EpHBtQK5H\nwUAphJ9EH4WbQM3MxECk8J5EZmaeQBSux0DssZ5ECterQMP1yEB7fJ5EuB5FQM3MxEBIcZ9E\n16NgQHsUxkDsOZ9EmplJQBSux0BcN59EMzMzQK5HyUCaMZ9ESOFqQFK4zkAUjp5ECtdTQOxR\n0ECkiJ5E4XrEQArX20BS4JxECtfLQBSu30DXi5xEAADgQJqZ4UBSOJxEZmauQClc30Ca0ZxE\nzcykQK5H4UApxJxEH4WrQIXr4UCup5xEcT2aQEjh4kDhupxE7FGgQB+F40D2oJxEFK63QHsU\n5kC4PpxE7FGYQI/C5UCFi5xEXI+qQBSu50BcP5xEuB6dQMP16ECkQJxEFK6PQFyP6kCFQ5xE\ncT2CQPYo7EDNRJxEw/VoQI/C7UAASJxEUrhOQD0K70CkSJxErkcxQNej8EBSUJxE7FEYQIXr\n8UAKT5xEUrj+PwrX80ApTJxECtfLQc3MjEDhmp5EcT3IQWZmjkCun55EAAC2QfYojEBmbp9E\nmpmxQbgejUBcf59EheuvQT0Kj0CPap9EexSuQcP1kECkWJ9ECterQVyPkkB7TJ9Ej8KtQTMz\nk0CaMZ9EmpmvQR+Fk0BcF59EexSsQbgelUDNHJ9EFK6pQVK4lkDsEZ9EZmasQSlcl0B77J5E\nexSmQQAAmEBSGJ9Ew/WoQcP1mEBS8J5E4XqmQVyPmkBm5p5EFK6lQc3MnEDNxJ5EexSkQVK4\nnkBmrp5EXI+gQQAAoEDXs55ECtejQcP1oEAUhp5EcT2gQVyPokDXi55E16OmQfYopECkMJ5E\nZmacQQrXo0B7lJ5EuB6jQY/CpUDNNJ5EAACgQSlcp0ApNJ5EXI+cQdejqEAAOJ5EKVyZQXE9\nqkBcN55EexScQUjhqkBSEJ5E4XqYQeF6rEDDFZ5EKVydQY/CrUBcz51EcT2aQSlcr0C4zp1E\nAACaQYXrsUAzo51EMzO3QVyPukAz+5tEMzOXQR+Fs0ApnJ1EFK6zQQrXu0Bx/ZtEMzN/QT0K\nr0C4xp5EAAB4QexRsEDDzZ5EPQpzQYXrsUDhwp5Erkd1Qc3MtEAzg55ECtdzQT0Kt0BSYJ5E\n7FFsQexRuECkaJ5EcT1yQa5HuUB7PJ5EZmZyQQrXu0CFC55EcT1+QY/CvUCFs51EUriCQT0K\nv0BxfZ1EFK6bQVK4xkD2CJxEMzNrQaRwvUDsEZ5EpHBxQWZmvkDX451E9ihkQVK4vkBmFp5E\nPQprQQAAwEDh4p1EexRmQZqZwUCk2J1EKVxfQTMzw0Dh2p1E9ihkQQrXw0AKt51EAABsQbge\nxUCFe51EheuNQc3MzEA9EpxErkddQaRwxUCPup1EZmY+QUjhwkAfdZ5EXI9KQc3MxEBcF55E\nZmZWQVK4xkDDvZ1EpHA5QeF6xECPap5ErkdFQWZmxkAAEJ5E9igwQaRwxUD2gJ5E7FEsQSlc\nx0AfbZ5EZmYmQcP1yEAza55EKVwfQVyPykBScJ5EzcwcQeF6zEAzU55EuB4ZQVK4zkBmPp5E\n9igcQT0Kz0BmJp5EKVwXQcP10ECPGp5EAADAQJqZyUApnJ9Ew/UQQXE90kDXG55EcT2yQEjh\nykCaoZ9E7FHIQLgezUAzS59EFK6nQOF6zEAzm59E9igMQVK41kBx3Z1Ej8KFQPYozEBS8J9E\nj8KNQM3MzECk0J9E7FGAQHsUzkAf1Z9EUriGQK5H0UCFi59EKVyPQHE90kAAaJ9EH4VrQFyP\n0kBxnZ9ErkdhQOF61EBSgJ9EpHBNQGZm1kAKd59EPQqXQEjh2kB7tJ5ErkepQM3M3EA9ap5E\n7FFoQHE92kBmDp9ErkeBQHsU3kBmpp5Ew/WIQD0K30AKh55EH4VrQBSu30CPop5Ej8JlQHE9\n4kApfJ5EuB7VQArX60BI6ZxErkdRQArX40A9cp5Ej8K1QGZm7kBSAJ1EpHCtQOxR8EAf7ZxE\nheuhQHE98kAK55xEFK6fQM3M9EA9upxEj8K9QAAA+EB7PJxEheuRQHsU9kAUvpxE7FGgQBSu\n90CPgpxECtejQEjh+kBxPZxEZmaWQOF6/EAKP5xE16OIQHsU/kBIQZxEFK53QClc/0DsQZxE\n9ihcQOF6AEHNRJxErkdBQK5HAUFmRpxEPQonQIXrAUEASJxEzcwMQFK4AkGuR5xECtfjPx+F\nA0GaSZxE9ii+Qc3MnECuD59Ej8KxQfYonEBxjZ9EuB6xQWZmnkAza59EH4WvQQAAoEAUVp9E\nj8KvQVyPokC4Jp9E9iisQQrXo0BxLZ9EAACqQY/CpUBcH59Ej8KrQdejqEA92p5EZmaoQYXr\nqUDD3Z5EAACoQfYorEBmtp5E7FGkQY/CrUAUvp5EMzOnQWZmrkBxlZ5EheulQdejsECaeZ5E\nAACiQYXrsUAphJ5EKVylQVyPskBxVZ5ECtejQc3MtEBxPZ5EH4WnQY/CtUCkCJ5E9iisQT0K\nt0AKx51EAACkQT0Kt0AfDZ5EPQqnQQAAuEDs4Z1Ej8LJQYXrwUDs8ZtE9iieQQAAuECPMp5E\n16OgQdejuECuD55E9iiaQa5HuUAUPp5EuB6dQXE9ukCFE55EmpmZQR+Fu0AAGJ5EcT2cQVK4\nvkApxJ1EAAC8QQAAyEAA+JtE16OWQRSuv0Bm5p1EPQqZQexRwEAzw51EzcyYQUjhwkBSmJ1E\nMzO1QTMzy0CP+ptEexSWQeF6xEBSkJ1EFK6HQVyPwkB7NJ5EZmZ6QYXrwUAAoJ5EmpmDQQrX\nw0CaQZ5EAAB8Qc3MxEBxZZ5EzcyAQQAAyEApDJ5EheuDQcP1yEDD3Z1E7FF0QdejyEAAQJ5E\n16NsQYXryUCaSZ5EAAB0QaRwzUAz451ESOF6QVK4zkAKr51ECteZQRSu10BmBpxE7FFsQVK4\nzkDN7J1EpHBlQexR0ED28J1EuB6TQVyP2kD2CJxErkdhQXE90kAA4J1EH4VTQVyP0kAAGJ5E\nmpldQfYo1EAzy51ErkdJQR+F00BxNZ5EmpkxQYXr0UBIuZ5EUrgqQR+F00AUvp5Ej8IlQbge\n1UAzs55E4XooQY/C1UBmnp5E4XokQSlc10AfjZ5ESOEiQYXr2UD2aJ5E16MgQfYo3ECkSJ5E\nPQonQbge3UBcF55EZmYiQT0K30CPCp5EFK4bQexR4EDNDJ5EexQWQYXr4UAACJ5EhevhQHsU\n3kCP+p5EMzMPQR+F40CFC55EZmbWQBSu30C49p5ECtfLQK5H4UC47p5EH4UHQSlc50Ap5J1E\n7FGIQI/C3UCayZ9EuB6dQHE94kDDRZ9EexR+QHE94kApjJ9EXI+KQDMz40AKX59EPQpnQB+F\n40BIiZ9ECtdTQKRw5UBcf59Ej8KVQJqZ6UAUzp5EuB51QJqZ6UCaCZ9EcT2SQArX60BIqZ5E\nUriOQGZm7kAfhZ5E4XqEQAAA8EApfJ5EFK53QIXr8UApbJ5Ew/XAQB+F+0CFG51EFK63QKRw\n/UAfDZ1Ew/WwQClc/0Ap9JxECterQMP1AEEz05xEMzObQKRwAUGF45xEheupQHE9AkHDpZxE\n9ijEQB+FA0GuN5xEzcykQClcA0HDhZxEexS2QOxRBEF7PJxE4XqUQAAABEHXk5xEheupQLge\nBUGaOZxE9iiMQMP1BEFSgJxE4XqcQIXrBUE9OpxEUriOQFyPBkHDPZxErkeBQClcB0GuP5xE\nFK5nQPYoCEHsQZxEexROQMP1CEHsQZxEMzMzQJqZCUHhQpxEw/UYQGZmCkHNRJxE9ij8PzMz\nC0G4RpxEFK7HPwAADEFcR5xEexS8QTMzq0BmHp9EheuzQR+Fq0CPYp9EMzO5Qc3MrEA9Gp9E\nmpm/QWZmrkCPwp5EZmayQaRwrUDNTJ9Ew/WuQVK4rkCkUJ9E4XqwQZqZsUCuD59EZmauQTMz\ns0BIAZ9EpHCvQXsUtkDDxZ5EpHCrQSlct0Ca0Z5EzcysQYXruUA9kp5EuB6pQR+Fu0D2mJ5E\nFK6lQc3MvEDNnJ5EUrimQSlcv0D2YJ5EXI+oQQAAwEC4Rp5ErkelQZqZwUBSSJ5EMzOnQYXr\nwUB7LJ5EheuhQUjhwkCPSp5EXI+eQeF6xEDNTJ5EKVydQVK4xkCuL55E4XqaQexRyEAzK55E\nAACYQYXryUCkIJ5EAACWQQrXy0AAEJ5EUriYQeF6zEBS6J1EzcyUQXsUzkA98p1EZmaWQcP1\n0EAprJ1EFK6lQaRw1UAfzZxEPQqTQVyP0kDDrZ1EzcyWQR+F00C4dp1EheulQQAA2EDsmZxE\nzcywQTMz20A9+ptEmpmJQXE90kCaCZ5EH4WPQQrX00CFs51EH4WTQbge1UBSeJ1EH4WtQc3M\n3EDh+ptESOGIQeF61EAf5Z1EAACqQWZm3kDN/JtEheuFQXsU1kCa4Z1ESOF6QY/C1UBcL55E\nexSCQSlc10CP6p1ECtdzQSlc10BxNZ5EH4V3QQAA2ECaGZ5EAAB0QYXr2UDXA55ESOF+QR+F\n20CPsp1Ew/VwQQrX20Az651EuB55Qbge3UBxrZ1EMzN/QXsU3kCkgJ1EexRqQaRw3UBc751E\n16N4QRSu30DsgZ1ErkdxQcP14ECkiJ1EexSSQa5H6UCkCJxECtdfQcP14ECF251ESOFOQdej\n4EDhKp5EAABAQdej4EDNbJ5EzcwsQQAA4EC4zp5Ej8ItQUjh4kBcl55EZmYmQfYo5EBcn55E\nw/UkQWZm5kDseZ5EmpkhQdej6EAzY55EhesdQVyP6kCuT55E9iggQUjh6kDDPZ5Ew/UcQbge\n7UAfJZ5ErkcVQXsU7kBSMJ5EcT0aQT0K70BICZ5EXI8SQexR8EAzE55EzcwMQYXr8UAKD55E\nhesRQaRw9UDNtJ1ErkexQI/C7UBISZ9Ej8LFQBSu70Cu955EFK6nQBSu70AUPp9EPQr/QHE9\n+kDDrZ1E4XoEQTMz+0AKh51EAACIQIXr8UCaWZ9EFK6nQM3M9ECa2Z5Ew/WAQArX80ApRJ9E\n7FGgQFK49kDDxZ5E4XqUQOxR+EAzw55E16NwQOxR+EDhAp9EPQqXQDMz+0DDhZ5EMzOLQM3M\n/EAzg55EFK6HQClc/0BmXp5EXI/SQNejBEFc95xEXI/iQKRwBUFmtpxEhesBQT0KB0HDLZxE\nhevJQI/CBUEf5ZxECte7QGZmBkHX65xEuB6tQD0KB0Hh8pxE16OoQPYoCEEA0JxEKVynQJqZ\nCUEKn5xEpHCdQFyPCkEzk5xEj8KlQOF6DEFIOZxE7FGYQLgeDUHhOpxEMzOLQIXrDUHXO5xE\nH4V7QFK4DkHNPJxErkdhQB+FD0EUPpxEZmZGQPYoEEGkQJxE9igsQMP1EEGaQZxErkcRQI/C\nEUHhQpxEzczsP1yPEkF7RJxE7FG4PzMzE0EURpxEw/XAQc3MvEDsyZ5EKVy7QaRwvUAp7J5E\nmpmzQY/CvUCPKp9EheuzQexRwEDs+Z5EFK6vQZqZwUBICZ9ECtexQeF6xEAKv55ECtetQY/C\nxUCPyp5EexSqQT0Kx0CP0p5ErkerQYXryUAflZ5Ej8KnQTMzy0CPmp5EzcyoQXsUzkAUXp5E\nexSkQT0Kz0DXc55EexSmQRSuz0CuV55ErkejQa5H0UCPUp5EZmagQUjh0kAUTp5EuB6dQeF6\n1EC4Tp5E7FGaQXsU1kDsSZ5EZmaaQexR2ECPGp5EFK6XQXE92kAzE55ECteXQc3M3EA94p1E\nheuTQXsU3kDX651EpHCRQRSu30Ds4Z1EexSUQdej4EDhup1EpHCNQcP14EBx7Z1EH4WPQZqZ\n4UBcz51EcT2OQQrX40CPsp1E16OSQbge5UDscZ1E9iisQc3M7ECP+ptEw/WIQc3M5ED20J1E\nFK6DQY/C5UCu751ErkelQQAA8EAU/ptEcT16QXsU5kA9Ip5EZmaAQT0K50Ck8J1EMzN3QQAA\n6EBICZ5EPQqBQYXr6UCut51ESOF+QQrX60Bcn51EPQqbQeF69ECPApxEw/V4QaRw7UDXm51E\nH4WXQXsU9kDDBZxEj8JlQbge7UAz+51EhetpQY/C7UB73J1EhethQT0K70Ck6J1EmpldQcP1\n8ED22J1E16NQQa5H8UAzC55EKVxXQXE98kBS2J1ESOFCQZqZ8UApRJ5EKVxLQUjh8kDhAp5E\nmpktQdej8EC4tp5Erkc9QTMz80AUPp5E9igsQUjh8kBSkJ5EH4UrQaRw9UB7ZJ5E4XokQVK4\n9kDhap5EexQuQexR+ED2IJ5EzcwgQdej+EC4Vp5Ew/UkQZqZ+UAUNp5EFK4rQVyP+kDsAZ5E\nw/UYQYXr+UDsYZ5EpHAdQUjh+kAKP55EuB4ZQc3M/EBcL55EuB4ZQSlc/0AU/p1EmpkRQexR\nAEEKB55EKVwfQaRwAUEzm51EZmYaQWZmAkFSkJ1EpHBJQVK4BkEzG5xEMzMTQT0KA0FxlZ1E\nXI9CQSlcB0FxHZxE4XoMQQrXA0H2mJ1EZmYGQdejBEG4lp1Ew/UMQa5HBUGaYZ1EAAAAQaRw\nBUHDlZ1EFK4HQXsUBkEAWJ1EMzPzQHsUBkEKl51EmpkBQUjhBkEUVp1EMzOrQPYoBEEUhp5E\nKVz3QBSuB0HhUp1E16OYQNejBEFmnp5E16OQQJqZBUGFi55EH4XjQJqZCUGPOp1Ej8LVQHE9\nCkEUPp1EFK4XQMP1BEFSQJ9ErkfJQD0KC0EUPp1EpHDdQAAADEGP6pxE16PQQM3MDEFI6ZxE\nzczcQKRwDUEKt5xE9ijEQJqZDUEA6JxE7FHQQHE9DkFmtpxEFK63QGZmDkFc55xEZmbGQDMz\nD0E9qpxEpHC1QBSuD0GPupxE7FGoQOF6EEEzu5xEUri2QLgeEUEKf5xESOG6QEjhEkEAOJxE\nexSuQBSuE0FcN5xE16OgQOxRFEH2OJxEMzOTQLgeFUHsOZxEexSGQIXrFUHXO5xErkdxQFK4\nFkHDPZxEPQpXQB+FF0EUPpxEzcw8QPYoGEEUPpxEXI8iQMP1GEFcP5xEPQoHQI/CGUGPQpxE\nmpnZP2ZmGkGFQ5xECtejPzMzG0EURpxESOHUQdej0ECP+p1EKVzXQa5H0UD22J1EuB7RQYXr\n0UBIAZ5ESOHOQQrX00Ap9J1ESOHKQbge1UDD/Z1EZmbQQVK41kDssZ1Ezcy6QR+F00CksJ5E\nZmbAQc3M1EA9Yp5EFK67QXsU1kAKd55ESOGyQXsU1kBxxZ5EPQqvQSlc10C4zp5E16OwQXE9\n2kDXi55E9ii2QXsU3kDsEZ5ESOG6QSlc30Cuz51Ew/WoQc3M3EBmnp5EpHCtQXsU3kC4Xp5E\nPQqnQVK43kB7jJ5EexSmQcP14EDNbJ5EUriiQVyP4kBmbp5EcT2gQfYo5EAfZZ5EXI+eQXsU\n5kBcT55E9iigQWZm5kBSOJ5EXI+cQQAA6EBmPp5EXI+eQdej6EDsIZ5EPQqbQYXr6UBmJp5E\nPQqXQTMz60CaMZ5E9iiaQfYo7EApBJ5Ew/WWQY/C7UApBJ5Ej8KTQSlc70ApBJ5ESOGWQexR\n8EBm1p1Ew/WSQZqZ8UD24J1EAACWQVyP8kAptJ1EUriSQQrX80DDtZ1EZmaSQWZm9kCPip1E\nFK6tQVK4/kA9+ptEMzOPQQAA+EA9ip1EMzORQdej+EBxbZ1E7FGqQfYoAEGP+ptErkePQVyP\n+kDsWZ1EzcymQc3MAEFx/ZtE9iiMQfYo/EBSWJ1EpHCjQZqZAUEU/ptEAACGQc3M/EDhgp1E\nAACgQWZmAkEAAJxEzcyAQY/C/UCaoZ1EMzODQWZm/kBxfZ1E16OcQTMzA0H2AJxEPQp7QT0K\n/0A9op1EZmaAQQAAAEG4dp1ErkeZQQAABEGaAZxEj8JlQWZm/kA9Ep5E7FFwQQAAAEE9wp1E\nMzNfQRSu/0DXE55EH4VbQcP1AEEK/51EcT1aQXsUAkFS2J1EKVxTQVK4AkHX251EuB5NQR+F\nA0E92p1EuB41QUjhAkE9Yp5EKVxHQeF6BEHD1Z1EMzMvQRSuA0GuX55EpHA9Qc3MBEHs8Z1E\nSOEuQcP1BEFSMJ5EuB4pQY/CBUEpLJ5EPQonQUjhBkGFC55EKVwfQR+FB0HDFZ5EFK4XQfYo\nCEGuH55EcT0eQc3MCEEp7J1ESOEWQaRwCUEf9Z1EFK4TQWZmCkGF251ECtcXQfYoDEFSiJ1E\nXI8GQQAADEG43p1EAAAMQeF6DEHXs51Ej8IRQcP1DEEUhp1EPQoDQcP1DEEAyJ1EmpkBQXE9\nDkFSoJ1EhesJQUjhDkFmXp1EexQyQVK4EkHNHJxEXI9iQNejCEGkuJ9EexT2QEjhDkE9op1E\n7FHwQAAAEEEUhp1EexT+QNejEEEKT51E16NgQClcC0FIWZ9EuB7dQIXrEUEpbJ1EMzPrQFyP\nEkGPMp1Empk5QMP1DEF7RJ9EexQeQI/CDUHsSZ9EKVzPP4/CDUEKh59EuB6lP1yPDkFSgJ9E\n9ijMQFyPFkFc35xEuB7VQOF6GEHDhZxEw/XIQK5HGUGagZxE4XrcQHE9GkH2MJxEj8K9QHE9\nGkGPepxEUrjOQD0KG0GFM5xErkfBQArXG0EfNZxE9ii0QNejHEFxNZxEPQqnQK5HHUEUNpxE\nw/WYQHsUHkGPOpxE4XqMQEjhHkH2OJxEexR+QBSuH0GPOpxEMzNjQOxRIEF7PJxEw/VIQLge\nIUHNPJxEUrguQIXrIUFxPZxECtcTQFK4IkGuP5xEMzPzPylcI0H2QJxEpHC9P/YoJEE9QpxE\nw/WIP8P1JEHXQ5xE16PUQRSu30BICZ5ErkfZQdej4EDsyZ1EKVzRQa5H4UCaCZ5ErkfPQUjh\n4kCP+p1EPQrHQTMz40AKP55EZmbAQfYo5EDDbZ5EFK67Qbge5UCPgp5EXI+4QVK45kCPgp5E\n9ii8QRSu50CkUJ5EexS0QQAA6EAplJ5EXI+wQa5H6UBSmJ5EH4W5QQrX60CFG55Ew/W2QaRw\n7UCaEZ5EPQqzQVK47kDXG55EPQq1QSlc70Cu/51EcT2qQVK47kDhap5EAACmQQAA8EDseZ5E\nuB6lQXE98kCaWZ5EAACiQQrX80AAWJ5EzcygQY/C9UCFO55EcT2eQRSu90CaMZ5EheuTQT0K\n90D2mJ5ESOGQQdej+EBcl55EAACcQQrX+0Bm9p1ErkeVQeF6/ECkKJ5EXI+OQc3M/EApXJ5E\nj8KTQeF6AEHs4Z1EZmaWQc3MAEGFu51E4XqQQa5HAUHh4p1E16OMQYXrAUEp7J1EAACSQVK4\nAkHDnZ1EzcyuQT0KB0EK95tEj8KPQRSuA0EKj51EpHCNQeF6BEH2gJ1EheunQdejCEE9+ptE\nSOGKQaRwBUGud51E9iiMQZqZBUF7ZJ1EXI+kQaRwCUHh+ptE4XqGQYXrBUGaiZ1EuB6hQXsU\nCkEp/JtEFK6DQUjhBkGPgp1EMzOBQRSuB0EAeJ1EpHCJQcP1CEEf/ZxEcT2OQY/CCUEftZxE\ncT2aQRSuC0GkAJxEj8JtQSlcB0E94p1EUrhmQfYoCEEK551E7FFkQbgeCUH2yJ1ECtdbQY/C\nCUFS2J1EH4VXQVK4CkFIyZ1ErkddQTMzC0EfnZ1EhetNQTMzC0FI4Z1ECtdXQQAADEEUlp1E\nCtdDQRSuC0G4/p1Ehes9QeF6DEEz+51EH4UzQc3MDEE9Gp5EMzMrQaRwDUFIKZ5EMzMvQY/C\nDUE9Cp5EcT0qQVK4DkEK/51ECtcjQR+FD0Gu/51EexQuQexREEGur51EXI8iQdejEEGk2J1E\nj8IxQXsUEkH2YJ1ESOEaQa5HEUHh4p1EFK4TQYXrEUH26J1EFK4LQVyPEkG49p1EAAAQQT0K\nE0GF051Ej8IVQR+FE0Fmpp1EMzMHQR+FE0EA6J1E4XoAQexRFEGP6p1EFK4DQdejFEH20J1E\n9igEQYXrFUGamZ1E9ihsQOF6EEHhsp9E9ij0QGZmFkFct51EZmZWQK5HEUEfrZ9EexTmQD0K\nF0HNvJ1Ej8JlQEjhEkHNXJ9EhetRQArXE0GFU59ECtfTQGZmGkHNbJ1Ehev5QPYoHEH20JxE\n16MMQY/CHUGkUJxE7FEIQM3MFEGFg59EPQr3P4/CFUHNbJ9E9ii8P2ZmFkHDdZ9EZmaGPz0K\nF0HXe59E16PAQIXrIUEffZxEXI/SQFK4IkE9MpxEzczEQB+FI0EfNZxEZma2QPYoJEGFO5xE\nMzOrQLgeJUF7NJxEpHCdQI/CJUG4NpxEAACQQFyPJkGkOJxEMzODQClcJ0GuN5xEH4VrQPYo\nKEE9OpxErkdRQMP1KEGPOpxEZmY2QJqZKUEfPZxE9igcQGZmKkFxPZxEhesBQDMzK0FmPpxE\nexTOPwrXK0GkQJxEmpmZP9ejLEFIQZxEuB5FP6RwLUGFQ5xEmpnXQc3M7ECu951EPQrTQXsU\n7kCaCZ5EexTQQRSu70DDBZ5EMzPPQYXr8UDN5J1EKVzPQeF69EAUtp1E7FHIQc3M9EDh6p1E\nrkfLQY/C9UCawZ1Erke9QeF69EAKV55EXI/EQdej+EBxxZ1ESOG6Qdej+EBcH55EAAC+Qa5H\n+UAz851EUrjCQVyP+kDssZ1Ej8K3QXE9+kBmHp5Ew/XAQeF6/EAfnZ1Ezcy2QeF6/EDD/Z1E\n7FGuQeF6/EAASJ5EUriyQY/C/UDsCZ5EZmaqQY/C/UCPUp5EKVynQSlc/0BSUJ5EFK6lQdej\nAEE9Op5E4XqqQa5HAUFm9p1ECtehQa5HAUF7RJ5EH4WfQXE9AkEKN55EH4WVQXsUAkFImZ5E\nexScQUjhAkEzO55E7FGSQUjhAkFImZ5EMzONQTMzA0EUtp5EheuJQQAABEGut55EzcyMQZqZ\nBUEKX55EheuRQRSuB0Ef5Z1EPQqDQVK4BkE9kp5E4XqOQexRCEGa6Z1EexSAQR+FB0Fmjp5E\nAACCQcP1CEGFQ55EMzN/QYXrCUFcN55EpHCLQRSuC0GkiJ1Ej8J5QVK4CkFIMZ5Ej8KHQeF6\nDEEKj51E16OEQa5HDUHNjJ1EH4WBQYXrDUEpjJ1EMzN/QT0KD0GkeJ1E7FGGQQAAEEGFE51E\n9iiEQcP1EEHhAp1EH4VnQRSuD0FIyZ1E16N8Qa5HEUHsKZ1ECteBQYXrEUEp9JxEj8JdQfYo\nEEGF451ErkdhQY/CEUEAmJ1ESOFaQVyPEkFSmJ1EFK5jQTMzE0F7VJ1EzcxMQVyPEkEz051E\n4XpYQR+FE0FIeZ1EMzNjQeF6FEFcJ51EFK4/QUjhEkFmBp5EMzNDQTMzE0Hh6p1EpHA9QQAA\nFEEK551ErkcxQfYoFEEzE55EKVw/QaRwFUFmpp1EPQorQcP1FEHhEp5EH4U3QXsUFkHssZ1E\nexQmQYXrFUEACJ5E16MwQVK4FkHDtZ1EZmYqQR+FF0HXs51EuB41QeF6GEGkYJ1EuB4hQQAA\nGEHXy51EPQovQa5HGUFmXp1EpHARQQAAGEFxFZ5Ew/UMQcP1GEEUBp5EzcwUQZqZGUFcx51E\nexQKQXsUGkHh6p1Ew/UAQVyPGkGkAJ5EhesBQQAAHEHDxZ1EmpkFQexRHEFIqZ1EH4V7QD0K\nF0Fmrp9EXI9iQArXF0Gur59EMzP7QHE9HkHhgp1EcT0aQClcF0EKD6BE7FF4QJqZGUFIUZ9E\nPQpXQHE9GkEzY59EuB5FQD0KG0HNVJ9EUrjWQNejIEEze51E4XqUP6RwGUEUHqBE9ij8PwAA\nHEE9gp9E4XoUQNejHEHXU59E16PQP83MHEF7fJ9EpHCdP5qZHUEUfp9ErkdhP2ZmHkGaeZ9E\nexSOP1K4HkE9Wp9EzcykQOxRLEHXM5xEFK6XQLgeLUF7NJxEXI+KQIXrLUHDNZxEcT16QFyP\nLkFcN5xEAABgQClcL0EAOJxE4XpEQPYoMEGFO5xEcT0qQMP1MEF7PJxEAAAQQJqZMUF7PJxE\nH4XrP2ZmMkEfPZxEPQq3PzMzM0G4PpxErkeBPwAANEFcP5xEPQoXP83MNEGaQZxEj8LbQWZm\n/kDXq51EXI/OQaRw/UBxNZ5EexTQQY/C/UCuH55EexTKQVK4/kDDRZ5ECtfPQa5HAUH2yJ1E\nrkfPQWZmAkEfpZ1EMzPRQVyPAkHhip1EXI/CQYXrAUH2KJ5EuB7FQXE9AkFxBZ5E16O+QVK4\nAkE9Mp5EH4W9QRSuA0EfFZ5EAADAQQAABEGP8p1ECte5QexRBEEzG55EhevBQVK4BkEpfJ1E\npHDfQVyPCkFx3ZtE16O0QXsUBkGPCp5EmpmtQWZmBkEAQJ5ErkexQUjhBkEpDJ5Ew/W6QfYo\nCEHhgp1EUrjYQfYoDEG43ptEpHCvQQrXB0Ga+Z1EMzPVQcP1DEGa4ZtEAACsQdejCEHX+51E\nH4WnQbgeCUFxDZ5EcT3OQVyPDkF75JtEcT2kQYXrCUG4Dp5EFK6bQYXrCUGFW55E16OSQYXr\nCUFSsJ5EuB6PQVyPCkHDtZ5EheuLQSlcC0EUtp5EzcyIQfYoDEEftZ5E4XqOQcP1DEHsYZ5E\nFK6FQcP1DEHNtJ5EheuHQa5HDUHXk55Ej8KRQVK4DkF7BJ5E16OEQYXrDUEflZ5EpHCBQVK4\nDkFmlp5EmpmBQQAAEEFxZZ5E4Xp8Qc3MEEGuZ55E16N8QYXrEUEKN55EUrh2QVK4EkEpNJ5E\n7FFwQR+FE0F7NJ5EcT1+QdejFEHNzJ1E9ih4QaRwFUE9yp1Ew/V8QT0KF0FxdZ1EXI+CQRSu\nF0GuN51EKVyXQT0KG0Fm/ptEKVyDQbgeGUEz+5xE9iiUQQrXG0HN/JtEzcx4Qa5HGUEzM51E\nUriAQXsUGkFI8ZxEXI+QQdejHEGkAJxEPQpnQa5HGUH2iJ1Ew/VgQXsUGkFmhp1EKVxXQVyP\nGkEKn51Ej8JpQQAAHEHsEZ1EuB5hQdejHEGPIp1E4XpUQcP1HEGPUp1ErkdZQa5HHUEfLZ1E\nexRCQdejHEEUrp1EhetRQYXrHUEpNJ1Ezcw8QaRwHUG4pp1EKVwzQXsUHkFxvZ1Ew/UsQVK4\nHkFxvZ1EXI8yQTMzH0E9kp1EAAA4QRSuH0EKZ51ECtcvQexRIEFxdZ1E16McQQAAIEGa2Z1E\nmpkpQbgeIUHXc51EAAAMQQrXH0HXK55EUrgGQdejIEEzI55EFK4DQY/CIUFSCJ5EH4VrQOF6\nHEHXG6BEhesBQUjhIkEp5J1Ej8JVQK5HHUEKF6BEhetxQDMzH0HNrJ9Ej8KFQArXH0HseZ9E\nmpkpQEjhHkHDDaBESOFqQOxRIEE9ip9E4XoUQBSuH0EACKBE7FH4P+xRIEFcB6BE7FE4QI/C\nIUHNjJ9EexTuP5qZIUEA4J9Ew/WIP5qZIUF7FKBEMzOTPz0KI0Gk2J9ECtejPx+FK0GFk55E\nFK4HQHE9LkEf7Z1E4XqsQBSuM0HhMpxEmpnZP0jhLkGa8Z1EFK6fQOF6NEGPMpxEcT2SQK5H\nNUF7NJxEuB6FQIXrNUEfNZxEAABwQFK4NkFxNZxEj8JVQB+FN0FmNpxEcT06QOxROEE9OpxE\nUrgeQMP1OEHDPZxEj8IFQI/COUHXO5xEPQrXP1yPOkEpPJxEXI+iPylcO0F7PJxE9ihcP/Yo\nPEHDPZxErkfhPs3MPEGuP5xEPQrRQT0KB0F7VJ5EmpnJQTMzB0EUjp5ECtfJQeF6CEFcX55E\nrkfFQbgeCUE9cp5EZmbIQaRwCUFcR55EUrjCQYXrCUGaaZ5EUrjEQXsUCkHDTZ5EZmbEQSlc\nC0FxJZ5EzczAQQAADEHhKp5EpHC/QcP1DEH2EJ5E4XrGQYXrDUG4rp1E4Xq8QYXrDUHDDZ5E\nCtfFQT0KD0GPip1E16PkQTMzE0Ez25tEexTEQQAAEEHDdZ1EMzPhQQrXE0HN3JtEAADEQa5H\nEUFSSJ1EhevdQc3MFEEp3JtEmpmhQY/CDUH2AJ9Ew/WeQVK4DkGa+Z5E7FGcQR+FD0FI8Z5E\nUriUQRSuD0GaMZ9EcT2SQeF6EEEAKJ9EAACQQaRwEUE9Gp9EXI+UQXsUEkGa2Z5E4XqaQUjh\nEkF7hJ5EpHCRQUjhEkGk2J5EPQqXQR+FE0Guh55EUriGQWZmEkHDRZ9ECteDQTMzE0HsQZ9E\nexSGQc3MFEHX855Ew/WCQZqZFUGF855EKVyJQVyPFkFmlp5EexSGQTMzF0EAmJ5EuB6DQQAA\nGEF7lJ5E4XqGQeF6GEHhYp5E4XqCQbgeGUGub55EPQp/QYXrGUHNbJ5EPQp3QVyPGkGkeJ5E\nhet5QUjhGkHXY55EAACAQSlcG0HDNZ5E16OGQexRHEHX051EFK5zQRSuG0HhYp5EZmZ2Qbge\nHUG4Hp5EFK5vQY/CHUGaIZ5Ehet1QXE9HkHh8p1ECtdvQT0KH0FS8J1EKVx3QRSuH0EAuJ1E\n7FF8QfYoIEGakZ1E7FFsQfYoIEE92p1EUrh2QcP1IEEpjJ1EH4VvQZqZIUHskZ1ErkdpQWZm\nIkGkkJ1EKVxjQTMzI0HNjJ1EZmZ2Qc3MJEGF+5xEKVyLQR+FJ0EfBZxErkdtQaRwJUGuD51E\nuB5xQY/CJUGP8pxEj8KHQexRKEGaCZxEZmZWQc3MJEHDjZ1EhetdQaRwJUEpVJ1EXI+EQbge\nKUEACJxEhetNQaRwJUHDnZ1E4XpcQQAAKEEz+5xEAABMQQrXJ0GkSJ1EZmZWQc3MKEFS+JxE\ncT1aQbgeKUE92pxEuB51QSlcK0E9CpxEXI9uQfYoLEHsCZxEAAA8QbgeKUGaYZ1ECtdnQcP1\nLEHhCpxEzcw0QY/CKUFSaJ1EUrhCQT0KK0Hh+pxEw/VgQY/CLUFxDZxEFK4jQZqZKUF7vJ1E\nMzMvQVK4KkH2YJ1EKVwTQZqZKUGPCp5EuB4NQWZmKkH2CJ5EmpkRQVK4KkFm5p1EUrieQHsU\nJkGPwp9EXI+SQFK4JkGPwp9EMzMDQfYoLEEz851Ew/VIQIXrJUHsSaBEj8JlQFyPJkGuD6BE\nXI8yQFK4JkEfRaBEUrhOQClcJ0EfDaBEpHB9QOF6KEFcr59Ej8JlQK5HKUEfrZ9E9ih8QI/C\nKUEAgJ9E7FEYQNejKEFSGKBECtdjQFyPKkEAgJ9E4XoEQJqZKUGuD6BEhetBQD0KK0HskZ9E\npHDdP2ZmKkE9CqBESOEqQArXK0Guj59EzcysPz0KK0HhCqBEmpmZP/YoLEEp7J9E7FE4P83M\nLEGa+Z9EH4UrP4XrLUEUzp9EXI+iP0jhLkEffZ9EZmYmP9ejMEHsaZ9Ew/WIP6RwNUHDlZ5E\nMzMzP3E9NkGFk55EKVzvP/YoOEEf9Z1ErkeZQFyPPkHsMZxECteLQClcP0F7NJxEexR+QPYo\nQEHXM5xEXI9iQMP1QEG4NpxEFK5HQJqZQUGkOJxEzcwsQGZmQkHhOpxEXI8SQDMzQ0GFO5xE\nKVzvPwAAREHNPJxE9ii8P9ejREEfPZxEw/WIP6RwRUEfPZxEw/UoP3E9RkHDPZxEAACAPj0K\nR0HDPZxEmpnRQZqZDUFIgZ5E7FHKQY/CDUGut55EAADIQVK4DkEprJ5EZmbGQRSuD0EUlp5E\ncT3EQeF6EEEAiJ5EmpnDQZqZEUGFY55E7FHEQUjhEkFmLp5EPQrBQRSuE0FcL55EFK7HQeF6\nFEHh0p1EuB69QexRFEGkOJ5Eheu9QZqZFUFSAJ5Ew/W6QWZmFkEf/Z1ESOG8QVK4FkHs4Z1E\nH4W5QR+FF0F75J1E7FG4QeF6GEEAyJ1EXI+6Qc3MGEFcp51EmpmZQZqZFUEfTZ9E9iiUQXsU\nFkFmbp9E16OWQWZmFkHhSp9EMzORQVK4FkHXa59EXI+SQfYoGEHXK59Ej8KPQcP1GEHDJZ9E\n16OIQbgeGUFcX59EH4WHQXE9GkHsQZ9EzcyEQT0KG0HXO59ECteJQRSuG0Ez855EzcyGQeF6\nHEFI8Z5EUriWQUjhHkFICZ5EheuDQa5HHUEf7Z5EPQqBQXsUHkHs6Z5EH4V7QUjhHkGF655E\nH4V3QQrXH0Ez255ECtdzQc3MIEFSyJ5Ezcx4QWZmIkEpdJ5E9ih0QTMzI0GuZ55EXI92Qdej\nJEEUJp5Ej8J1QYXrJUHX+51E9ihwQVK4JkEU9p1EUrhqQRSuJ0Gu751EzcxwQaRwKUFIkZ1E\nAABsQXE9KkF7hJ1ErkdxQVK4KkGFW51EmpmPQWZmLkG4/ptEKVxfQVyPKkGFs51EhetlQT0K\nK0GkgJ1Ej8JVQT0KK0Ezy51EexReQRSuK0GFi51ECtdXQeF6LEHhip1E9ihsQXE9LkEK75xE\nSOFOQbgeLUFmnp1Ej8JJQYXrLUHNlJ1EZmZSQVK4LkE9Up1EXI9OQRSuL0EfPZ1EXI92QTMz\nM0EKB5xEcT1KQdejMEEfLZ1EFK5vQQrXM0H2CJxErkdpQdejNEGkCJxEcT0+QXE9MkEUJp1E\nexRiQaRwNUEpDJxEhes1QUjhMkEpNJ1EUrg6QSlcM0FmDp1EH4VbQXE9NkF7DJxEpHAlQVK4\nMkHXg51E4Xo0QfYoNEHDDZ1EhesVQVK4MkEfzZ1EAACgQI/CLUG4xp9EMzNzQK5HLUEKL6BE\nj8JVQIXrLUGaOaBESOE6QFyPLkEUPqBEZmZ2QArXL0Fmxp9EH4UbQD0KL0GFS6BE9igMQAAA\nMEHhOqBE9ijcP9ejMEFmRqBESOEKQK5HMUGFC6BESOFKQEjhMkHsiZ9EPQqXP7geMUHsWaBE\n9igsQB+FM0HNlJ9EUrieP1yPMkFIIaBEPQpXPzMzM0HXI6BEMzMzP+xRNEF7BKBE16PwPq5H\nNUGk8J9EhetRP3sUPkEfjZ5Empn5PwAAQEEz851EcT3KP83MQEH28J1EpHCdP5qZQUGa6Z1E\nZmaOQD0KR0GPMpxErkeBQArXR0GPMpxEFK5nQNejSEHNNJxEMzNDQLgeSUEpTJxEpHAtQHsU\nSkE9QpxEMzMTQFK4SkF7RJxEhevxPx+FS0HXQ5xErkfBP+xRTEGkQJxE16OQP7geTUEfPZxE\nSOE6P4XrTUF7PJxECtejPlK4TkEfPZxEpHDPQRSuE0Hhqp5EUrjKQexRFEGuv55EH4XHQcP1\nFEEAwJ5EexTGQXsUFkFSqJ5EUrjCQVK4FkE9qp5EhevDQQAAGEHDbZ5EXI/GQeF6GEH2SJ5E\npHDDQbgeGUEASJ5Eheu/QYXrGUHXS55EpHC9QUjhGkGaQZ5EZmbAQTMzG0FSGJ5Ezcy8QQrX\nG0EUHp5EXI/mQa5HIUHD1ZtEheu7QcP1HEEf/Z1ESOGgQVyPGkHNTJ9E4Xq6QYXrHUEp5J1E\nexSeQSlcG0GuR59ErkebQfYoHEHhQp9EzcyUQeF6HEGPcp9E9iiSQa5HHUEza59EMzOPQXsU\nHkFIaZ9EpHCNQT0KH0HDVZ9EuB6HQSlcH0Hhgp9EPQqJQc3MIEGaOZ9ESOGCQbgeIUHDZZ9E\nCteFQZqZIUHhOp9EexR+QY/CIUGkcJ9EmpmHQT0KI0Ep9J5EXI+EQQrXI0E98p5EexSCQdej\nJEEA6J5Ej8J9QaRwJUH26J5EXI+EQXE9JkEUlp5Ezcx4QXE9JkGu355EKVxzQTMzJ0Gk2J5E\nCtd7QQrXJ0GPmp5EPQpvQQAAKEHsyZ5ECtd3QdejKEGkiJ5EexRyQaRwKUF7hJ5E9ihsQXE9\nKkGagZ5EZmZmQT0KK0HDfZ5EAACAQbgeLUHDvZ1EZmaCQaRwLUFImZ1EpHBdQRSuK0H2kJ5E\n4XpgQQrXK0Hhep5EFK5rQXsULkHD9Z1ESOFWQZqZLUHXY55EXI9mQUjhLkHN7J1E7FFQQWZm\nLkEfZZ5EuB5hQQrXL0Fx5Z1EmplhQbgeMUH2sJ1EKVxXQZqZMUEKz51EexReQXsUMkEzm51E\nmplRQWZmMkE9yp1EuB5RQRSuM0F7nJ1ECtdXQfYoNEEAaJ1EXI9KQeF6NEEfnZ1EZmZSQbge\nNUH2YJ1EcT1GQa5HNUFxjZ1E16N4QZqZOUEUBpxE4Xo8QY/CNUEAqJ1E9ihEQVyPNkGFa51E\ncT1KQT0KN0F7PJ1EzcxEQQrXN0F7NJ1EZmY+QdejOEHXM51EAABkQQAAPEHNDJxE9ig4QaRw\nOUHhMp1ErkehQJqZMUH2MKBEUriWQGZmMkGPKqBEMzOLQDMzM0FSKKBEFK5nQClcM0EfVaBE\npHB9QArXM0FIKaBE16NQQPYoNEHsUaBEj8JlQNejNEEAKKBEMzMzQM3MNEHNXKBEzcwcQJqZ\nNUH2WKBEpHAtQIXrNUFcN6BEuB4FQHE9NkGuV6BEUrjePz0KN0EzU6BEuB4VQAAAOEFmBqBE\npHCdPxSuN0EpZKBEj8J1P+F6OEFmVqBEcT0KP7geOUHXW6BE4XqUP3sUOkE9CqBEuB5FP0jh\nOkGPCqBEMzOTPx+FO0FI2Z9ECteDP9ejPEFmtp9E4Xq0P7gePUHNhJ9EXI/CPsP1PEHh2p9E\nH4XrPmZmQkGaAZ9EzcwcQI/CRUHD9Z1E7FEIQFyPRkGF651Ej8KtQPYoTEF7LJxE9ijcPylc\nR0HD7Z1EFK6fQM3MTEGkMJxEexSuP/YoSEGk6J1ESOGSQJqZTUGuL5xECteDP7geSUFS4J1E\nj8KFQGZmTkGkMJxEj8JlQEjhTkGaSZxE7FEIQIXrTUGP2pxEj8JFQB+FT0FmVpxEj8L1P0jh\nTkE9wpxEcT3qP+xRUEEUlpxEuB7lP5qZUUHXY5xEexTOP0jhUkHXQ5xEAACgPxSuU0HDPZxE\nmplZP+F6VEHNPJxEH4XrPq5HVUGFO5xEzcxMPXsUVkF7PJxE4XrWQcP1HEHsOZ5EH4XNQbge\nHUGkiJ5EcT3IQZqZHUHNpJ5EH4XHQVK4HkHhgp5EAADEQSlcH0Guh55EXI/GQRSuH0HXY55E\nUrjCQexRIEFxbZ5EmpnBQaRwIUFSUJ5EcT3EQY/CIUHhKp5ESOHKQVyPIkFcz51ESOHCQVK4\nIkH2EJ5EexTGQTMzI0F75J1EFK7JQc3MJEFxhZ1EUrjoQc3MKEHX05tEUri+QdejJEHs8Z1E\nPQrHQUjhJkEAUJ1ECtfhQWZmKkG41ptEexSgQT0KI0EKR59E9iikQR+FI0EfDZ9EPQqZQTMz\nI0EUfp9EPQqVQQrXI0HsiZ9E9iiQQexRJEHhop9Ej8KLQcP1JEHDtZ9EpHCJQY/CJUE9qp9E\n7FGIQUjhJkHNjJ9EzcyEQR+FJ0Ezk59EheuDQdejKEEzc59E4XqAQa5HKUEAeJ9E7FGGQSlc\nK0Ef9Z5Ew/WAQQrXK0FmFp9ErkeDQfYoLEEp9J5E16OAQcP1LEHX655EuB59QYXrLUF73J5E\nFK6BQWZmLkFmrp5EZmZ2QVyPLkEA4J5EFK5/QSlcL0Hhmp5EpHBxQR+FL0HD1Z5Ehet5QfYo\nMEFmlp5Ej8JlQQrXL0HN/J5E7FFsQexRMEHNzJ5EexRmQbgeMUHNzJ5EMzNvQY/CMUH2iJ5E\nexRqQVyPMkFcf55EH4VjQSlcM0FIgZ5EXI9eQexRNEFcd55EcT1WQc3MNEHDhZ5EuB5JQbge\nNUFIuZ5Ej8JlQSlcN0Gk4J1EpHBZQRSuN0FxDZ5Ew/VcQQAAOEGP8p1EKVxTQeF6OEEzC55E\nmplhQZqZOUFmnp1EuB5NQa5HOUE9Cp5EexRWQYXrOUFxxZ1EH4VPQVK4OkFmxp1EpHBFQeF6\nPEGPsp1E4XpAQaRwPUEKp51ESOE6QXE9PkGaoZ1EUrhCQUjhPkGFY51EpHA1QT0KP0FImZ1E\nhespQSlcP0FIwZ1EH4UvQQrXP0EflZ1EheshQQAAQEHDzZ1EexSeQIXrOUF7LKBEuB4dQcP1\nQEHswZ1EAAAkQZqZQUGFi51EXI+SQFK4OkFIKaBEw/V4QD0KO0H2UKBE4XpkQArXO0E9SqBE\nzcxMQNejPEGuR6BEMzNjQLgePUHXG6BEXI8iQMP1PEHNbKBEH4ULQJqZPUGaaaBEpHDdP3E9\nPkGPcqBEZmamP0jhPkE9eqBEKVyPPwAAQEEKX6BEPQpXP83MQEHXU6BEPQrXPqRwQUH2WKBE\nmpkZPzMzQ0G4DqBEmpn5P0jhTkFc751EcT3qP/YoUEGPyp1Ew/WoP9ejUEHs2Z1ErkfhP6Rw\nUUEUnp1E9ijcP0jhUkEfbZ1ESOHaP+xRVEGuN51EpHDdP4/CVUFx/ZxEexTuPx+FV0F7tJxE\n7FEIQKRwWUFmVpxEuB4VQI/CWUHhOpxEexTuP2ZmWkHNRJxEUri+PzMzW0GuP5xEKVyPP/Yo\nXEEzO5xESOE6P8P1XEGkOJxECtejPpqZXUH2OJxEAADOQTMzJ0Eza55EKVzTQQrXJ0GPIp5E\nKVzJQRSuJ0Guf55EmpnLQQAAKEH2YJ5ESOHKQbgeKUEUPp5E9ijMQWZmKkGu/51EAADGQUjh\nKkH2KJ5EhevFQQAALEHN/J1EH4XJQeF6LEEzy51ErkfBQdejLEGkEJ5Eheu9QaRwLUGPEp5E\npHDBQYXrLUFI4Z1EAAC+QVyPLkHN5J1EzczCQTMzL0GaoZ1EmpmfQRSuK0GFY59E7FGWQRSu\nK0GauZ9ESOGQQfYoLEEz259EMzOTQeF6LEHhup9EPQqNQc3MLEEf5Z9EZmaQQa5HLUHDtZ9E\n9iiMQY/CLUFxxZ9EexSKQVK4LkEKt59EZmaKQQAAMEEfhZ9EKVyHQdejMEEphJ9EZmaEQaRw\nMUGPgp9E16OCQWZmMkEUbp9EFK6BQR+FM0EKT59EexSAQeF6NEEAOJ9EUrh6Qa5HNUE9Mp9E\nPQqDQXsUNkEA4J5EFK5zQXsUNkGuN59EXI9+QQAAOEE9up5E4XqKQY/COUEfFZ5E16NsQQrX\nN0FSEJ9EzcxgQexROEFIOZ9EMzNbQbgeOUHNNJ9EXI9iQZqZOUHD/Z5ErkdpQXsUOkHXy55E\nmplVQYXrOUGuL59EKVxfQVyPOkFm5p5EZmZSQUjhOkH2GJ9E7FFMQRSuO0GuF59EexROQcP1\nPEEz255EUrhWQY/CPUHsmZ5ErkdZQYXrPUHDhZ5E4XpMQXsUPkGut55EH4VTQVK4PkHsgZ5E\npHBFQUjhPkF7vJ5EzcxIQeF6QEEzc55EXI9CQbgeQUEzc55EKVxXQUjhQkHX051ESOFOQR+F\nQ0HX451EZmZKQeF6REEf1Z1EMzNHQaRwRUEpvJ1EcT1CQWZmRkFIsZ1EexR6QTMzS0EAAJxE\nhes9QSlcR0GaoZ1E16NIQfYoSEFxTZ1EMzNzQQrXS0HsAZxEmpk1QQrXR0FSsJ1ESOFCQbge\nSUFSSJ1E7FFsQdejTEHXA5xE4XowQc3MSEFmpp1Ezcw8QYXrSUEfRZ1EmpllQaRwTUHNBJxE\nXI8iQcP1SEGk4J1E9ijcQJqZRUHDTZ9EpHAhQXsUSkFct51EexQmQVyPSkEzk51EexSeQAAA\nREGPEqBEFK7PQHE9RkFmTp9E7FGAQAAAREHsWaBEMzOTQM3MREEUDqBErkdhQOF6REFcZ6BE\nhetRQKRwRUHDVaBEPQonQI/CRUGPeqBEKVwPQFyPRkGaeaBEFK7nPzMzR0GkgKBEPQq3PwrX\nR0H2gKBE16OwP7geSUEUVqBESOF6P4/CSUFIWaBEXI+CPzMzS0HhIqBEUrgePwrXS0FxJaBE\nCtcjPuF6TEGuL6BE9ijcP+F6VEHhkp5E16PwP3sUVkGkSJ5EKVyvQJqZXUGFK5xE16PwP8P1\nWEHD3Z1ESOGiQGZmXkEAKJxEpHCVQDMzX0GPKpxEAACIQArXX0HNLJxEj8J1QNejYEHNLJxE\nSOFaQKRwYUEULpxEAABAQHE9YkFIMZxEMzMjQEjhYkFmNpxE7FH4PylcY0EpVJxEcT3KP/Yo\nZEEfTZxEzcysP65HZUHDNZxE16NwP3sUZkFxNZxEuB4FP0jhZkEKN5xErkfhPR+FZ0GkOJxE\npHDPQa5HMUGPAp5EpHDVQXsUMkGur51EcT3MQXsUMkHhAp5EcT3SQVK4MkGur51EexTOQSlc\nM0EfvZ1EFK7PQc3MNEGaeZ1EZmbMQZqZNUHseZ1EPQrrQZqZOUHDzZtEcT3KQVyPNkGPap1E\nrkfnQWZmOkGF05tEPQrHQSlcN0FIaZ1EFK7jQTMzO0G41ptESOGiQRSuM0GaOZ9E4XrgQQAA\nPEFx1ZtEAACWQTMzM0Ezw59EH4WPQR+FM0E98p9E9iiSQQrXM0EfzZ9EMzONQexRNEFc559E\nH4WLQa5HNUEz059ESOGIQXsUNkHNzJ9EZmaGQT0KN0Ezw59EheuHQTMzN0FxrZ9ECteFQQAA\nOEFmnp9E4XqCQc3MOEHhop9Ew/WEQWZmOkGaUZ9EH4WBQT0KO0HDVZ9E4Xp8QQrXO0FcV59E\nZmaCQeF6PEGPGp9EH4V7QcP1PEH2MJ9E4Xp0QZqZPUEKN59EZmZ6QXsUPkEzC59EcT2AQVyP\nPkEK355EUriIQcP1QEHhMp5EuB6PQYXrQUF71J1EmpmVQT0KQ0HNdJ1E7FFkQUjhPkE9Up9E\ncT16QeF6QEFSsJ5ECtdnQexRQEGaCZ9EAABcQdejQEHhMp9EexRiQbgeQUFxBZ9EexRWQaRw\nQUFSMJ9EzcxcQYXrQUFm/p5EKVxTQVyPQkEUFp9Ej8JZQT0KQ0EU5p5EZmZeQSlcQ0Ezw55E\nj8JNQSlcQ0GaEZ9ESOFOQdejREGa2Z5EZmZKQZqZRUGFy55EuB5FQWZmRkEzw55EPQo/QTMz\nR0Hhwp5EXI9KQaRwSUHsOZ5EMzNHQWZmSkHXI55EpHBRQTMzS0F71J1Ej8JJQQAATEG43p1E\n9iiEQbgeUUF7/JtESOFGQcP1TEGFw51EhetBQYXrTUFct51EhetNQUjhTkHhWp1ESOF6QVK4\nUkHD/ZtEFK47QVK4TkFmtp1EZmZWQWZmUkF7tJxEuB5tQexRVEE9ApxEUrgyQeF6UEFImZ1E\nexQ6Qa5HUUEKX51EexQqQbgeUUHhqp1ESOHiQKRwTUFSOJ9Ej8IpQWZmUkEze51EheuhQArX\nS0FSCKBEexSWQOF6TEFcB6BEXI9iQPYoTEFIaaBEUrhOQMP1TEFSYKBEUrguQJqZTUGkcKBE\npHANQHsUTkGPgqBEH4XrP1K4TkHsgaBECtfDPxSuT0GkeKBE4XqUP+xRUEEAeKBECteDP6Rw\nUUFcV6BE16MwP3E9UkGPUqBEPQqXPz0KU0HhEqBEuB6FP/YoVEGP8p9E9igcP83MVEH2+J9E\nexQuPqRwVUH2AKBE7FE4PkjhVkHNzJ9EXI/CP2ZmWkEU5p5EcT0KQClcW0FSkJ5EzczMQBSu\nY0FIIZxEPQq/QOF6ZEF7JJxEcT2yQK5HZUGFI5xEzcykQHsUZkFxJZxEPQqXQFK4ZkGuJ5xE\nmpmJQB+FZ0E9KpxEw/V4QOxRaEEzK5xEpHBdQLgeaUFxLZxEMzNDQIXraUEULpxEw/UoQFyP\nakEAMJxEUrgOQClca0EAMJxEw/XoP/YobEH2MJxEMzOzP8P1bEHsMZxEpHB9P4/CbUHXM5xE\n4XoUP2ZmbkEpNJxECtcjPjMzb0FmNpxE7FHOQXsUOkH2wJ1EFK7rQexRQEF7zJtE9ijoQcP1\nQEFcz5tE16PkQY/CQUFI0ZtEMzOjQWZmOkHNPJ9E7FGaQWZmOkFxjZ9EZmagQTMzO0GuN59E\nrkePQXsUOkFm/p9E4XqSQVyPOkGk0J9EUriOQTMzO0Ga2Z9EzcyKQQrXO0HN5J9EXI+MQfYo\nPEF7zJ9EMzOJQc3MPEEA0J9EheuHQYXrPUFxtZ9EpHCHQUjhPkGuj59EcT2GQQAAQEGFc59E\nzcyCQdejQEFSeJ9EZmaAQZqZQUFmbp9Empl5QXE9QkEfdZ9EpHB5QSlcQ0FSSJ9EhetxQfYo\nREGaUZ9EFK5vQbgeRUF7NJ9E16N0QaRwRUGuD59EexRmQZqZRUEfTZ9EH4VbQXsURkEfbZ9E\n4XpcQSlcR0FcN59EPQpXQfYoSEFIMZ9Ej8JRQcP1SEHsKZ9EhetNQYXrSUEAGJ9E16NUQVyP\nSkFx5Z5EKVxHQVK4SkHhGp9E7FFQQSlcS0EK155E16NMQexRTEGFw55ESOFGQbgeTUEKv55E\nj8JBQXsUTkEUtp5EhetJQVK4TkEAeJ5EAAA8QUjhTkGPsp5EMzNDQSlcT0GPep5EUrhOQexR\nUEE9Ip5EH4VPQY/CUUEz651ESOFOQT0KU0Guv51E9ihUQSlcU0EUlp1EzcyEQQrXV0Ga+ZtE\nAABIQRSuU0Ezw51EH4WBQdejWEHs+ZtESOFCQdejVEGauZ1EpHA9QaRwVUHssZ1Ew/U4QWZm\nVkGPop1EXI9uQT0KW0Gu/5tE9ihEQdejWEH2GJ1EZmZKQa5HWUEK55xEFK5nQRSuW0E9ApxE\nAAAwQfYoWEFxhZ1ESOE6Qa5HWUG4Lp1EcT0qQbgeWUFSgJ1E16M0QXsUWkFxLZ1EuB6VQIXr\nUUEpRKBEuB6lQFyPUkEfBaBEzcyEQGZmUkEfVaBEMzOLQFK4UkHXO6BEcT1qQD0KU0HhYqBE\npHBNQBSuU0HNbKBEj8I1QOxRVEEpbKBEhesRQM3MVEE9gqBE4Xr0P5qZVUE9gqBECtfDP3E9\nVkHhgqBEpHCdPzMzV0GkeKBEMzNzPwAAWEEza6BEFK4HP9ejWEGacaBEXI9CP8P1WEHhUqBE\nrkchP3sUWkE9MqBEAACAPkjhWkE9MqBEMzPzP/YoYEGk8J5EexTOP7geYUF75J5E4XrcQJqZ\naUG4HpxEZmbOQGZmakEzI5xEhevBQDMza0FIIZxEuB61QAAAbEGkIJxEKVynQM3MbEEzI5xE\nheuZQKRwbUHNJJxE4XqMQHE9bkEKJ5xEexR+QD0Kb0HsKZxEMzNjQArXb0EzK5xE7FFIQOF6\ncEHNLJxEKVwvQK5HcUGFK5xECtcTQHsUckEULpxEMzPzP0jhckEKL5xEUri+PxSuc0GuL5xE\nFK6HP+xRdEGFM5xEexQuP7gedUH2MJxEuB6FPoXrdUHhMpxEMzPtQTMzR0GayZtEmpnpQQAA\nSEEpzJtEAADmQc3MSEFS0JtEZmbiQZqZSUGF05tEw/WYQbgeQUHhsp9Ew/XeQWZmSkEf1ZtE\nPQqXQXsUQkHsoZ9ECteRQVyPQkGuv59EheuTQUjhQkGaoZ9ESOGOQSlcQ0HNvJ9EAACMQfYo\nREGauZ9EmpmLQa5HRUGPkp9EcT2OQZqZRUHNbJ9Ew/WIQXsURkHXi59EKVyFQVK4RkE9kp9E\nheuBQR+FR0Fcl59EKVyFQQAASEEUZp9EPQqHQaRwSUGuH59EzcyKQYXrSUGk6J5ECteHQVK4\nSkEU5p5EuB6PQQrXS0EpfJ5E4XqEQR+FS0Ga6Z5EmplxQT0KS0FmZp9EZmZmQSlcS0Ezi59E\nmpltQQrXS0FmVp9EZmZmQdejTEEfXZ9ESOFeQa5HTUEUZp9Ew/VUQY/CTUEzg59E4XpYQYXr\nTUGkaJ9EKVxXQT0KT0HsQZ9EcT1KQSlcT0FxdZ9E4XpUQfYoUEFIKZ9ECtdLQdejUEEzO59E\nH4VPQcP1UEGuH59EzcxIQY/CUUHhIp9EKVxPQR+FU0HswZ5EhetFQQAAVEHs2Z5ESOE+Qdej\nVEEA4J5Ej8JFQa5HVUGPqp5EFK5LQY/CVUHDfZ5EexRGQVyPVkEAeJ5Ew/VAQSlcV0EKb55E\nw/VQQdejWEHX851EcT1KQaRwWUEK951EMzNDQXsUWkGF+51EAABMQUjhWkGkuJ1EpHBFQRSu\nW0FIuZ1EKVw/QeF6XEG4tp1EUrg6Qa5HXUHsqZ1EpHBRQSlcX0Gu95xEpHBxQXsUYkFx/ZtE\nAABQQeF6YEFS0JxE7FE8QfYoYEEAOJ1EMzNDQc3MYEFIAZ1EXI9OQY/CYUFSqJxEmpm5QLge\nWUFS+J9EheuZQMP1WEEfRaBEexSuQIXrWUFx9Z9EKVyPQI/CWUEKP6BEcT2iQFyPWkHX859E\nH4WDQFyPWkEfPaBEZmaWQClcW0GP8p9E16NQQFyPWkGaeaBEFK5nQD0KW0GFS6BEmpk5QClc\nW0Fcd6BEZmYmQPYoXEFmbqBEcT0KQM3MXEFxdaBEFK7nP5qZXUE9cqBECtcTQGZmXkGaMaBE\nKVyvP3E9XkHseaBEMzMDQDMzX0H2IKBEw/WIPz0KX0H2cKBEhetRPwAAYEGuX6BEmpkZP8P1\nYEHhSqBEPQpXPo/CYUF7TKBE9ijcP/YoaEGa6Z5E7FHIQHE9ckF7HJxESOG6QD0Kc0FmHpxE\nj8KtQArXc0FcH5xEFK6fQNejdEHhIpxEXI+SQK5HdUEpJJxEuB6FQHsUdkEfJZxEuB5VQBSu\nd0H2KJxEmpk5QOF6eEGFK5xEAAAgQLgeeUHhKpxEuB4FQIXreUFxLZxEj8LVP1K4ekHDLZxE\nXI+iPx+Fe0HDLZxEmplZP+xRfEEKL5xErkfhPsP1fEGkMJxEAAAAAI/CfUF7NJxEpHDVQYXr\nRUEpPJ5EpHDPQdejSEH2CJ5EPQrHQc3MSEFSUJ5ESOHqQcP1UEHD1ZtE16PmQY/CUUGa4ZtE\n4XrkQVK4UkGk0JtErkfhQR+FU0Guz5tEzcyaQSlcS0FxhZ9EhevdQexRVEFmzptEH4WZQexR\nTEEza59Ej8KjQY/CTUGa2Z5E4XqUQc3MTEEKh59ESOGOQa5HTUFIqZ9EUriMQXsUTkF7nJ9E\npHCNQSlcT0EfZZ9ErkeLQexRUEG4Vp9EMzOPQc3MUEG4Hp9E9iiMQZqZUUFxHZ9EUriOQYXr\nUUGk+J5E16OIQWZmUkHhIp9EH4WFQT0KU0HsIZ9E16OGQeF6VEEp5J5EFK6BQcP1VEG4/p5E\nFK6DQa5HVUH24J5EcT1yQcP1VEFmTp9E4Xp4QaRwVUEAIJ9EUrhmQa5HVUFxdZ9EcT1yQXsU\nVkEAIJ9EZmZeQYXrVUHNhJ9EMzNTQXE9VkGaqZ9ECtdPQTMzV0EplJ9EKVxLQfYoWEEAiJ9E\nH4VLQaRwWUGuV59EFK5TQTMzW0Ez655EMzNTQeF6XEFcv55EexROQa5HXUFct55EXI9WQXsU\nXkEUdp5EPQpfQVK4XkHDNZ5E4XpQQVK4XkHNdJ5E9ihcQRSuX0EzG55EuB5pQc3MYEFSuJ1E\nzcxMQQrXX0GkYJ5EZmZWQeF6YEG4Fp5EMzOPQWZmZkFS8JtEexRSQaRwYUEKB55E7FFQQVK4\nYkEz451ECtdPQQrXY0G4tp1ECtdPQa5HZUF7hJ1Ew/VQQVK4ZkGaSZ1E4Xp8QWZmakFc95tE\nH4U7QXsUZkFmvp1Empl1QTMza0Ga+ZtESOFuQQrXa0GF+5tEhevJQK5HYUHXA6BEAABoQdej\nbEEf/ZtEFK6/QHsUYkHX+59EzcxgQaRwbUFIAZxECtezQFK4YkHh+p9E4XqUQFK4YkFmRqBE\n16OoQB+FY0Fm9p9EFK5TQT0Kb0HsAZxEKVyHQClcY0E9SqBEw/V4QPYoZEF7RKBErkdRQOF6\nZEGFY6BEMzNDQKRwZUEAUKBEKVwvQGZmZkFcR6BE9igcQDMzZ0HXO6BErkcxQBSuZ0GaEaBE\nXI9CQPYoaEFm7p9EFK4HQAAAaEEpNKBEuB7FP+F6aEEKT6BEMzOTP7geaUH2UKBEZmbmP3sU\nakHh+p9EMzMzP4/CaUE9WqBEpHC9PlyPakF7VKBEhesRP0jhakE9OqBEuB6FP8P1bEFIyZ9E\nj8J1Pc3MbEGkGKBEw/UoP4/CbUEAyJ9EzczsP8P1cEG49p5EuB7dQFyPekE9GpxEFK7PQClc\ne0GFG5xEXI/CQPYofEHXG5xEj8K1QMP1fEEpHJxEAACoQI/CfUHDHZxEzcyMQDMzf0HXI5xE\nAACAQAAAgEGPIpxEcT1KQFK4gEEKJ5xE16MwQLgegUEKJ5xEuB4VQB+FgUFIKZxEPQr3P4Xr\ngUFIKZxErkfBP+xRgkHhKpxEzcyMP9ejgkF7LJxEexQuPz0Kg0FxLZxEuB6FPqRwg0FcL5xE\nmpnfQVyPSkEKZ55EpHDbQTMzS0GFc55EUrjgQcP1TEGkAJ5ESOHQQfYoTEEprJ5EhevVQYXr\nTUGFO55E9ijWQexRUEFc351E4XrKQfYoUEHNVJ5ECtfDQeF6UEGFg55ECtfFQdejUEFSaJ5E\n16PCQaRwUUGkaJ5EPQrJQdejVEFxtZ1EH4XZQVK4VkEUzpxEKVzrQbgeWUF71JtEw/XGQZqZ\nVUHNpJ1E4XrWQRSuV0E9ypxE4XroQYXrWUEUzptEzczUQdejWEHNtJxEKVzlQUjhWkEzy5tE\n7FHSQZqZWUGkqJxEexTiQRSuW0E9yptEmpnBQeF6WEFmZp1EzczOQXE9WkGFq5xEMzPLQT0K\nW0FSsJxEuB7bQa5HXUEUzptEj8KZQZqZVUHsQZ9EexScQYXrVUH2IJ9EXI+WQWZmVkHhQp9E\nFK6PQVyPVkGkeJ9ECteNQR+FV0EUZp9EFK6LQexRWEEAWJ9Ew/WYQXE9WkEAmJ5EKVyPQXsU\nWkEU9p5EcT2UQUjhWkFcr55EH4WJQVyPWkF7HJ9EZmaMQUjhWkGP8p5EexSSQRSuW0EAoJ5E\nj8KFQTMzW0HDJZ9EexSIQc3MXEEf1Z5EXI9yQQrXW0FIgZ9EPQqDQa5HXUFI8Z5EZmZqQexR\nXEFmjp9E9ihgQc3MXEEfrZ9EPQpXQa5HXUGPwp9EFK5TQWZmXkHNrJ9EhetRQSlcX0HXi59E\n7FFMQfYoYEG4hp9EmplRQdejYEFSYJ9EhetZQa5HYUGaIZ9EhetNQZqZYUHNTJ9EH4VTQXsU\nYkHhIp9EH4VTQTMzY0GF855ESOFSQeF6ZEGayZ5ESOFSQY/CZUFImZ5EUrhSQT0KZ0HsaZ5E\nexRiQexRaEEf9Z1EFK5LQRSuZ0Gub55EZmZWQdejaEHDHZ5EUrh2QTMza0G4Jp1EmplFQeF6\naEFmbp5EpHBlQeF6bEFSSJ1EPQqJQfYocEFS8JtEH4VfQa5HbUEpRJ1EmpmFQcP1cEHs8ZtE\ncT2CQY/CcUGF85tEpHB9QWZmckG49ptESOF2QTMzc0EK95tE9ihwQQAAdEGu95tErkdpQc3M\ndEE9+ptEZmZiQZqZdUF7/JtEmpmxQFK4akGFC6BEj8KlQB+Fa0GaCaBEcT2aQOxRbEEUBqBE\nexROQQrXd0FIAZxE9ih8QOxRbEFmRqBEXI9iQMP1bEFISaBEMzODQI/CbUH2AKBE4XpAQaRw\neUHDBZxE7FFIQJqZbUEpTKBEXI8yQGZmbkGkSKBECtczQArXb0GFE6BECtcjQNejcEGPAqBE\nFK7HP+F6cEEpVKBEexQOQKRwcUEf/Z9ErkfBP4/CcUFSKKBEMzPzP2ZmckHD9Z9E16MQQEjh\nckFmxp9EKVyPP2ZmckHsKaBEMzMzPz0Kc0FSMKBEXI9CP+F6dEEf9Z9EexSuPq5HdUEz+59E\n7FGYP1yPdkGaiZ9EZmZmPx+Fd0EffZ9EhevxP7geeUH2+J5EKVzfQClcgUGkGJxEXI/SQI/C\ngUGuF5xEuB7FQPYogkFIGZxEFK63QFyPgkGPGpxE4Xo0QDMzhUFxJZxEmpkZQJqZhUG4JpxE\nAAAAQAAAhkFcJ5xEcT3KP2ZmhkGkKJxEPQqXP1K4hkGkKJxEXI9CP7geh0HhKpxEexSuPh+F\nh0HNLJxEpHDfQQAAUEEKl55EuB7fQbgeUUFScJ5EPQrdQXsUUkFSYJ5Ew/XQQY/CUUGa2Z5E\nw/XYQVK4UkF7bJ5EuB7RQUjhUkHXq55EZmbQQQAAVEGaiZ5E7FHWQc3MVEGkOJ5EUrjKQeF6\nVEHhqp5ErkfTQZqZVUEUNp5E7FHWQT0KV0EA4J1EKVzHQWZmVkHsgZ5E9ijGQSlcV0FxZZ5E\nUrjcQdejXEHs0ZxEuB7fQcP1XEFSsJxErkfJQSlcW0EptJ1E16PGQfYoXEEzq51EUrjKQc3M\nXEGacZ1ErkfHQZqZXUHNdJ1ESOHEQWZmXkH2aJ1EmpnNQc3MYEG4vpxEH4XPQbgeYUHhopxE\nw/XeQT0KY0H2yJtEH4XDQdejYEGuH51Ej8KfQbgeXUG47p5EcT3GQR+FY0HhmpxEAACkQQAA\nYEG4Vp5EH4XDQeF6ZEE9kpxEw/XQQXE9ZkFI0ZtEFK6NQXE9XkEza59EKVyLQT0KX0GuX59E\n16OSQQAAYEEU9p5EpHCPQc3MYEG49p5E4XqWQY/CYUGkkJ5EXI+eQT0KY0EzG55EZmaSQWZm\nYkFxnZ5EheuFQYXrYUFxJZ9Ew/WOQTMzY0HsoZ5EPQqJQR+FY0E9yp5EFK6dQVyPZkGFm51E\nH4V3QUjhYkFmXp9Erkd9QTMzY0EpNJ9Ew/VwQR+FY0GkYJ9EexReQSlcY0G4vp9EuB5VQQAA\nZEGP0p9E16NQQc3MZEG4xp9EFK5TQbgeZUFcr59EZmZOQYXrZUGkqJ9EhetNQT0KZ0EUfp9E\nw/VQQTMzZ0EAaJ9EZmZOQexRaEHXS59E16NMQaRwaUGaKZ9Ej8JZQWZmakG4xp5EZmZOQUjh\nakEf7Z5ESOFWQR+Fa0EfrZ5E16NIQRSua0E96p5ESOFCQeF6bEFx5Z5EZmZGQdejbEGPyp5E\npHBRQZqZbUG4dp5EzcxMQVyPbkFIaZ5EmpltQWZmckEfPZ1E16OMQXsUdkFx7ZtE4XpoQSlc\nc0EzM51EKVyJQUjhdkFm7ptEAACGQRSud0EK75tE4XqCQexReEFI8ZtEexR+QbgeeUEp9JtE\nH4V3QYXreUF79JtE16NwQVK4ekG49ptEj8JpQR+Fe0FS+JtEPQpjQexRfEE9+ptE9ihcQbge\nfUF7/JtEexSmQHE9ckGPCqBEpHBVQY/CfUHD/ZtEheuZQEjhckHsCaBEXI9OQVyPfkEK/5tE\nPQqPQBSuc0FxBaBECtdHQSlcf0GkAJxE4XpkQBSuc0FSSKBEcT2CQOF6dEFSCKBEuB5BQXsU\ngEHhApxEFK5HQOxRdEGaUaBEZmY2QK5HdUEzQ6BErkchQHsUdkHNPKBECtcjQClcd0HNBKBE\nw/UIQPYoeEHhCqBEKVwfQNejeEHN3J9ErkfBP+F6eEGFK6BEMzPzP8P1eEFI+Z9E16OQP7ge\neUEpLKBEMzNzP3E9ekGaEaBE7FH4PwrXe0Fmjp9EAABAPzMze0Ga+Z9EFK6HPxSue0Gk0J9E\npHC9PgAAfEHs+Z9EmpkZPhSuf0HDfZ9ECteDP1yPgEFmBp9EZmY2QFyPiEEpJJxEhesBQClc\niUHNJJxEmpmZP3sUikFSKJxEFK5HP+F6ikGaKZxE7FG4PkjhikGFK5xEMzPjQXE9VkHNlJ5E\n9ijgQT0KV0GFk55E16PcQQrXV0Fcl55EAADWQfYoWEFmxp5EmpnRQc3MWEFm1p5EMzPRQYXr\nWUEAsJ5EXI/WQRSuW0GFO55EH4XZQQAAXEHhEp5EmpnJQSlcW0EAwJ5EH4XLQdejXEE9ep5E\nH4XHQaRwXUHNhJ5EcT3EQXsUXkEKh55Ej8LNQeF6YEHD1Z1ECtfFQdejYEGuF55EKVzFQY/C\nYUGk8J1Ej8LJQWZmYkGFs51ECtfDQUjhYkFS2J1EPQrLQRSuY0HXc51EpHDHQeF6ZEGkeJ1E\nzczQQUjhZkEUxpxEH4XBQXsUZkH2cJ1EKVzNQRSuZ0GkyJxECtfDQRSuZ0H2IJ1EUrjAQeF6\naEEKH51EzczGQVyPakE9mpxEZmbKQT0Ka0G4ZpxEPQrVQeF6bEFxzZtEZmagQVyPZkHskZ5E\nuB7HQQrXa0EUZpxEzcycQTMzZ0Fcl55EexTOQXsUbkGa0ZtEw/WSQT0KZ0Fc955EFK6PQQrX\nZ0Hs+Z5EuB7HQR+Fb0HD1ZtEXI+SQaRwaUE9op5Ej8LDQeF6cEG41ptErkePQXE9akEppJ5E\nheuBQaRwaUGaOZ9Ew/WQQRSua0F7XJ5E16OYQc3MbEF77J1EZmZ6QXsUakEAUJ9E9ihwQVyP\nakEfbZ9E9ihgQVyPakHDtZ9E4XpsQSlca0GFW59EFK5bQSlca0HsqZ9EZmZiQQAAbEGud59E\nCtdXQexRbEEAmJ9E7FFQQcP1bEGaoZ9EpHBZQY/CbUHNXJ9EhetNQXsUbkFxhZ9ECtdPQSlc\nb0EASJ9EexROQeF6cEG4Jp9EXI9OQY/CcUHh8p5Ew/VIQVyPckFm7p5EhetNQT0Kc0GkyJ5E\nAABEQR+Fc0F75J5EzcxMQaRwdUFIcZ5EzcxIQWZmdkEKX55ErkeNQcP1fEHX65tE16NoQXE9\nekH2OJ1ECteJQY/CfUEf7ZtEXI+GQVyPfkFx7ZtEuB6DQSlcf0EK75tEMzN/QXsUgEE98ptE\n16N4QeF6gEHh8ptEhetxQUjhgEHX85tEPQprQa5HgUEf9ZtE9ihkQRSugUEA+JtErkexQOF6\neEFxFaBErkddQQAAgkGP+ptEj8KlQLgeeUGFE6BEexRWQWZmgkFSAJxEH4VPQc3MgkEAAJxE\nXI+SQEjhekG4/p9EUriGQBSue0HN/J9EcT1CQZqZg0GkAJxEuB51QOxRfEEf/Z9EFK47QQAA\nhEGaAZxEzcxMQM3MfEF7HKBEuB41QKRwfUEpHKBEFK4nQFyPfkHNBKBEexROQClcf0Fmtp9E\nUrgeQBSuf0Fm5p9EAADAPx+Ff0HNNKBE7FH4P3sUgEGF+59EKVyPP3sUgEHNNKBEmpm5P+xR\ngEFICaBE7FF4P9ejgEEUFqBErkcBQKRwgUEpjJ9EMzPTPwrXgUHsiZ9EzczMPh+FgUFx/Z9E\nMzMzP4/CgUEU1p9Ej8L1PArXgUHN/J9EMzPzPylcg0GaAZ9E9ii8PxSug0GuB59EexSOP3sU\nhEHNBJ9EAACAPnsUhEHXQ59EPQrXPzMzjUFxJZxEAACgP5qZjUGkKJxEPQpXPwAAjkE9KpxE\n16PeQUjhXkGF455EMzPbQRSuX0G45p5E9ijsQZqZYUE9Ap5EhevdQbgeYUG4lp5EFK7TQcP1\nYEFm9p5Ew/XYQZqZYUG4rp5EuB7dQXsUYkEKd55EpHDTQXsUYkEUzp5E9ijQQUjhYkEA0J5E\ncT3MQR+FY0Hs2Z5EXI/IQexRZEH24J5ESOHMQYXrZUGaeZ5EH4XXQTMzZ0Fm5p1ESOHIQVK4\nZkEphJ5EXI/IQQrXZ0HNXJ5Ew/XOQdejaEEpBJ5ErkfNQZqZaUFm7p1ErkfRQXsUakEKt51E\nXI/UQWZmakFIiZ1EPQrHQYXraUGkGJ5EhevDQVK4akEKF55EPQrHQTMza0Ez651EUrjAQR+F\na0EKF55EFK69QexRbEEpFJ5EzczEQVyPbkHsgZ1EH4XLQSlcb0EzI51ErkfBQTMzb0EUhp1E\n4XrEQRSub0H2WJ1EcT3IQfYocEEzI51ESOHMQc3McEHs4ZxESOHEQcP1cEF7JJ1ErkfNQXsU\nckHDrZxEFK7BQY/CcUGFI51ECtfFQXE9ckFS6JxEUrjMQTMzc0G4hpxEUrjWQY/CdUFSyJtE\nSOGgQRSub0HNnJ5Ej8KdQeF6cEGFm55EUriqQXE9ckHs4Z1E16OiQWZmckEAKJ5Ej8KfQTMz\nc0EzI55EMzOlQQAAdEHN1J1EPQqdQQAAdEHXG55EMzORQR+Fc0HsmZ5ESOGMQfYodEHXq55E\nCteJQcP1dEGaqZ5EcT2WQVK4dkHh8p1ESOGAQc3MdEEK/55Ej8KBQXE9dkEzw55E9ihsQY/C\ndUHsQZ9EUriCQR+Fd0Fmhp5ECtdjQXE9dkFIUZ9E7FFcQT0Kd0HsWZ9EcT1eQexReEFxHZ9E\nUrhSQdejeEFxRZ9ErkdNQaRweUEKP59EzcxMQVK4ekEpFJ9ECtdLQQrXe0HX655EhetFQdej\nfEGk6J5E9ihMQbgefUH2uJ5EKVw/QaRwfUGP6p5E9ihMQWZmfkGkiJ5EmplFQTMzf0Hhip5E\nUriOQTMzg0FI6ZtEpHCLQZqZg0Ga6ZtEAACIQQAAhEHh6ptE16OEQWZmhEHX65tEMzOBQc3M\nhEFx7ZtECtd7QTMzhUFm7ptEw/V0QR+FhUFS8JtEexRuQYXrhUHs8ZtEPQpnQexRhkFm9ptE\nAABgQVK4hkH2+JtEw/VYQT0Kh0Ef/ZtEexRSQaRwh0EK/5tECtdLQQrXh0HD/ZtEuB5FQXE9\niEHD/ZtEH4V7QM3MgkEpBKBEUrg+QdejiEEf/ZtEXI9SQMP1gkFmJqBEH4U7QClcg0HXI6BE\nzcw8QAAAhEGu759Ej8KFQMP1hEEKT59EheshQOxRhEF79J9EhetRQMP1hEHskZ9EH4UjQXE9\nikHDBZxEPQoHQFK4hEGa+Z9EZmYmQD0KhUGkuJ9EPQrXPz0KhUGu/59EH4WLPzMzhUEzG6BE\npHD9P1yPhkEzc59Ew/UIQY/Ci0GkCJxEcT1KP+xRhkFm3p9EFK7HPtejhkHs4Z9EuB71QOF6\njEEpFJxE9ii8P3E9iEF7HJ9E4XoEQKRwiUFSmJ5ECtfbQK5HjUEAEJxEj8LNQBSujUHNFJxE\nexTcQRSuZ0Gk4J5EzczYQeF6aEHs4Z5E4XrSQc3MaEHXC59EhevRQYXraUGk6J5EUrjQQUjh\nakFxzZ5ESOHYQQrXa0FmXp5EzczMQRSua0Gu155EH4XJQexRbEH22J5EFK7LQdejbEGPup5E\nMzPJQaRwbUH2sJ5E7FHMQYXrbUHDhZ5EhevHQVyPbkFcl55EZmbIQRSub0F7ZJ5E4XrQQc3M\ncEHN9J1EZmbUQa5HcUEUvp1EuB7FQeF6cEEpZJ5EH4XHQYXrcUEKF55E4XrKQWZmckFm7p1E\ncT3EQVK4ckFcF55EuB7BQR+Fc0FmFp5EH4XLQcP1dEHNhJ1E9ijIQZqZdUFmhp1EmpnVQSlc\nd0GkyJxEw/XEQWZmdkFxhZ1ECtfBQTMzd0EphJ1E4XrIQfYoeEHDJZ1EMzPNQc3MeEEz45xE\nAAC+QQAAeEF7jJ1EPQrFQcP1eEGuJ51EH4W7Qc3MeEGkgJ1EPQq5QY/CeUFmdp1ESOG8QXE9\nekEKP51Ezcy2QVK4ekFcZ51EFK6zQR+Fe0FxZZ1EAADQQSlcf0FmzptE16OoQTMze0G41p1E\n7FGwQfYofEEAaJ1EuB6fQT0Ke0GaMZ5EXI+cQQrXe0FIKZ5E7FGYQeF6fEEAOJ5ECteTQbge\nfUEzS55Ew/WQQYXrfUFmRp5EH4WNQVK4fkGaSZ5EexRyQcP1fEFISZ9E7FFsQY/CfUFmRp9E\nAABkQXE9fkG4Vp9E7FGCQWZmgEEzY55EmpllQRSuf0HhGp9EzcxcQXsUgEFmLp9E9ihcQVK4\ngEGFA59E7FFgQUjhgEF75J5Ej8JNQVK4gEHsQZ9Ew/VkQRSugUGPkp5EPQpTQZqZgUHs6Z5E\nj8JNQQAAgkEz455EZmZeQdejgkEpZJ5EuB5ZQbgeg0EpXJ5EuB5hQaRwg0EKH55EheuVQWZm\nhkFx5ZtEpHBRQaRwg0FmZp5EKVxLQQrXg0F7ZJ5EpHBFQXE9hEGaYZ5EheuLQZqZh0EK55tE\nXI+IQQAAiEGu55tEuB6FQWZmiEHs6ZtECteBQc3MiEGP6ptEw/V8QTMziUHh6ptEexR2QZqZ\niUF77JtEMzNvQQAAikFc75tE7FFoQexRikFI8ZtEpHBhQVK4ikEp9JtEcT1aQbgei0Ga+ZtE\nSOFSQaRwi0Gu/5tEzcxMQYXri0GF+5tEZmZGQexRjEHs+ZtE4XocQT0Ki0G4Fp1ECtc/QVK4\njEHs+ZtEuB45QbgejUHh+ptEUrhOQB+Fh0HsAaBEMzOLQGZmiEGkcJ9EZmaWQNejiEEzQ59E\nexQyQaRwjUFm/ptESOE6QIXrh0Hs+Z9EZmZWQOxRiEH2wJ9Ew/VIQM3MiEHsqZ9Ej8JVQMP1\niEFSkJ9EH4U7QK5HiUEzk59EuB5VQJqZiUGuX59EhesdQdejjkEzA5xEPQrXP8P1iEEUBqBE\nFK5nQOF6ikG4Bp9EPQoHQAAAikHhmp9EUrg+QNejikEKJ59EH4XLP3E9ikFxrZ9ESOH6P1yP\nikEpfJ9E9ihcP+xRikGF259EAACgP9ejikEAqJ9EzczMPtejikFx5Z9EFK6HPzMzi0HNjJ9E\n4XrUPxSui0FxPZ9EhetRPxSui0GPep9EKVxPP+xRjEFSSJ9EPQr3P65HjUGasZ5ErkdhP7ge\njUE9Cp9EMzPrQZqZbUEfbZ5E9ijoQWZmbkGPap5EmpndQWZmbkFxzZ5EXI/WQVK4bkFIAZ9E\nAADSQSlcb0GFE59EpHDPQfYocEGFC59EexTSQeF6cEEA6J5ECtfPQaRwcUGP2p5EpHDTQY/C\ncUGaqZ5EMzPXQXE9ckFmdp5EMzPNQXE9ckEp1J5ESOHUQT0Kc0HsaZ5EcT3MQTMzc0EftZ5E\nCtfRQQrXc0EAaJ5EPQrVQexRdEGFO55EH4XLQexRdEHhkp5E9ijSQXE9dkGFC55E16PUQVyP\ndkFS6J1E7FHCQaRwdUE9up5ESOHKQRSud0FmFp5E16PKQc3MeEFx7Z1E16POQaRweUHDtZ1E\nPQrDQbgeeUHsKZ5EH4W/QYXreUFmLp5Ew/W+QT0Ke0GkCJ5EcT3EQRSue0EUvp1Ew/XAQeF6\nfEEKv51Ew/W+QaRwfUHDrZ1EPQrNQTMzf0G45pxEAAC+QWZmfkFxjZ1EKVy7QSlcf0F7hJ1E\nUri8QWZmgEHhQp1Empm5Qc3MgEGkQJ1ErkfDQaRwgUFmtpxE9iiiQR+Ff0EpZJ5E7FG0QT0K\ngUG4Xp1EH4WfQXE9gEEpXJ5ESOGaQeF6gEGkcJ5EuB6XQUjhgEH2eJ5EexSUQTMzgUEKd55E\nKVyRQRSugUFIcZ5ECteNQQAAgkFxdZ5EAACOQdejgkHNRJ5EzcyKQT0Kg0EfRZ5EKVyFQTMz\ng0G4Zp5E16OMQY/Cg0E9+p1EXI9uQc3MgkGkCJ9E16NkQT0Kg0GFI59E7FFcQSlcg0HXM59E\nmplhQfYohEFx3Z5Ew/VkQexRhEHXw55EUrheQVK4hEHhwp5E7FFYQT0KhUEzw55EAABgQSlc\nhUE9ip5EZmZSQaRwhUFIwZ5EH4VfQQAAhkHDXZ5EpHBZQWZmhkEpXJ5E4XpcQbgeh0GFE55E\npHCPQeF6ikEf5ZtE9iiMQUjhikEf5ZtEzcyIQa5Hi0HD5ZtEKVyFQRSui0Gu55tEheuBQXsU\njEFI6ZtErkd9QeF6jEH26JtEXI92Qc3MjEEz65tEFK5vQTMzjUEf7ZtEzcxoQZqZjUGu75tE\nj8JhQQAAjkHs8ZtEMzNbQWZmjkEz85tE7FFUQc3MjkHD9ZtErkdNQbgej0Gk+JtESOFGQR+F\nj0EK95tEuB4dQexRjkEzE51E9ihAQYXrj0FS+JtEpHA5QexRkEE9+ptEUrhOQM3MikHNBKBE\nexR+QClci0HNpJ9E9iiMQBSui0Fmbp9E7FFYQJqZi0Fcv59EZmY2QArXi0E90p9E16MQQHsU\njEHD7Z9Ezcw8QFyPjEGPkp9ErkchQMP1jEFImZ9EAABAQAAAjkG4Jp9EzczMPx+FjUEfrZ9E\nrkehP4XrjUFSqJ9Ew/WIP+F6jkHDjZ9EMzNzPz0Kj0Hhap9EPQrXPq5Hj0Fmfp9EPQpXPxSu\nj0EURp9EzcysP1K4kEHNzJ5EMzPtQeF6dEEpfJ5E9ijqQa5HdUGaeZ5EzczaQdejdEEfHZ9E\nXI/WQa5HdUEzK59Ew/XUQXE9dkFxFZ9Ew/XQQT0Kd0FIIZ9EhevRQfYoeEH26J5E16PQQa5H\neUFcz55ErkfPQXE9ekFxtZ5E4XrMQT0Ke0EAsJ5E4XrOQTMze0HNlJ5E9ijQQR+Fe0HNfJ5E\nSOHIQRSue0HDtZ5ECtfFQeF6fEHNtJ5EXI/CQa5HfUEftZ5EPQrJQTMzf0FcL55EFK7NQQrX\nf0Fm7p1EZmbUQexRgEH2kJ1EexTCQWZmgEFmNp5EPQrFQVyPgEF7DJ5EMzPBQcP1gEHDFZ5E\nPQrFQTMzgUEK351Eheu9Qa5HgUEUFp5E4XrCQZqZgUEU1p1EH4W/QQAAgkGP0p1EPQrBQXsU\ngkHNvJ1ErkfBQVK4gkHXi51Ej8LFQT0Kg0HXS51EAAC+Qbgeg0EpjJ1EXI/CQaRwg0GFS51E\npHC7QZqZg0E9gp1EuB6/QQrXg0EfTZ1EFK7NQc3MhEFxfZxE7FG8QXE9hEFcR51EXI/GQUjh\nhEHNtJxEpHDTQY/ChUEp/JtEuB7XQQAAhkFcx5tEUrimQSlcg0FmTp5E9iikQQrXg0HDRZ5E\ncT3AQY/ChUFIsZxEheufQfYohEF7VJ5EH4WXQfYohEGkoJ5EheuZQexRhEHDfZ5EUriWQVK4\nhEG4fp5E7FGUQbgehUGPcp5E4XqWQa5HhUEzU55E4XqQQR+FhUF7fJ5ECteNQYXrhUHNdJ5E\nj8KNQeF6hkG4Rp5ErkeLQcP1hkEfPZ5EMzOFQbgeh0EAaJ5E9iieQcP1iEHN9JxEpHBpQeF6\nhkHDLZ9EAABoQT0Kh0FICZ9EFK5bQTMzh0GuN59EpHBhQaRwh0HXC59E7FFgQQAAiEFx5Z5E\n9ihkQfYoiEFSyJ5Ej8J1QaRwiUEpFJ5EcT1mQR+FiUH2WJ5EXI9SQSlciUFmvp5EexRaQexR\nikHNVJ5E9ihUQVK4ikHhUp5EzcySQQAAjkGP4ptEmpmPQWZmjkGa4ZtEcT2MQc3MjkHs4ZtE\nzcyIQbgej0HX45tEpHCFQR+Fj0F75JtEAACCQYXrj0EK55tErkd9QexRkEEA6JtEXI9GQVK4\njkHsYZ1EUrh2QVK4kEGu55tEw/VAQbgej0EzW51Ej8JFQa5Hj0FxNZ1ECtdvQbgekUGP6ptE\nzcxoQR+FkUFx7ZtEexRiQYXrkUFm7ptEKVxbQexRkkFS8JtE4XpUQdejkkHs8ZtEj8JNQT0K\nk0GF85tE9igkQYXrkUF7DJ1EPQpHQaRwk0HN9JtEw/UYQXsUkkEzM51Ej8IdQXE9kkF7DJ1E\n16OIQEjhjkG4rp9EcT2SQD0Kj0Guh59EUrheQEjhjkEz459EZmZGQK5Hj0Ga4Z9EFK4nQJqZ\nj0Fc759EPQo3QI/Cj0EA0J9EMzMTQAAAkEGu559EcT0KQFyPkEGux59EAADAP1K4kEFx7Z9E\nFK7nP8P1kEGFw59E4Xq0P65HkUHDxZ9EzczsPxSukUEzi59ErkeBPxSukUEAyJ9E9igcPwAA\nkkEzy59ESOG6Pylck0HDJZ9EzcwMQIXrk0E9wp5EhevpQHsUmEHsEZxE9ijcQGZmmEEfFZxE\nrkepQHsUmkFcD5xEpHC9P6RwnUEfJZxEAADqQQAAfEHh2p5Ew/XmQc3MfEGk2J5EhevjQZqZ\nfUEU1p5ESOHgQWZmfkF71J5EUrjmQT0Kf0HDhZ5E4XrUQXsUfkGkUJ9ESOHSQT0Kf0GFO59E\npHDRQQAAgEHXI59EZmbOQWZmgEE9Ip9EKVzPQT0KgUE96p5EexTSQY/CgUGkmJ5EmpnPQfYo\ngkEKj55EmpnRQexRgkEzc55E4XrMQVyPgkHDjZ5EuB7PQVK4gkGaaZ5EMzPJQcP1gkFcj55E\nFK7LQbgeg0EfbZ5EZmbGQSlcg0H2iJ5EexTMQY/Cg0EzO55EMzPJQfYohEFxNZ5E9ijMQexR\nhEHNDJ5EFK7PQVyPhEGF251EmpnFQeF6hEHXO55EUrjCQUjhhEFcN55ECtfPQY/ChUFcf51E\nexTSQYXrhUEAYJ1EuB7ZQexRhkEf/ZxEPQrHQY/ChUFxzZ1EUrjIQYXrhUFxtZ1ESOHYQcP1\nhkE90pxEuB7tQXE9iEEUtptE16O+QQrXhUFmFp5Ej8LpQdejiEFmtptEuB7DQVK4hkH2qJ1E\nhevJQTMzh0GaSZ1EcT3QQZqZh0Gu75xE9ijAQbgeh0HNpJ1E4XrGQZqZh0GFS51Ew/W8QR+F\nh0HXo51EpHDNQa5HiUEzi5xEzczWQYXriUFxBZxEuB6xQQAAiEFI8Z1Ew/W8Qc3MiEFSSJ1E\n7FHYQdejikEAwJtE16OoQQAAiEHNPJ5E16OgQXsUiEGPgp5EuB6lQWZmiEE9Qp5ESOGYQfYo\niEHNxJ5EH4WbQexRiEEKn55EH4WdQeF6iEH2gJ5Ew/WWQVyPiEHhsp5EheuTQcP1iEFIsZ5E\nuB6TQR+FiUHDjZ5EUriOQQrXiUEAoJ5EPQqPQeF6ikFxbZ5EpHCLQc3MikEzc55E9iiKQSlc\ni0G4Vp5EexSKQQAAjEH2KJ5Ehet9QY/Ci0EKn55Ej8KJQVyPjEG4/p1EuB5tQY/Ci0Fx7Z5E\npHB1QXsUjEFcr55EXI+GQcP1jEEU/p1EexRqQXE9jEEf1Z5EuB5lQVK4jEHXy55EH4VvQRSu\njUFxTZ5EzcxoQXsUjkGuT55EzcxMQZqZjUFx9Z5EZmaaQY/CkUHD3ZtEXI9KQfYojkEU1p5E\n16NcQUjhjkEfTZ5EPQqXQfYokkEK35tESOFCQeF6jkFI4Z5EmpmTQVyPkkFS4JtEzcw8QUjh\njkEK355E7FGQQcP1kkFS4JtEPQqNQSlck0Gu35tEFK6JQY/Ck0H24JtEexRSQRSukUH2qJ1E\nPQpXQYXrkUHsgZ1E9ihEQY/CkUEz451EmplRQexRkkGFe51EFK5DQWZmkkHDtZ1EzcxMQc3M\nkkFxbZ1EAABIQTMzk0GaYZ1ECtd3Qa5HlUGa6ZtEMzNDQRSuk0HNVJ1Ej8I9QfYolEHNTJ1E\nZmZqQXsUlkHX65tE16M4QVyPlEHsQZ1EZmY6QSlclUFIAZ1Ew/VcQUjhlkEU7ptEH4UzQRSu\nlUHNBJ1EcT1WQa5Hl0Gu75tEMzMnQQrXlUHXM51E7FEsQXsUlkGPCp1EKVxPQZqZl0Ga8ZtE\nexSmQNejkkFxpZ9EheuBQOF6kkEUBqBECteTQEjhkkEfvZ9E7FGYQBSuk0E9ep9EcT1KQLge\nk0EAGKBEMzMzQB+Fk0HNFKBEpHBNQArXk0FS4J9EzcwsQHsUlEEA8J9EUrgOQGZmlEHN/J9E\nPQr3P83MlEGa8Z9EexTuP6RwlUGkyJ9EzcyMPx+FlUEz+59Ew/WIP/YolkEpzJ9ESOE6P1yP\nlkEKx59E16MwPzMzl0EAmJ9ESOGaP+xRmEG4Hp9EmpkJQD0KmUGun55E9ihcP1K4mEHhGp9E\n7FGYP2ZmokGPIpxEpHDnQUjhgkE9qp5E7FHkQa5Hg0FIqZ5E4XrWQT0Kg0FSOJ9EKVzVQR+F\ng0EfHZ9EZmbQQQrXg0EfNZ9E16PUQdejhEEA0J5EzczQQcP1hEFI2Z5EAADUQTMzhUEUrp5E\nhevLQa5HhUFS8J5EuB7JQRSuhUHX655ECtfNQYXrhUHhqp5ESOHKQWZmhkFmpp5EXI/KQcP1\nhkFcf55EH4XJQaRwh0HsYZ5ECtfNQRSuh0HDJZ5EZmbGQQrXh0GkYJ5ErkfDQXE9iEFcX55E\nexTAQdejiEEKX55E9ijGQT0KiUGPCp5ESOHCQaRwiUHhCp5Ew/XIQY/CiUFxtZ1EmpntQfYo\njEEzs5tE4XrGQXE9ikE9qp1EexTUQbgei0GP6pxEAADqQVyPjEEUtptEKVzDQdejikGkqJ1E\n16PQQR+Fi0Ef7ZxEXI/mQcP1jEEKt5tEAADAQT0Ki0Hhqp1EPQrbQaRwjUEz+5tEFK7fQY/C\njUHsuZtEmpnNQbgejUEpjJxE9ijcQfYojkF7vJtEZmbKQR+FjUGPipxE16PYQeF6jkEKv5tE\nKVyrQXsUjEH2GJ5ESOHIQXsUjkGacZxESOGiQXsUjEEfZZ5EH4WZQXsUjEEUvp5Ew/WcQexR\njEFxjZ5EexSWQWZmjEEzw55Ew/WUQcP1jEF7pJ5EuB6RQa5HjUG4rp5E7FGSQQAAjkEKb55E\nuB6PQWZmjkGub55EmpmPQT0Kj0GaOZ5EAACUQSlcj0Gk+J1E4XqeQXsUkEEfXZ1E9iiKQTMz\nj0GPWp5ErkeJQY/Cj0GkOJ5Ej8KLQQAAkEEpFJ5EXI+IQWZmkEHXE55EH4WFQc3MkEH2EJ5E\nmpmLQTMzkUEKt51ErkdpQXsUkEEK355EAABkQeF6kEFS2J5EZmZeQcP1kEHs0Z5ECtdTQbge\nkUGF855E16NoQQAAkkEfVZ5E4XpMQR+FkUHh+p5ESOFGQYXrkUFm9p5EFK47QXsUkkGFG59E\nrkdBQexRkkFI8Z5Ej8I9Qc3MkkF73J5EUriQQUjhlkEU3ptEKVw3Qbgek0Ef3Z5ErkeNQTMz\nl0EK35tEXI9aQa5HlUGFm51ECtdfQR+FlUEzc51ECteJQZqZl0FI4ZtE9ihIQbgelUGa+Z1E\nrkdBQR+FlUHD/Z1EhetFQexRlkFcp51ECtc/Qc3MlkHDpZ1EpHA1QcP1lkF7xJ1Ej8ItQa5H\nl0Fmzp1EUrg2QWZmmEFxVZ1EcT06QVyPmEGkOJ1EPQonQexRmEG4np1EUrgyQUjhmEGPQp1E\n4XosQa5HmUEAQJ1EUrgyQR+FmUFmDp1EuB45QQrXmUHX25xEH4WzQHE9lkEppJ9ESOEiQR+F\nmUGaWZ1EZmYmQRSumUHDPZ1ESOGSQHsUlkG49p9EPQqnQFyPlkHDpZ9Ej8KFQOF6lkGP+p9E\npHBtQM3MlkHDBaBEzcw8QEjhlkG4NqBEzcxMQD0Kl0EUFqBEzcw0QbgenUG49ptEPQo3QKRw\nl0FIEaBEw/UYQI/Cl0FxHaBEAAAAQHsUmEG4HqBE7FHYP1yPmEHDFaBEZmbGP7gemUHD9Z9E\nrkfBP4/CmUGkyJ9Ew/XoPwAAmkG4np9ESOGaP/YomkEfvZ9EAABAP+F6mkEAyJ9ECtejP3E9\nnEGaGZ9ErkcRQD0KnUEzk55Ew/UIQBSunUGub55EPQq3P4/CnUHNnJ5EcT3qP3sUnkFmZp5E\nCtcDQOxRnkFmRp5EH4WLP/YonkFxlZ5ErkdhP1K4nkF7fJ5E9ij8P5qZn0Fc551EAAAAQGZm\noEF7rJ1EH4WTQK5Ho0HDDZxEexSGQBSuo0G4DpxErkdxQHsUpEFIEZxEUrieP2ZmpkFmHpxE\nhevrQexRhkFcl55ESOHoQVK4hkFxlZ5EZmbcQVyPhkHsEZ9EZmbaQT0Kh0FIAZ9EH4XXQaRw\nh0HD/Z5EuB7TQY/Ch0FmDp9EH4XTQexRiEFx3Z5ESOHSQUjhiEGPup5EexTQQa5HiUHNtJ5E\nFK7NQY/CiUE9qp5EH4XTQXsUikGPWp5EexTWQXE9ikG4Np5EPQrJQQAAikEKv55Ej8LLQfYo\nikGkmJ5E7FHIQVyPikEpnJ5EhevFQcP1ikGakZ5EKVzFQR+Fi0HNbJ5EFK7BQYXri0GFc55E\nmpm/QWZmjEHXY55ESOHGQc3MjEFm/p1EexTWQWZmjkEz+5xErke9QaRwjUE9Kp5EXI/CQY/C\njUGu351EAADqQexRkEEzs5tEPQq5QY/CjUFSOJ5EMzO/QVK4jkEptJ1EFK7dQVK4kEHhApxE\nPQrjQT0KkUGut5tEuB7JQQAAkEEA+JxEH4XfQR+FkUFIuZtEMzO5QR+Fj0HNrJ1E16O+QYXr\nj0FcX51EFK7NQcP1kEGuh5xEhevbQQrXkUEpvJtE9ijKQa5HkUHXi5xE16PYQexRkkGFu5tE\n4XqqQY/Cj0EpJJ5EAACkQYXrj0EzU55EmpmdQXsUkEFIgZ5EUriYQWZmkEHhmp5EuB6XQUjh\nkEHhgp5EPQqZQT0KkUGuZ55EKVyTQTMzkUHXi55EMzORQRSukUHNfJ5EcT2UQYXrkUH2UJ5E\nKVyPQfYokkH2aJ5EH4WLQeF6kkHhcp5EheuLQbgek0G4Pp5Ew/WQQR+Fk0GF851EcT2MQY/C\nk0HhCp5EAACOQYXrk0Gu751E7FGSQXE9lEFcr51E16OIQfYolEH2EJ5EPQqFQeF6lEEKF55E\nuB5pQQrXk0EU3p5EcT1iQXE9lEE94p5ECtdfQc3MlEEfxZ5EFK5PQVK4lEGkEJ9EKVxLQTMz\nlUH2AJ9EzcxAQaRwlUGPIp9EmplFQZqZlUEf/Z5Erkc5QY/ClUHXK59EZmYyQXsUlkFIMZ9E\n4XpMQQrXl0GuN55EPQpPQVyPmEE98p1E9ihIQUjhmEEK951EUrg+QTMzmUFmDp5EFK43QR+F\nmUHXE55EH4U7QexRmkEpxJ1EuB41QVK4mkEpxJ1EPQovQbgem0E9wp1EAAAwQQrXm0EAiJ1E\nrkc5QXE9nEFmPp1ECtcnQfYonEHDlZ1ECtcjQdejnEHXg51EpHApQUjhnEFmVp1ECte7QPYo\nmkGagZ9EFK4bQcP1nEFIkZ1EheshQTMznUEAYJ1Ew/WQQArXmUEp/J9EcT2CQPYomkG4BqBE\npHBdQGZmmkF7JKBE16NAQFK4mkEULqBEj8IlQD0Km0HhMqBEuB4VQB+Fm0GFI6BEXI8CQIXr\nm0FcF6BEH4UrQGZmnEGPwp9EPQr3P+F6nEHh8p9E7FG4P83MnEGPAqBESOEKQClcnUFIoZ9E\nrkfBPx+FnUFmxp9EuB6lPwAAnkGksJ9EexRuP2ZmnkFxrZ9EPQoHQAAAoEEz255E4XoEQNej\noEHNrJ5EXI8CQClcoUEze55EpHD9PwAAokHDTZ5EpHAtQNejokGF651EXI+SQPYopEGF65xE\n4XqUPwAAokFIiZ5EUriGQFyPpEEA6JxEzcx8QD0KpUEf1ZxEj8KtQOxRpkGaCZxEZmaeQNej\npkHXE5xEMzOTQLgep0GFC5xEexSGQKRwp0F7DJxEzczcQWZmikGaCZ9EMzPpQRSui0EKN55E\n7FHcQR+Fi0E9up5EmpnjQYXri0FSWJ5EZmbSQR+Fi0FxFZ9EhevVQRSui0Fm5p5EmpnZQYXr\ni0HXs55EPQrTQXsUjEGa4Z5EexTiQcP1jEEfFZ5E4XrSQdejjEHDvZ5EUrjYQT0KjUGkaJ5E\nFK7bQY/CjUHXE55Ej8LNQR+FjUFmpp5EpHDTQQrXjUGkWJ5EzczIQQrXjUEKv55EH4XHQexR\njkF7pJ5EuB7BQeF6jkE90p5EuB7FQVK4jkE9mp5ESOHGQUjhjkHsgZ5Ew/XEQSlcj0EAcJ5E\nH4XHQXsUkEG4Hp5Ew/W8QQAAkEG4hp5E7FHAQXE9kEFmVp5Eheu5QWZmkEEphJ5EAAC8Qbge\nkUGaOZ5EAAC6QZqZkUFSKJ5E9ii+QQrXkUEf7Z1E9ijCQfYokkF7tJ1EZmbmQeF6lEEptJtE\nzcy+QeF6kkFmtp1Eheu7QcP1kkHssZ1EPQrBQa5Hk0H2aJ1EheuzQcP1kkEU9p1EpHC5QSlc\nk0G4pp1EAADCQYXrk0F7LJ1ECtfbQRSulUGFu5tEAAC8QfYolEHXU51EZmbYQXsUlkEpvJtE\n16O6QdejlEEAOJ1EPQrVQeF6lkEpvJtEPQqxQdejlEHXk51E16OcQQrXk0HNjJ5EheufQXsU\nlEFxXZ5EpHCjQexRlEGPKp5EmpmbQWZmlEEUbp5EXI+YQc3MlEEpbJ5EKVydQbgelUEUJp5E\nH4WTQT0KlUEKh55EMzOTQZqZlUHNXJ5EuB6RQXsUlkHNTJ5EpHCPQVyPlkG4Np5E9iiMQcP1\nlkGkOJ5Empl9QVyPlkFcz55E7FF4QT0Kl0GkyJ5EPQpvQa5Hl0Fm3p5EMzN7QY/Cl0Ezg55E\nCtdnQZqZl0Ef5Z5EKVxXQZqZl0E9Mp9EexROQQrXl0GaSZ9E7FFcQWZmmEEU3p5EH4VHQXE9\nmEGFS59EpHBBQdejmEEzS59EMzNHQUjhmEEKH59E7FFAQTMzmUEpJJ9Ew/U4QR+FmUEpLJ9E\nKVwzQYXrmUFcJ59EmplNQRSum0F7LJ5EMzNHQXsUnEF7LJ5EXI9OQexRnEF79J1Ehes9QexR\nnEHXQ55ECtc3QVK4nEHsQZ5ErkcxQT0KnUEpRJ5EuB45QaRwnUEKB55Ehes1QYXrnUFx7Z1E\nCtc7QfYonkEKv51EXI82QdejnkEKt51EcT02Qa5Hn0G4hp1EMzM/QRSun0GuP51EKVwvQZqZ\nn0E9ip1EzcwoQQAAoEGFi51E4XrEQB+FnUHDjZ9EMzMjQWZmoEEfhZ1E9iicQK5HnUFx/Z9E\nXI+qQJqZnUEpxJ9EFK6HQKRwnUGuH6BEAACQQBSunUEU/p9EFK53QArXnUHDHaBEUriGQHsU\nnkHh8p9EpHBdQPYonkGPIqBECtdDQFyPnkFxJaBECtcjQM3MnkHXM6BEUrgOQDMzn0HDLaBE\nCtcjQB+Fn0GPAqBECtcDQI/Cn0GPEqBE4XrUP3sUoEEfFaBEAACgP+F6oEFSGKBEMzMTQIXr\noUHsWZ9EheshQPYookEzO59ECtcTQNejokFxJZ9Ew/U4QLgeo0EA2J5EPQoHQLgeo0HNDJ9E\nj8LFQGZmpkE96pxEKVzXQM3MpkEAoJxEZmb+QI/Cp0F7/JtEuB4FQArXo0HN3J5EuB4VQAAA\npEHXu55EXI8CQOF6pEFxrZ5EmpmpQLgep0F79JxEXI8iQJqZpUHNNJ5EMzObQKRwp0E9+pxE\n7FEIQIXrpUFmNp5EmpnZP+xRpkEpPJ5E4Xo0QDMzp0GPop1EmpmJQOF6qEH22JxEw/UoQI/C\np0FxhZ1EexR+QEjhqEEUzpxECterQHsUqkG4DpxEuB4FQAAAqEGFm51EAACgQOF6qkGkCJxE\nSOGSQEjhqkGaCZxEj8KFQK5Hq0HsCZxEKVzfQQrXj0HDvZ5EZmbaQXsUkEEf1Z5Ej8LdQexR\nkEGup55EMzPXQeF6kEFx1Z5EAADcQSlckUGkaJ5EmpnpQfYokkEKr51EexTSQSlckUF7xJ5E\nw/XWQZqZkUFIgZ5EzczMQZqZkUFI4Z5ESOHKQXsUkkGuz55EZmbGQWZmkkGa4Z5EzczIQVyP\nkkEAwJ5EFK7DQc3MkkHX255E4Xq+QT0Kk0Gu955Ew/XGQZqZk0FIgZ5EexTEQQAAlEF7fJ5E\nMzPDQeF6lEFxXZ5EUri8QVK4lEHhip5EPQq7QTMzlUEUdp5ESOG+QaRwlUEKP55EXI+0QSlc\nlUEppJ5EH4W3QR+FlUE9ep5Erke5QXE9lkHNNJ5Empm5QUjhlkGaAZ5ECte1QTMzl0GaCZ5E\nZmayQZqZl0EfDZ5E7FHAQVyPmEHDRZ1EhevbQWZmmkEzu5tEexS8QUjhmEEpVJ1EUrjYQc3M\nmkH2uJtEcT22QbgemUH2eJ1Ej8KlQVyPmEGkOJ5EPQqjQcP1mEHsMZ5ErkelQbgemUH2EJ5E\nCtetQY/CmUHNlJ1EcT2iQR+FmUFmDp5EuB6fQYXrmUHDDZ5EpHCVQQrXmUEpbJ5Ej8KTQWZm\nmkFmVp5EcT2QQVK4mkGFW55E9iiaQaRwm0GkyJ1EXI+AQfYomkEpFJ9Ehet1QWZmmkFIOZ9E\nPQp7QVyPmkHXE59EMzNvQVK4mkHNPJ9EKVxnQT0Km0H2SJ9EcT1iQR+Fm0GuP59EUrheQQAA\nnEEzK59EexRmQXE9nEGF855EXI9SQfYonEGuV59Ew/VMQVyPnEEpVJ9ErkdJQT0KnUGuP59E\nCtdLQbgenUHNLJ9EhetFQR+FnUHsKZ9ESOE6QRSunUFmTp9EAAA4QXE9nkFxNZ9ErkdJQR+F\nn0GkgJ5ESOFCQYXrn0FIgZ5EMzNLQXE9oEFSQJ5EH4VDQVyPoEGFS55Ezcw8QcP1oEG4Tp5E\nzcxEQa5HoUEAEJ5EPQojQeF6oEG45p5Ej8I1Qa5HoUGFU55EXI8uQRSuoUEzW55EXI8qQfYo\nokH2SJ5E9igkQVyPokFISZ5Ezcw0Qa5Ho0FxxZ1Ew/UsQZqZo0H20J1Ew/UwQY/Co0HssZ1E\nuB4pQXsUpEEfvZ1EUrgmQdejpEFxnZ1EPQonQa5HpUGkaJ1Ew/UsQZqZpUFIOZ1EH4WbQIXr\noUGPAqBEMzMnQQAApkEpNJ1EAACQQOxRokFSAKBESOGCQFK4okHXA6BEzcxcQEjhokEUJqBE\nzcxsQD0Ko0EfBaBEKVw/QDMzo0GkMKBEMzMjQB+Fo0GuN6BEw/U4QI/Co0EzC6BEPQoXQAAA\npEG4HqBESOEKQFyPpEFmBqBESOEqQEjhpEHXw59EXI/iP0jhpEH2CKBESOG6P65HpUEK/59E\n7FH4PxSupUFcv59EhevRP3sUpkFxtZ9EXI+iP+F6pkHhsp9EPQr3Pz0Kp0GPWp9EH4U7QArX\np0HN1J5ErkfhP3E9qEGaCZ9EhesRQClcqUGuj55E16NAQIXrqUF7LJ5E16OgQJqZq0HXG51E\nrkchQHE9qkH2OJ5EXI8SQB+Fq0HD7Z1E7FH4P4Xrq0EA6J1EXI8SQEjhrEGagZ1EPQoHQB+F\nrUHXY51EUriGQAAAsEFSCJxEhetxQGZmsEE9CpxEFK5XQM3MsEHhCpxEexQ+QDMzsUGPCpxE\n4XokQJqZsUHsCZxE7FEIQAAAskFmDpxErkfdQY/Ck0EU3p5EMzPhQQAAlEGaqZ5EexTgQeF6\nlEFxjZ5EpHDfQT0KlUHsaZ5EKVzrQY/ClUFcx51ECtfPQVK4lEGFE59E9ijcQaRwlUGPap5E\nSOHKQcP1lEHhKp9EPQrRQSlclUEK155EUrjKQR+FlUHsAZ9Ew/XKQfYolkEp1J5Ej8LBQfYo\nlkHDJZ9EZmbGQeF6lkHD5Z5EFK6/QdejlkEAGJ9E4Xq+Qbgel0HX+55EexTGQfYomEEfZZ5E\nZmbAQWZmmEGkiJ5Ew/XCQVyPmEHNZJ5Ew/W8Qc3MmEHXi55EPQrFQa5HmUHhGp5EpHC3QT0K\nmUF7rJ5E4Xq0QaRwmUE9qp5E7FG4QRSumUGFc55Erke5QexRmkH2OJ5EZma8QVyPmkHNDJ5E\nexS2QVK4mkH2OJ5ECtezQTMzm0GFK55Ezcy4QXsUnEFmtp1ECte9QeF6nEHDbZ1E16PcQVyP\nnkF7tJtEMzOxQXE9nEHN9J1EPQqvQdejnEHD5Z1E9iiwQSlcnUFcp51E9iiyQR+FnUGaiZ1E\nuB6lQTMznUGuF55E7FGiQZqZnUE9Ep5EFK6dQYXrnUEAKJ5EheufQXsUnkFcB55EKVyhQfYo\nnkHs8Z1EXI+aQexRnkG4Jp5EH4WXQVK4nkEpJJ5E16OmQQrXn0FmRp1ECtelQWZmoEE9Ip1E\nj8KpQdejoEGu55xEXI+wQTMzoUEphJxEzcyAQexRnkFmFp9EmpmDQeF6nkF77J5ESOF2QeF6\nnkFcN59EH4V7QdejnkHNFJ9EzcxoQVyPnkGacZ9Ej8J1QT0Kn0H2EJ9EFK5nQbgen0GFS59E\nuB5hQR+Fn0HNTJ9EpHBVQRSun0Fmdp9EUrhOQXsUoEGPep9Ew/VIQeF6oEFcd59EmplFQcP1\noEGaYZ9EuB5BQSlcoUHNVJ9ESOFGQZqZoUEAKJ9EZmY6QY/CoUFcV59EPQozQXsUokFSYJ9E\nUrgyQVK4okHhMp9Ew/UsQbgeo0EAMJ9E7FEsQRSuo0HNBJ9EKVxDQdejpEGaUZ5E9igkQQAA\npEEpFJ9Ew/U0QVK4pEH2kJ5E9ig8QT0KpUGkWJ5E9igkQdejpEGP4p5EAAA0Qa5HpUFcZ55E\nj8IdQT0KpUF75J5Ew/UsQexRpkHhOp5EuB4xQTMzp0EA6J1EpHA1QSlcp0G4xp1E4XowQQrX\np0GPup1ErkctQexRqEGaoZ1EH4UnQVK4qEFxnZ1EPQofQT0KqUFxrZ1ECtcjQYXrqUHXU51E\nKVwnQXsUqkFcN51ECtebQFK4pkFx1Z9EZmaOQD0Kp0GF259E16NgQMP1pkEzI6BEhetRQKRw\np0FcD6BEUrheQJqZp0Fx9Z9EexReQHE9qEFxxZ9E7FEYQHsUqEHhIqBEUrguQD0KqUGPwp9E\nj8JFQK5HqUGPkp9EuB7lP8P1qEEzC6BE7FG4PylcqUEACKBEexTuPxSuqUEA0J9E16PQPx+F\nq0EfVZ9ErkcBQFyPrEF77J5EMzPTP8P1rEGP6p5EH4XrP7gerUGk0J5EPQqXQPYosEHXE51E\nAACgQGZmsEEf7ZxErkcBQClcr0FIGZ5EhesBQHsUsEH24J1ECtfjP1yPsEFxzZ1EKVwPQMP1\nsEEUjp1EXI+iQClcs0EUBpxEUrgOQBSusUGkWJ1EuB6VQI/Cs0EACJxE16OIQPYotEF7BJxE\nPQp3QFyPtEHDBZxEH4VbQMP1tEFICZxEhetBQClctUEACJxEPQonQBSutUGaCZxEzcwMQHsU\ntkHhCpxEPQrjQRSul0EUlp5E7FHWQXsUmEEp7J5EzczQQWZmmEHXC59EpHDJQeF6mEHDRZ9E\nH4XLQdejmEFSKJ9ErkfNQVK4mEFIEZ9EcT3IQcP1mEGPKp9EUrjEQSlcmUEKL59ErkfDQQrX\nmUGuF59ECte/QXE9mkGPGp9EMzO9QdejmkHXE59EKVy/QSlcm0HsyZ5EAADGQY/Cm0FxbZ5E\nuB7VQVK4nEGPmp1E7FHAQQAAnEGuj55Ezcy6QXE9nEGur55E7FG4QdejnEG4pp5Empm/Qbge\nnUGuP55EKVyxQc3MnEF73J5E4Xq6QaRwnUEzW55EpHC5QYXrnUF7PJ5EXI+2QexRnkGuN55E\nZma0Qc3MnkH2KJ5ESOG0QaRwn0Ep9J1EMzOzQYXrn0HD3Z1EZma2QfYooEFSsJ1EMzO5QexR\noEEAiJ1EAADaQVyPokH2sJtEMzOzQVyPoEEKr51EmpmvQcP1oEF7tJ1EZmayQbgeoUHNjJ1E\n4XquQaRwoUFmlp1EheurQYXroUFxjZ1EMzOtQQAAokE9ep1E7FGkQQAAokEpzJ1E9iiaQQrX\noUHhMp5EKVyhQWZmokH2yJ1E7FGoQUjhokEzY51EcT2oQR+Fo0F7NJ1E9iimQQAApEHXI51E\nuB6BQYXroUGuF59E7FF4QfYookGPMp9EUrhqQXE9okGaaZ9EzcxkQdejokG4Zp9EZmZaQUjh\nokG4hp9E16NUQa5Ho0Ezg59EKVxPQRSuo0GFe59EMzNLQfYopEF7bJ9EAABEQeF6pEGFc59E\n16NAQcP1pEEUXp9Erkc5Qa5HpUFcZ59EcT02QQrXpUEUTp9EKVw7QQAApkEKJ59EXI82QeF6\npkEpHJ9EZmZCQcP1pkFSwJ5EZmZKQa5Hp0Ezg55E16MwQUjhpkGaGZ9ESOEqQTMzp0G4Fp9E\nZmYmQRSup0GkCJ9EpHAhQfYoqEFm/p5EUrgeQdejqEGP4p5EPQorQTMzqUEzg55E16MkQZqZ\nqUGFg55EMzM3QexRqkGk8J1EhesxQc3MqkEA6J1E7FEwQSlcq0GPwp1E7FEsQQrXq0FSsJ1E\nrkclQXE9rEEftZ1EKVwrQeF6rEFxhZ1Ej8IlQcP1rEG4fp1EKVwjQR+FrUFmXp1E9igwQXsU\nrkG49pxE9iicQOxRqkGP2p9EZmYiQfYorkHsMZ1Ew/WQQFK4qkGu159EheuJQDMzq0GPwp9E\n7FG4QHE9rEHDBZ9EH4UXQT0Kr0HhIp1Ej8JVQLgeq0EKD6BEMzNzQPYorEFcn59EZmaeQMP1\nrEH2CJ9EzcwcQI/Cq0EKH6BEw/U4QHsUrEHD5Z9EheshQOF6rEHh4p9E4XoUQMP1rEHXy59E\nKVw/QB+FrUEpdJ9EKVzvP65HrUEf1Z9EuB7lP4XrrUFxrZ9EpHAdQGZmrkHNVJ9EexQOQMP1\nrkH2QJ9E7FGYQKRwt0GkAJxEMzOLQArXt0FIAZxE9ih8QPYouEHsAZxErkdhQFyPuEHhApxE\nPQpHQMP1uEGFA5xE9igsQClcuUG4BpxErkfZQRSum0F77J5E7FHSQQrXm0FSIJ9EcT3MQQAA\nnEGuR59EZmbQQXE9nEEUDp9EMzPJQWZmnEFmRp9ErkfLQVyPnEFIKZ9EhevHQUjhnEGFK59E\nzczKQbgenUHNBJ9EzczEQa5HnUE9Kp9EFK7JQZqZnUG45p5EZmbAQZqZnUEpPJ9ESOHCQY/C\nnUHsGZ9ECte/QfYonkFSGJ9EcT3CQUjhnkHXy55EmpnFQbgen0HNnJ5EKVzDQR+Fn0Guj55E\nuB7FQRSun0Fmdp5EpHC9QY/Cn0EftZ5Ew/W2QYXrn0Ep5J5E7FG2QeF6oEFcv55EpHC9QcP1\noEHXW55Ej8KzQUjhoEFct55EUri6QSlcoUEfVZ5E16OwQa5HoUEUtp5Ej8K3QY/CoUGaUZ5E\n9iiwQQrXoUEAkJ5EH4W1QXE9okHXQ55EUrisQXE9okEzk55Ezcy0Qc3MokEAIJ5Ej8KxQTMz\no0HDHZ5EZma2QaRwo0GF251EUriyQQrXo0GP4p1Eheu5QexRpEE9ep1EcT2yQWZmpEHhup1E\nH4WvQUjhpEEzs51EZmauQSlcpUEplJ1EexSsQQrXpUFch51EPQqpQXE9pkF7hJ1EcT2mQdej\npkHDfZ1EuB6nQSlcp0E9Qp1ESOGkQQrXp0HhMp1EH4WDQQAApkGk8J5EZmZyQQrXpUEpXJ9E\nw/VoQfYopkHhcp9EexRiQeF6pkFSeJ9EH4VXQVK4pkFImZ9EzcxcQUjhpkHscZ9EZmZSQbge\np0FIkZ9EzcxQQRSup0G4bp9EZmZKQXsUqEFScJ9EuB5FQeF6qEFSaJ9EmplNQc3MqEEAKJ9E\nrkc9Qc3MqEEfdZ9Ew/U4QTMzqUEKZ59EPQpDQZqZqUGaGZ9E7FE8QQAAqkEfHZ9EXI82QWZm\nqkH2GJ9EuB4xQc3MqkEzE59Ej8I1QcP1qkEK755EKVwrQTMzq0EKD59ESOEmQRSuq0GPAp9E\npHAhQXsUrEEp/J5EheslQXE9rEH22J5E7FEsQVyPrEG4pp5ESOEqQbgerUGkgJ5E16M8QQrX\nrUHN9J1Ej8I1QXE9rkGa+Z1EKVwvQdejrkHs+Z1EuB4pQT0Kr0FI+Z1Empk1QR+Fr0EflZ1E\nPQorQY/Cr0EKt51ErkcpQexRsEGPkp1E9igkQc3MsEEAiJ1Ej8IpQT0KsUE9Wp1ECtcnQZqZ\nsUFcN51EpHAlQXE9skFmFp1E16MwQVK4skEzu5xE9iggQdejskHNDJ1EcT2KQLger0FxvZ9E\nrkeZQKRwr0GkgJ9ECteLQArXr0Fmhp9EhetRQBSur0FI4Z9ErkdxQHsUsEFSoJ9Empk5QHsU\nsEE94p9EFK5XQGZmsEHXo59E4XokQOF6sEHX259Ej8IVQMP1sEG4xp9E4Xr0P65HsUEUzp9E\nj8IlQOF6skEAQJ9EZmYGQM3MskHNTJ9EFK5XQI/Cs0GPop5EH4UbQBSus0Ef7Z5E7FGYQClc\nu0F7/JtESOGKQI/Cu0Fx/ZtESOF6QPYovEFSAJxE16NgQFyPvEEAAJxEj8JFQEjhvEE9ApxE\nexTaQXsUoEHhCp9EzczQQXsUoEEfXZ9EPQrXQeF6oEFSCJ9EMzPNQeF6oEGFY59EH4XTQUjh\noEEfDZ9EFK7HQVK4oEGFg59EKVzLQcP1oEFIUZ9ESOHIQSlcoUFSSJ9ESOHKQR+FoUEfLZ9E\nrkfDQZqZoUHsaZ9EXI/GQY/CoUEpPJ9EAADAQQAAokGFa59Ew/XCQfYookE9Qp9EZmbCQVK4\nokG4Hp9ErkfDQSlco0G45p5EzczGQR+Fo0HDtZ5E16PSQexRpEGaEZ5Erke9QR+Fo0FmDp9E\n7FG6QYXro0GPCp9Eheu7QdejpEH2yJ5Ew/W4QT0KpUFxxZ5Ej8K7QTMzpUFxnZ5ESOG4QZqZ\npUHsmZ5Eheu1QQAApkFmlp5EZma8QeF6pkHhOp5EXI/EQcP1pkGux51ECtfFQT0Kp0HDtZ1E\n9ii6QUjhpkHNLJ5EmpnFQRSup0E9ip1EMzO5QaRwp0HNDJ5EexS4QQAAqEGu751ESOHAQVyP\nqEFIcZ1EXI+0QexRqEEp9J1EcT22QeF6qEEz251EH4WxQVK4qEH28J1EpHC1QZqZqUE9ip1E\nFK63QY/CqUGaaZ1EXI+yQXsUqkHNhJ1Eheu1QexRqkF7VJ1EH4WxQVyPqkFxZZ1EH4WzQVK4\nqkEASJ1ErketQcP1qkHhcp1EAACsQaRwq0EKV51EzcyuQRSuq0FmLp1E4XqoQQrXq0HhWp1E\ncT2qQVyPrEFIEZ1E9iisQVK4rEHN9JxEcT2CQXE9qkH2MJ9EZmZ+QdejqkFcL59E16NwQc3M\nqkG4Zp9E4XpoQT0Kq0F7dJ9EMzNjQR+Fq0Fmbp9EuB5ZQY/Cq0GPip9ErkdVQfYorEHseZ9E\ncT1SQVK4rEH2YJ9EFK5HQUjhrEHsgZ9ECtdDQSlcrUEAcJ9EMzNLQRSurUEAOJ9ECtc/QQrX\nrUEKX59E7FE8QexRrkHhSp9E4Xo4Qc3MrkGuN59Ehes1QSlcr0HXG59EpHAxQY/Cr0EUDp9E\nexQuQexRsEGk+J5E16MoQVK4sEGP8p5E16M0QTMzsUHXk55EAAAwQRSusUEAiJ5EpHApQQAA\nskH2iJ5E16MkQeF6skEUfp5EAAA0Qbges0F7BJ5Ej8ItQR+Fs0GFA55E9igoQYXrs0HD/Z1E\nZmY2QVyPtEHNjJ1EexQiQexRtEGF+51EZmYuQUjhtEHsmZ1Ezcw0QTMztUG4Zp1EuB4dQc3M\ntEEA8J1EUrgWQTMztUFI8Z1Ew/UQQZqZtUF77J1ErkclQTMzt0EfFZ1ESOEaQaRwt0HDNZ1E\n4XogQRSut0GkCJ1E7FFEQSlcuUHN5JtEexQaQXsUuEEKB51Ej8I9QY/CuUHN5JtESOE2QfYo\nukGu55tEmpl5QLgetUEUjp9E7FE4QMP1tEHs4Z9EhethQB+FtUF7jJ9EKVwvQB+FtUGPwp9E\nPQpHQArXtUHskZ9Ej8IlQHsUtkGFo59E16MgQFK4tkHhep9EuB4VQIXrt0EfLZ9EZmYmQPYo\nuEH2CJ9Ew/WoQLgevUH2yJxEcT2iQBSuvUFxrZxEpHCtQAAAvkEUfpxEMzPLQM3MvkEK/5tE\nZmaGQGZmvkGut5xEKVxvQM3MvkFcv5xEpHClQAAAwEFS+JtEPQqXQOxRwEG4/ptESOGKQM3M\nwEEz+5tEH4V7QDMzwUEz+5tErkdhQB+FwUEp/JtE9ijQQXE9pEGPYp9EexTWQVyPpEHsEZ9E\nH4XJQWZmpEFIkZ9EcT3MQVyPpEHNbJ9EKVzHQUjhpEEphJ9E9ijGQSlcpUFIaZ9EAADIQaRw\npUH2UJ9EUrjCQRSupUFxbZ9ECte/QXsUpkHsaZ9EuB7FQWZmpkFIIZ9EzczCQUjhpkEfFZ9E\nPQrHQbgep0GP2p5EcT3EQR+Fp0Ef1Z5Ew/XGQRSup0Fcr55EpHC/QQrXp0HX655EFK7DQXsU\nqEGksJ5E7FG8QXE9qEHX655Erke5QdejqEFI6Z5E4Xq2QT0KqUHN5J5EFK63QRSuqUG4pp5E\nXI+0QXsUqkEfpZ5Ej8KxQeF6qkEAoJ5E9iiyQbgeq0FxbZ5EFK61QSlcq0GPOp5EMzOvQR+F\nq0FIaZ5E4XqyQY/Cq0EzO55EexS0QeF6rEFm9p1Ew/WwQUjhrEHN9J1Empm5QaRwrUGud51E\nFK6tQa5HrUEU9p1Erke3QVyPrkEpPJ1EZmbEQaRwr0EUfpxEcT20QcP1rkFIOZ1EpHCxQSlc\nr0E9Mp1Ezcy0QZqZr0FIAZ1E7FGuQY/Cr0H2MJ1EUrisQexRsEEAGJ1EmpmpQVK4sEG4Fp1E\nH4WFQdejrkHX+55EZmaCQT0Kr0Hh+p5EH4V/QaRwr0GF855EFK6DQY/Cr0GauZ5E7FFoQTMz\nr0Hhcp9EmpltQaRwr0GPSp9EzcxgQR+Fr0GFe59EcT1aQYXrr0EUfp9EmpldQQAAsEFxZZ9E\nCtdTQexRsEGuf59EzcxQQc3MsEGkaJ9EhetJQbgesUFxbZ9EXI9CQaRwsUEUdp9EFK5HQRSu\nsUEKT59Ej8JBQXsUskEpTJ9E16NEQfYoskFmNp9E16NQQdejskEz255Empk9QVyPskHNPJ9E\ncT02QUjhskFxRZ9EXI8yQSlcs0GaMZ9EZmY6QRSus0Ef9Z5E4XpMQWZmtEHsaZ5EcT0yQQAA\ntEF7BJ9EKVwrQexRtEFICZ9EUrgmQc3MtEHN/J5E7FEgQbgetUFm/p5EFK4vQY/CtUHDhZ5E\nrkcpQfYotkFmhp5E16M0QSlct0Ez+51Ej8ItQRSut0FSAJ5EAAAoQXsUuEGF+51EUrgiQVyP\nuEHh8p1E16McQcP1uEGk8J1E7FEYQaRwuUEA4J1EZmYSQQrXuUEp3J1EcT0mQVK4ukF7PJ1E\nH4UfQbgeu0FmPp1E7FEkQSlcu0GkGJ1EMzMfQY/Cu0HDDZ1EAABEQR+FvUHh4ptErkc9QQrX\nvUEp5JtEZmY2QexRvkHN5JtEpHB9QK5HuUEzg59Ew/UoQT0Kv0Gk6JtEj8JFQIXruUGkkJ9E\nmplZQPYoukGuZ59EAAAwQOxRukHhip9EKVw/QFyPukHhap9EXI8OQdejwEGP6ptEAADYQJqZ\nv0EU1pxEAAAIQT0KwUHh6ptEj8LFQIXrv0HN7JxE7FHQQPYowEFSwJxEZma2QMP1wEFSwJxE\nZmbmQPYowkHN9JtEw/WoQK5HwUEpxJxEw/XYQFyPwkG49ptE16PIQEjhwkEpBJxEpHC9QK5H\nw0HN/JtEheuxQI/Cw0EK95tE4XqkQHsUxEGk+JtEKVyXQFyPxEFS+JtEcT2KQMP1xEGk+JtE\nw/V4QK5HxUHX+5tE7FHeQVyPqEEppJ5ECtfHQQrXp0HXq59EXI/GQexRqEHskZ9EXI/EQc3M\nqEHsgZ9EH4XBQTMzqUFIgZ9ErkfFQaRwqUEfTZ9E16PGQXsUqkFmDp9EmpnDQeF6qkF7DJ9E\nrkfBQUjhqkH2AJ9EXI++Qa5Hq0GF+55Ej8LDQZqZq0Hhsp5EH4W7QRSuq0FI+Z5EFK69QQrX\nq0GP2p5EZma4QXsUrEH2+J5EFK61QeF6rEGP8p5EUri0QT0KrUEz055EheuxQaRwrUHDzZ5E\nj8K1QRSurUEKl55Ew/WyQXsUrkHskZ5E9ii2QexRrkHNZJ5Ezcy2QcP1rkHDLZ5EMzO7Qa5H\nr0EK751EZma0QaRwr0HhIp5ESOG4QRSur0Hh4p1Ej8K1QXsUsEFI4Z1EpHDdQc3MskEAqJtE\nw/WyQVyPsEGP2p1Ej8K5QcP1sEGaeZ1ESOG4QR+FsUFcV51EZmbMQUjhskEpPJxE9ijOQT0K\ns0HXI5xECtfVQR+Fs0HXs5tEKVzJQSlcs0EAOJxEmpnPQY/Cs0Fm3ptEUri0QeF6skF7NJ1E\nXI/CQaRws0HXa5xEMzO/QYXrs0EpbJxEhevLQc3MtEHhsptErkexQR+Fs0EACJ1Erke5QXsU\ntEGPkpxE9iiuQYXrs0EUBp1ECtexQfYotEEA0JxEMzO1QWZmtEG4npxEUrisQeF6tEHX65xE\nAACwQVK4tEEzu5xEFK6pQUjhtEGk6JxEmpmtQbgetUFmrpxE9ii+QWZmtkGkuJtE9iiqQR+F\ntUGksJxEw/W6Qc3MtkFct5tEj8J5Qc3MskFIIZ9EpHB1Qa5Hs0HXE59E16OAQRSus0HXu55E\ncT1qQaRws0GkOJ9EZmZuQZqZs0HsGZ9E16NgQRSus0HsUZ9EKVxXQQAAtEFIaZ9EH4VPQXE9\ntEHDdZ9EzcxMQc3MtEE9Wp9EzcxIQa5HtUHsSZ9EZmZCQZqZtUHXS59EFK4/QfYotkH2MJ9E\nAAA8QdejtkEpHJ9EFK5DQcP1tkHs4Z5Erkc1QT0Kt0EAIJ9EAAAwQaRwt0FIGZ9Erkc5QQrX\nt0Gk0J5EXI8uQQAAuEEp9J5EH4VjQXE9ukGuV51E9ihwQVK4ukEf9ZxECtcnQWZmuEEA+J5E\npHAxQaRwuUHhep5EAABIQT0Ku0H2mJ1E9ihQQSlcu0GkWJ1Ew/VAQSlcu0FxnZ1ESOE6QQrX\nu0Ezm51ErkcpQRSuu0GF851E9ig0QfYovEHDnZ1EXI8iQXsUvEGu951EmpkdQeF6vEHX651E\nH4VfQaRwv0Ez25tEUrgWQUjhvEFS8J1EzcxYQQrXv0Ep3JtESOEqQeF6vkHhGp1EcT1SQXE9\nwEEf3ZtEPQofQdejvkEURp1Ew/UkQUjhvkG4Fp1EKVxLQdejwEGu35tESOEeQa5Hv0HXE51E\n16NEQT0KwUH24JtEj8I9QaRwwUHh4ptEMzM3QQrXwUEz45tEAAAwQXE9wkEA6JtEpHApQdej\nwkGu55tEZmYiQcP1wkEp7JtEPQpHQHE9vkFmXp9E4XocQSlcw0Gu55tEmpkVQY/Cw0Hs6ZtE\nMzMPQXE9xEEA6JtE4XoIQVyPxEGa6ZtEMzPLQB+Fw0Ga2ZxEhesBQcP1xEHh6ptEFK6/QAAA\nxEEp1JxEj8L1QClcxUEK75tE7FHoQI/CxUEA8JtE7FGoQM3MxEE9ypxEw/XYQHsUxkHh+ptE\n9ijMQOF6xkGa+ZtE7FHAQEjhxkHX85tEH4WzQK5Hx0GF85tEexSmQBSux0Fx9ZtEAACYQHsU\nyEGk+JtEH4WLQOF6yEEU9ptEzcx8QEjhyEEK95tEzczaQQrXq0EU/p5EexTiQXE9rEEzm55E\nAADOQRSuq0FSgJ9EhevLQXsUrEGPcp9EFK7HQWZmrEFIgZ9Ej8LJQVyPrEF7ZJ9EuB7NQc3M\nrEEUNp9EhevFQUjhrEEUbp9EmpnFQaRwrUFcR59EhevHQZqZrUEKJ59Erke/QRSurUE9cp9E\nzczCQQrXrUH2QJ9EcT3AQexRrkGaOZ9EZmbCQWZmrkEpHJ9EH4W/Qc3MrkFSGJ9EFK69Qa5H\nr0EfBZ9Erke7QY/Cr0GP+p5EXI+4QfYosEF79J5Eheu7QcP1sEFSmJ5EpHC/QTMzsUFcZ55E\nzcy4QSlcsUEAmJ5EAAC2QY/CsUGPkp5EH4W5QQAAskFSYJ5EexS2QexRskGFY55EKVyzQc3M\nskFxXZ5EpHC3QT0Ks0GPIp5E9iiwQTMzs0FxXZ5Empm1QfYotEGa4Z1EuB67QeF6tEGakZ1E\nPQrPQQrXtUEpdJxEzcyyQVyPtEGP2p1EKVzPQeF6tkFcP5xEAADaQTMzt0EUpptEcT3MQcP1\ntkHNPJxEexTWQZqZt0FmrptEpHDJQSlct0HNNJxEXI/SQQAAuEGksJtErkfPQWZmuEEAsJtE\nAADMQc3MuEG4rptEzcy0QQrXt0GP0pxE7FG4QXsUuEG4npxE16PIQTMzuUGur5tEH4WxQXE9\nuEE90pxEPQq1QeF6uEEUnpxEPQrFQZqZuUHhsptE9iisQeF6uEGk8JxEmpnBQQAAukEptJtE\n7FG+QWZmukGFs5tEAACAQeF6tkEAIJ9Ezcy6Qc3MukG4tptEuB51QdejtkHhQp9EFK5vQbge\nt0F7PJ9EMzNrQR+Ft0FcL59EZmZyQQrXt0FI+Z5EAAB8QfYouEFIsZ5EmplhQY/Ct0FSSJ9E\nMzNbQfYouEE9Sp9EPQpjQeF6uEEKD59EmplVQVyPuEHNRJ9EMzNTQbgeuUFSKJ9EAABcQaRw\nuUHN5J5EUrhqQQAAukHNdJ5EzcxMQaRwuUFIKZ9EzcxEQY/CuUG4Np9Ej8JBQexRukFxHZ9E\ncT1CQcP1ukGP6p5EPQo/QaRwu0Hh0p5EexRSQXE9vEEAQJ5EpHB9QQAAvkGk8JxEzcw4QQrX\nu0Hh0p5ErkdpQQrXvUGaWZ1EexRiQXE9vkGuX51E9ihcQdejvkEpXJ1ECtdnQbgev0GkAJ1E\nrkdNQdejvkFmnp1EUrhWQT0Kv0HXU51EH4VbQa5Hv0EULp1ESOFGQT0Kv0Fmnp1EzcxAQaRw\nv0GFm51EXI9KQQrXv0FcT51Ej8I5QQrXv0GaoZ1EKVwzQfYowEGaoZ1ESOEuQdejwEGakZ1E\nUrhCQR+FwUHX85xEXI9mQbgew0HN1JtEpHAdQVyPwEGF651EPQpfQR+Fw0F73JtE7FFYQYXr\nw0EU3ptEcT0qQeF6wkHNHJ1EcT1SQexRxEE92ptEKVxLQVK4xEEf3ZtE9ihEQT0KxUFI4ZtE\npHA9QaRwxUGF45tESOE2QQrXxUEz45tEAAAwQXE9xkEp5JtEuB4pQdejxkGk6JtEheshQcP1\nxkFm7ptEFK4bQaRwx0Hh6ptErkcVQQrXx0FI6ZtEPQoPQXE9yEG45ptE4XoIQdejyEG45ptE\nmpkBQT0KyUGP6ptEuB71QClcyUEK75tEKVzHQMP1yEH2eJxE7FHoQI/CyUHN7JtEXI/aQPYo\nykGk8JtECtejQB+FyUGPopxEzczMQFyPykHh8ptEUriWQArXyUF7pJxEH4WjQHE9ykEfbZxE\nmpmJQHE9ykF7pJxEmpmxQK5Hy0Gk+JtEZmamQI/Cy0Gk8JtE7FGYQPYozEHN9JtEUrjcQc3M\nsEFI4Z5EAADUQc3MsEFxLZ9ECtfZQTMzsUHD3Z5EZmbeQaRwsUEKn55EH4XRQa5HsUGFI59E\nH4XJQSlcsUHDZZ9EuB7HQY/CsUGFW59E4XrKQQAAskHDLZ9E4XrIQeF6skFxHZ9EcT3CQdej\nskEASJ9EcT3GQUjhskFSEJ9EhevDQa5Hs0EfBZ9E9ijGQaRws0Fx5Z5EcT3KQRSus0EfrZ5E\nhevBQY/Cs0Ep9J5Ej8LBQexRtEHsyZ5EpHC5QWZmtEHhEp9ESOG2QUjhtEHsCZ9Ew/XKQfYo\ntkFc751Ej8K7QY/CtUFSmJ5EPQq5QfYotkE9kp5ESOG6QUjhtkHhSp5E9ii4Qa5Ht0EpRJ5E\n7FHGQXE9uEHseZ1EpHCzQZqZt0GaWZ5EPQqxQXsUuEEUTp5EzcyyQfYouEEfNZ5EheutQeF6\nuEHNTJ5EXI+qQc3MuEGuT55EFK6tQT0KuUHhIp5EXI/MQY/Cu0FxNZxE7FHWQeF6vEGup5tE\nmpnJQXE9vEFcL5xESOHSQUjhvEFIqZtEcT2gQYXruUHhWp5EAADMQRSuvUHXq5tE4XrIQXsU\nvkG4rptEPQrFQeF6vkGur5tEj8LBQUjhvkGur5tEcT2+Qa5Hv0E9sptEPQqrQeF6vkFxnZxE\nzcy6QRSuv0HXs5tEexSoQUjhvkGamZxEMzO3QXsUwEFct5tEexSCQdejvEH2oJ5ECtezQeF6\nwEGkuJtEZmZ+QT0KvUEfnZ5E4XqwQUjhwEHsuZtE16NgQVyPvEHDTZ9Ew/WsQa5HwUGFu5tE\npHBZQUjhvEFxVZ9EFK6pQRSuwUGFu5tECtdXQaRwvUHsMZ9EmplhQQrXvUFc555E7FFcQXE9\nvkGk4J5Ej8JpQc3MvkHseZ5EcT1WQdejvkFc355ErkddQcP1vkH2qJ5EexRKQc3MvkGFC59E\nAABEQTMzv0GPCp9EcT0+QZqZv0FcB59EMzNDQY/Cv0FS4J5E7FE8QfYowEEf5Z5EKVxrQc3M\nwkEKR51E4XpkQbgew0E9Sp1EPQpfQZqZw0HhQp1EuB5VQQrXw0HDXZ1ECteDQQAAxkGk0JtE\nuB5tQR+FxUFmbpxESOGAQWZmxkEpzJtEzcxAQXE9xEE9mp1ESOE6QdejxEFxlZ1E16NEQbge\nxUEASJ1EXI9GQQrXxUEUBp1ECtdPQexRxkEzu5xErkdtQZqZx0Ga0ZtEexRmQQAAyEHD1ZtE\nXI9eQexRyEEf3ZtE16NYQc3MyEEA2JtEexRSQTMzyUEA2JtEKVxLQR+FyUGa2ZtE7FFEQYXr\nyUF73JtEw/U8QexRykGF45tEmpk1QdejykGP6ptECtcvQbgey0GF45tEw/UoQaRwy0EK55tE\nZmYiQQrXy0Fm5ptEFK4bQXE9zEGu55tEpHAVQVK4zEHD5ZtE7FHYQClcy0EACJ1EmpnpQI/C\ny0EAwJxEMzMPQbgezUHh4ptE4XrMQI/Cy0HXA51ErkfBQHE9zEEf/ZxE16OoQOxRzEGuL51E\n4XqcQFK4zEHNLJ1EMzO7QB+FzUGPqpxEKVyvQIXrzUHDpZxEheuhQHE9zkGkqJxEexSuQNej\nzkHXc5xEmpmZQM3MzkF7lJxEj8KlQNej0EEK75tEzczWQVyPtEGaKZ9ESOHUQT0KtUHsGZ9E\ncT3eQR+FtUE9mp5EhevRQaRwtUFmFp9EpHDNQRSutUH2KJ9EFK7VQXE9tkGut55EuB7LQfYo\ntkFxHZ9EuB7PQWZmtkEU5p5E7FHSQVyPtkHsuZ5EXI/IQVyPtkF7FJ9E16PKQVK4tkFc955E\n9ijGQT0Kt0GPCp9Ej8LDQaRwt0EU/p5Ej8LFQZqZt0E94p5EMzPBQQrXt0Fm9p5E16O+QexR\nuEHD7Z5EcT3CQbgeuUGuj55EZmbIQR+FuUH2OJ5Ew/W+QR+FuUGkkJ5EzczKQXE9ukE96p1E\n9ijEQWZmukE9Gp5E9ii4QXE9ukEUlp5Eheu/Qc3MukEAKJ5ESOG8QTMzu0EUJp5EzczCQR+F\nu0E90p1EcT3KQXsUvEGkaJ1Erke3QSlcu0FSSJ5E7FG0QY/Cu0EfRZ5EexS6QfYovEHs8Z1E\nMzOxQfYovEF7RJ5Ej8KtQVyPvEGuR55EpHCtQbgevUFxHZ5EmpmnQSlcvUEpRJ5ErkerQZqZ\nvUG4Dp5E4XrMQYXrv0EULpxEAADWQVyPwEHXo5tE9iikQY/CvUGuR55E4XrSQT0KwUEUpptE\nSOGgQXsUvkGkSJ5EFK7LQQrXwUFSqJtE9ijIQXE9wkE9qptEUrjEQVyPwkF7rJtEAACgQVyP\nwEE9mp1E4XqYQdejwEHs2Z1EexSuQXE9wkGamZxECte9QSlcw0Gur5tEMzOVQT0KwUGP2p1E\n7FGaQSlcwUEUjp1E7FG6QY/Cw0HssZtESOGWQY/CwUHskZ1Ezcy2QfYoxEEftZtEKVyzQVyP\nxEEKt5tEAACwQcP1xEFct5tE4XqgQWZmxEFcb5xE4XqsQSlcxUE9uptEZmacQc3MxEHhepxE\nMzOpQY/CxUFIuZtE16OYQbgexUE9gpxE9ihcQWZmwkH22J5E7FFoQUjhwkHNfJ5EmplVQc3M\nwkEz255EAABcQT0Kw0GPqp5EzcxgQTMzw0FxhZ5EZmZWQaRww0HDpZ5EUrhCQa5Hw0EpDJ9E\n4XpQQQrXw0Ezo55EcT1mQSlcxUFIyZ1EmplxQQrXxUE9cp1EzcyUQfYoyEGawZtEKVxzQVyP\nxkHhMp1EMzORQVyPyEHDxZtE16NgQeF6xkGakZ1EPQprQUjhxkFIQZ1EFK5XQVK4xkEUpp1E\nSOFSQTMzx0GamZ1EZmZSQQrXx0GPap1Ej8JFQQAAyEEpnJ1EexROQexRyEHhWp1EMzNTQVyP\nyEGaMZ1EH4U/QWZmyEHhmp1EexRGQSlcyUEpNJ1ErkdVQQAAykEzu5xEKVxzQSlcy0HXy5tE\n9ihgQTMzy0GkMJxE4XpsQY/Cy0HDzZtEexRaQZqZy0F7LJxEw/VkQXsUzEEU1ptEZmZeQeF6\nzEEU1ptEKVxXQUjhzEGa2ZtE4XpQQa5HzUGF25tEhetJQRSuzUHN3JtEPQpDQQAAzkFm3ptE\nCtc7QWZmzkEz45tE16M0Qc3MzkEA6JtEKVwvQTMzz0Fm3ptEzcwoQZqZz0G43ptEpHAhQQAA\n0EEf5ZtE16PoQOF6zkFmJp1E4XrcQEjhzkEzI51Ew/UUQc3M0EFS4JtE9ijMQDMzz0E9Mp1E\n9ii8QB+Fz0FSQJ1EpHCtQArXz0H2SJ1EUri+QOxR0EG4/pxEpHClQOxR0EEpNJ1EmpnVQeF6\nuEEAGJ9EcT3OQTMzuUHDJZ9E4XrWQRSuuUHNtJ5E7FHUQfYoukG4pp5ErkfXQexRukEUfp5E\nj8LLQXE9ukEA8J5E4XrQQeF6ukGur55E16PIQdejukFc755EFK7DQUjhukEACJ9EhevDQR+F\nu0FI2Z5ESOG+QY/Cu0GF855EXI/CQVyPvEEzk55ECtfFQSlcvUFSOJ5EAADMQY/CvUGk4J1E\nhevDQQrXvUHDJZ5EexS8QYXrvUGuZ55EMzPBQXE9vkFcH55EZmbEQbgev0GFw51EXI+6QT0K\nv0HsIZ5Erke9QTMzv0Ez+51ECtexQT0Kv0H2cJ5E4XquQaRwv0GFc55ESOGuQXsUwEEAQJ5E\nheurQeF6wEEpPJ5E16OuQVK4wEF7FJ5EcT3IQeF6wkHhopxECtelQVK4wEHDZZ5EFK6jQbge\nwUGuV55EMzOhQZqZwUFxTZ5EFK7PQUjhxEFmpptEcT3MQa5HxUGkqJtESOHIQRSuxUGkqJtE\npHDFQXsUxkGaqZtE16OcQY/Cw0HN1J1EheuxQa5HxUGamZxEexTCQeF6xkE9qptEw/WYQXsU\nxEEz251EPQqVQWZmxEHD5Z1EheuRQc3MxEEp5J1EzcyaQR+FxUGuX51EKVylQcP1xkFIkZxE\nexS0QXsUyEF7tJtEexSiQSlcx0H2kJxEw/WwQeF6yEHssZtEXI+gQQrXx0FmdpxEMzOtQUjh\nyEFct5tEMzOdQXE9yEFcd5xECtepQa5HyUFSuJtErkdxQXsUxkHscZ5EmpmTQfYoyEEA2JxE\n16NsQeF6xkEfZZ5EPQpfQVyPxkEfnZ5EAABYQcP1xkHsoZ5Ew/VQQa5Hx0Fcp55E9ihMQY/C\nx0F7nJ5ESOFyQSlcyUFIcZ1E4XpgQTMzyUG4zp1EAABcQRSuyUEKv51EH4VjQQAAykHNhJ1E\nUrhaQexRykGul51E4XpUQVK4ykG4lp1EH4VXQc3MykFmfp1EpHBRQa5Hy0HXe51E16NQQQrX\ny0GuT51EZmZKQXE9zEFmTp1ESOFGQc3MzEFmNp1EPQpXQR+FzUHDtZxEZmZaQexRzkFSaJxE\nFK5XQUjhzkE9SpxEH4VXQZqZz0EUFpxE7FFYQexR0EEz25tEXI9SQVK40EHX05tEAABMQTMz\n0UEp1JtE9ihEQR+F0UFc35tEhes9QYXr0UEp3JtEPQo3QexR0kEK35tEuB4xQVK40kE92ptE\nZmYqQbge00GP2ptECtcjQR+F00GP2ptEw/UcQYXr00HD3ZtEuB7VQPYo0kEfTZ1EcT3KQFyP\n0kFxRZ1EH4XTQM3M0kEfHZ1EPQq/QD0K00FxPZ1ErkexQClc00FIQZ1EzczOQbgevUEzI59E\nuB7VQVK4vkHXc55ErkfJQVyPvkEp7J5EKVzTQTMzv0FSYJ5EUrjIQbgev0EAyJ5E7FHGQR+F\nv0HNvJ5EuB7LQWZmwEEUTp5EPQrDQeF6wEGakZ5EKVzJQR+FwUEpDJ5EXI/EQY/CwUE9Ip5E\nPQq9QYXrwUFcX55EexS6QexRwkEpXJ5EAAC+QVyPwkHNJJ5Erke3QVK4wkFmVp5Erke9Qbge\nw0H2AJ5EuB6zQT0Kw0F7ZJ5EKVy3QSlcw0EKJ55EFK6vQaRww0GuZ55EMzOtQQrXw0EUXp5E\nheuvQXsUxEFmNp5EXI+qQexRxEEUVp5Ew/WmQdejxEEzW55E9iikQT0KxUEUVp5EFK6hQR+F\nxUEpTJ5ECtfFQVK4yEEpDJxEzczMQTMzyUFmpptEzcy6QVyPyEFxfZxEpHDJQZqZyUFmpptE\nexScQcP1xkFIEZ5E4XqkQZqZx0FxlZ1EAADGQQAAykEKp5tEUricQZqZx0H22J1EuB6hQYXr\nx0Gul51EmpmZQQAAyEGu151EH4WVQexRyEEp5J1Ej8KdQcP1yEGaaZ1EFK67QTMzy0HNrJtE\n7FGSQVK4yEEp5J1EmpmPQTMzyUHN3J1EzcysQQAAzEEU9ptEKVyxQWZmzEFIsZtEZmaYQbge\ny0EA+JxEFK6tQc3MzEG4tptEheudQXE9zEGPcpxEexSqQbgezUE9uptEMzOTQQAAzEEp5JxE\nuB6bQdejzEEza5xEXI+mQR+FzUFmvptEcT2QQeF6zEFc35xEpHCjQQAAzkHsuZtEKVyNQUjh\nzEE92pxE9iigQWZmzkGPuptEpHBZQUjhykHNnJ5EH4VTQa5Hy0GamZ5EFK5rQexRzEFc351E\npHBNQRSuy0FSmJ5EUrhmQVK4zEFx1Z1ECtdHQXsUzEEzk55EpHBhQbgezUFxzZ1EexRaQR+F\nzUHX051Ej8JRQQrXzUGP4p1EuB5ZQfYozkFIqZ1EpHBVQdejzkHNlJ1EpHBZQaRwz0GFQ51E\nKVxTQQrXz0GuP51E9ihYQXsU0EHhGp1ECtdXQVK40EFI6ZxEmplVQSlc0UGux5xEKVxTQYXr\n0UHDpZxEMzNPQWZm0kHhkpxE7FFYQc3M0kGPSpxEXI9WQaRw00HXI5xE4XpQQQrX00FSIJxE\nZmZaQexR1EGk0JtECtdTQVK41EGuz5tErkdNQbge1UGk0JtEXI9GQR+F1UGa0ZtEFK4/QYXr\n1UHX05tEuB45QexR1kGF05tEexQyQdej1kG41ptEFK4rQT0K10HD1ZtEw/UkQaRw10EA2JtE\ncT0eQQrX10Gk2JtErkfJQI/C1UHNhJ1EKVzXQHsU1kFISZ1EH4XPQY/Cw0E9kp5EXI/OQUjh\nxEEKR55E4XrKQa5HxUGPUp5EzczEQaRwxUEUdp5EcT3CQYXrxUHNbJ5EMzO9QfYoxkG4hp5E\n16O6QdejxkEUfp5E4Xq6QTMzx0E9Up5Empm9QaRwx0FmJp5Ej8K1QR+Fx0EAaJ5EZma6QQrX\nx0HDJZ5E7FGuQZqZx0FxpZ5EzcyyQYXrx0FxZZ5EXI+sQXsUyEFIkZ5Ew/WoQWZmyEG4lp5E\nheunQcP1yEGud55EXI+kQSlcyUEze55EmpmpQRSuyUFIMZ5EUrigQRSuyUHXg55E16O+QQrX\ny0Gk0JxEPQq7QfYozEFx1ZxEZmbIQbgezUGPEpxEH4WjQbgey0G4/p1ECtfFQZqZzUGuB5xE\nheufQR+Fy0GFA55E4XqcQQrXy0EACJ5EpHCbQWZmzEFS6J1EUrigQc3MzEE9mp1EKVynQa5H\nzUFcN51ESOGYQUjhzEEU3p1EmpmVQTMzzUGu351EMzOTQRSuzUEz051E4XqaQXE9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h6QVLInUSF699BCtd3Qa6n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\nj8KFQfZIn0SPwvU816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Qa5fn0ThenBB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\nn0S4HpFBmplFQXGln0Q9CpNB4XpE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QK141Bw/WoPqS4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XM8/j8INQQqHn0S4HqU/XI8OQVKAn0T2KMxAXI8WQVzfnES4HtVA4XoYQcOFnETD9chA\nrkcZQZqBnEThetxAcT0aQfYwnESPwr1AcT0aQY96nERSuM5APQobQYUznESuR8FACtcbQR81\nnET2KLRA16McQXE1nEQ9CqdArkcdQRQ2nETD9ZhAexQeQY86nETheoxASOEeQfY4nER7FH5A\nFK4fQY86nEQzM2NA7FEgQXs8nETD9UhAuB4hQc08nERSuC5AheshQXE9nEQK1xNAUrgiQa4/\nnEQzM/M/KVwjQfZAnESkcL0/9igkQT1CnETD9Yg/w/UkQddDnETXo9RBFK7fQEgJnkSuR9lB\n16PgQOzJnUQpXNFBrkfhQJoJnkSuR89BSOHiQI/6nUQ9CsdBMzPjQAo/nkRmZsBB9ijkQMNt\nnkQUrrtBuB7lQI+CnkRcj7hBUrjmQI+CnkT2KLxBFK7nQKRQnkR7FLRBAADoQCmUnkRcj7BB\nrkfpQFKYnkQfhblBCtfrQIUbnkTD9bZBpHDtQJoRnkQ9CrNBUrjuQNcbnkQ9CrVBKVzvQK7/\nnURxPapBUrjuQOFqnkQAAKZBAADwQOx5nkS4HqVBcT3yQJpZnkQAAKJBCtfzQABYnkTNzKBB\nj8L1QIU7nkRxPZ5BFK73QJoxnkSF65NBPQr3QPaYnkRI4ZBB16P4QFyXnkQAAJxBCtf7QGb2\nnUSuR5VB4Xr8QKQonkRcj45Bzcz8QClcnkSPwpNB4XoAQezhnURmZpZBzcwAQYW7nUThepBB\nrkcBQeHinUTXo4xBhesBQSnsnUQAAJJBUrgCQcOdnUTNzK5BPQoHQQr3m0SPwo9BFK4DQQqP\nnUSkcI1B4XoEQfaAnUSF66dB16MIQT36m0RI4YpBpHAFQa53nUT2KIxBmpkFQXtknURcj6RB\npHAJQeH6m0TheoZBhesFQZqJnUS4HqFBexQKQSn8m0QUroNBSOEGQY+CnUQzM4FBFK4HQQB4\nnUSkcIlBw/UIQR/9nERxPY5Bj8IJQR+1nERxPZpBFK4LQaQAnESPwm1BKVwHQT3inURSuGZB\n9igIQQrnnUTsUWRBuB4JQfbInUQK11tBj8IJQVLYnUQfhVdBUrgKQUjJnUSuR11BMzMLQR+d\nnUSF601BMzMLQUjhnUQK11dBAAAMQRSWnUQK10NBFK4LQbj+nUSF6z1B4XoMQTP7nUQfhTNB\nzcwMQT0ankQzMytBpHANQUgpnkQzMy9Bj8INQT0KnkRxPSpBUrgOQQr/nUQK1yNBH4UPQa7/\nnUR7FC5B7FEQQa6vnURcjyJB16MQQaTYnUSPwjFBexQSQfZgnURI4RpBrkcRQeHinUQUrhNB\nhesRQfbonUQUrgtBXI8SQbj2nUQAABBBPQoTQYXTnUSPwhVBH4UTQWamnUQzMwdBH4UTQQDo\nnUThegBB7FEUQY/qnUQUrgNB16MUQfbQnUT2KARBhesVQZqZnUT2KGxA4XoQQeGyn0T2KPRA\nZmYWQVy3nURmZlZArkcRQR+tn0R7FOZAPQoXQc28nUSPwmVASOESQc1cn0SF61FACtcTQYVT\nn0QK19NAZmYaQc1snUSF6/lA9igcQfbQnETXowxBj8IdQaRQnETsUQhAzcwUQYWDn0Q9Cvc/\nj8IVQc1sn0T2KLw/ZmYWQcN1n0RmZoY/PQoXQdd7n0TXo8BAheshQR99nERcj9JAUrgiQT0y\nnETNzMRAH4UjQR81nERmZrZA9igkQYU7nEQzM6tAuB4lQXs0nESkcJ1Aj8IlQbg2nEQAAJBA\nXI8mQaQ4nEQzM4NAKVwnQa43nEQfhWtA9igoQT06nESuR1FAw/UoQY86nERmZjZAmpkpQR89\nnET2KBxAZmYqQXE9nESF6wFAMzMrQWY+nER7FM4/CtcrQaRAnESamZk/16MsQUhBnES4HkU/\npHAtQYVDnESamddBzczsQK73nUQ9CtNBexTuQJoJnkR7FNBBFK7vQMMFnkQzM89BhevxQM3k\nnUQpXM9B4Xr0QBS2nUTsUchBzcz0QOHqnUSuR8tBj8L1QJrBnUSuR71B4Xr0QApXnkRcj8RB\n16P4QHHFnURI4bpB16P4QFwfnkQAAL5Brkf5QDPznURSuMJBXI/6QOyxnUSPwrdBcT36QGYe\nnkTD9cBB4Xr8QB+dnUTNzLZB4Xr8QMP9nUTsUa5B4Xr8QABInkRSuLJBj8L9QOwJnkRmZqpB\nj8L9QI9SnkQpXKdBKVz/QFJQnkQUrqVB16MAQT06nkTheqpBrkcBQWb2nUQK16FBrkcBQXtE\nnkQfhZ9BcT0CQQo3nkQfhZVBexQCQUiZnkR7FJxBSOECQTM7nkTsUZJBSOECQUiZnkQzM41B\nMzMDQRS2nkSF64lBAAAEQa63nkTNzIxBmpkFQQpfnkSF65FBFK4HQR/lnUQ9CoNBUrgGQT2S\nnkTheo5B7FEIQZrpnUR7FIBBH4UHQWaOnkQAAIJBw/UIQYVDnkQzM39BhesJQVw3nkSkcItB\nFK4LQaSInUSPwnlBUrgKQUgxnkSPwodB4XoMQQqPnUTXo4RBrkcNQc2MnUQfhYFBhesNQSmM\nnUQzM39BPQoPQaR4nUTsUYZBAAAQQYUTnUT2KIRBw/UQQeECnUQfhWdBFK4PQUjJnUTXo3xB\nrkcRQewpnUQK14FBhesRQSn0nESPwl1B9igQQYXjnUSuR2FBj8IRQQCYnURI4VpBXI8SQVKY\nnUQUrmNBMzMTQXtUnUTNzExBXI8SQTPTnUThelhBH4UTQUh5nUQzM2NB4XoUQVwnnUQUrj9B\nSOESQWYGnkQzM0NBMzMTQeHqnUSkcD1BAAAUQQrnnUSuRzFB9igUQTMTnkQpXD9BpHAVQWam\nnUQ9CitBw/UUQeESnkQfhTdBexQWQeyxnUR7FCZBhesVQQAInkTXozBBUrgWQcO1nURmZipB\nH4UXQdeznUS4HjVB4XoYQaRgnUS4HiFBAAAYQdfLnUQ9Ci9BrkcZQWZenUSkcBFBAAAYQXEV\nnkTD9QxBw/UYQRQGnkTNzBRBmpkZQVzHnUR7FApBexQaQeHqnUTD9QBBXI8aQaQAnkSF6wFB\nAAAcQcPFnUSamQVB7FEcQUipnUQfhXtAPQoXQWaun0Rcj2JACtcXQa6vn0QzM/tAcT0eQeGC\nnURxPRpAKVwXQQoPoETsUXhAmpkZQUhRn0Q9CldAcT0aQTNjn0S4HkVAPQobQc1Un0RSuNZA\n16MgQTN7nUThepQ/pHAZQRQeoET2KPw/AAAcQT2Cn0ThehRA16McQddTn0TXo9A/zcwcQXt8\nn0SkcJ0/mpkdQRR+n0SuR2E/ZmYeQZp5n0R7FI4/UrgeQT1an0TNzKRA7FEsQdcznEQUrpdA\nuB4tQXs0nERcj4pAhestQcM1nERxPXpAXI8uQVw3nEQAAGBAKVwvQQA4nEThekRA9igwQYU7\nnERxPSpAw/UwQXs8nEQAABBAmpkxQXs8nEQfhes/ZmYyQR89nEQ9Crc/MzMzQbg+nESuR4E/\nAAA0QVw/nEQ9Chc/zcw0QZpBnESPwttBZmb+QNernURcj85BpHD9QHE1nkR7FNBBj8L9QK4f\nnkR7FMpBUrj+QMNFnkQK189BrkcBQfbInUSuR89BZmYCQR+lnUQzM9FBXI8CQeGKnURcj8JB\nhesBQfYonkS4HsVBcT0CQXEFnkTXo75BUrgCQT0ynkQfhb1BFK4DQR8VnkQAAMBBAAAEQY/y\nnUQK17lB7FEEQTMbnkSF68FBUrgGQSl8nUSkcN9BXI8KQXHdm0TXo7RBexQGQY8KnkSama1B\nZmYGQQBAnkSuR7FBSOEGQSkMnkTD9bpB9igIQeGCnURSuNhB9igMQbjem0SkcK9BCtcHQZr5\nnUQzM9VBw/UMQZrhm0QAAKxB16MIQdf7nUQfhadBuB4JQXENnkRxPc5BXI8OQXvkm0RxPaRB\nhesJQbgOnkQUrptBhesJQYVbnkTXo5JBhesJQVKwnkS4Ho9BXI8KQcO1nkSF64tBKVwLQRS2\nnkTNzIhB9igMQR+1nkTheo5Bw/UMQexhnkQUroVBw/UMQc20nkSF64dBrkcNQdeTnkSPwpFB\nUrgOQXsEnkTXo4RBhesNQR+VnkSkcIFBUrgOQWaWnkSamYFBAAAQQXFlnkThenxBzcwQQa5n\nnkTXo3xBhesRQQo3nkRSuHZBUrgSQSk0nkTsUXBBH4UTQXs0nkRxPX5B16MUQc3MnUT2KHhB\npHAVQT3KnUTD9XxBPQoXQXF1nURcj4JBFK4XQa43nUQpXJdBPQobQWb+m0QpXINBuB4ZQTP7\nnET2KJRBCtcbQc38m0TNzHhBrkcZQTMznURSuIBBexQaQUjxnERcj5BB16McQaQAnEQ9CmdB\nrkcZQfaInUTD9WBBexQaQWaGnUQpXFdBXI8aQQqfnUSPwmlBAAAcQewRnUS4HmFB16McQY8i\nnUThelRBw/UcQY9SnUSuR1lBrkcdQR8tnUR7FEJB16McQRSunUSF61FBhesdQSk0nUTNzDxB\npHAdQbimnUQpXDNBexQeQXG9nUTD9SxBUrgeQXG9nURcjzJBMzMfQT2SnUQAADhBFK4fQQpn\nnUQK1y9B7FEgQXF1nUTXoxxBAAAgQZrZnUSamSlBuB4hQddznUQAAAxBCtcfQdcrnkRSuAZB\n16MgQTMjnkQUrgNBj8IhQVIInkQfhWtA4XocQdcboESF6wFBSOEiQSnknUSPwlVArkcdQQoX\noESF63FAMzMfQc2sn0SPwoVACtcfQex5n0SamSlASOEeQcMNoERI4WpA7FEgQT2Kn0ThehRA\nFK4fQQAIoETsUfg/7FEgQVwHoETsUThAj8IhQc2Mn0R7FO4/mpkhQQDgn0TD9Yg/mpkhQXsU\noEQzM5M/PQojQaTYn0QK16M/H4UrQYWTnkQUrgdAcT0uQR/tnUTheqxAFK4zQeEynESamdk/\nSOEuQZrxnUQUrp9A4Xo0QY8ynERxPZJArkc1QXs0nES4HoVAhes1QR81nEQAAHBAUrg2QXE1\nnESPwlVAH4U3QWY2nERxPTpA7FE4QT06nERSuB5Aw/U4QcM9nESPwgVAj8I5Qdc7nEQ9Ctc/\nXI86QSk8nERcj6I/KVw7QXs8nET2KFw/9ig8QcM9nESuR+E+zcw8Qa4/nEQ9CtFBPQoHQXtU\nnkSamclBMzMHQRSOnkQK18lB4XoIQVxfnkSuR8VBuB4JQT1ynkRmZshBpHAJQVxHnkRSuMJB\nhesJQZppnkRSuMRBexQKQcNNnkRmZsRBKVwLQXElnkTNzMBBAAAMQeEqnkSkcL9Bw/UMQfYQ\nnkThesZBhesNQbiunUTherxBhesNQcMNnkQK18VBPQoPQY+KnUTXo+RBMzMTQTPbm0R7FMRB\nAAAQQcN1nUQzM+FBCtcTQc3cm0QAAMRBrkcRQVJInUSF691BzcwUQSncm0SamaFBj8INQfYA\nn0TD9Z5BUrgOQZr5nkTsUZxBH4UPQUjxnkRSuJRBFK4PQZoxn0RxPZJB4XoQQQAon0QAAJBB\npHARQT0an0Rcj5RBexQSQZrZnkTheppBSOESQXuEnkSkcJFBSOESQaTYnkQ9CpdBH4UTQa6H\nnkRSuIZBZmYSQcNFn0QK14NBMzMTQexBn0R7FIZBzcwUQdfznkTD9YJBmpkVQYXznkQpXIlB\nXI8WQWaWnkR7FIZBMzMXQQCYnkS4HoNBAAAYQXuUnkTheoZB4XoYQeFinkTheoJBuB4ZQa5v\nnkQ9Cn9BhesZQc1snkQ9CndBXI8aQaR4nkSF63lBSOEaQddjnkQAAIBBKVwbQcM1nkTXo4ZB\n7FEcQdfTnUQUrnNBFK4bQeFinkRmZnZBuB4dQbgenkQUrm9Bj8IdQZohnkSF63VBcT0eQeHy\nnUQK129BPQofQVLwnUQpXHdBFK4fQQC4nUTsUXxB9iggQZqRnUTsUWxB9iggQT3anURSuHZB\nw/UgQSmMnUQfhW9BmpkhQeyRnUSuR2lBZmYiQaSQnUQpXGNBMzMjQc2MnURmZnZBzcwkQYX7\nnEQpXItBH4UnQR8FnESuR21BpHAlQa4PnUS4HnFBj8IlQY/ynESPwodB7FEoQZoJnERmZlZB\nzcwkQcONnUSF611BpHAlQSlUnURcj4RBuB4pQQAInESF601BpHAlQcOdnUThelxBAAAoQTP7\nnEQAAExBCtcnQaRInURmZlZBzcwoQVL4nERxPVpBuB4pQT3anES4HnVBKVwrQT0KnERcj25B\n9igsQewJnEQAADxBuB4pQZphnUQK12dBw/UsQeEKnETNzDRBj8IpQVJonURSuEJBPQorQeH6\nnETD9WBBj8ItQXENnEQUriNBmpkpQXu8nUQzMy9BUrgqQfZgnUQpXBNBmpkpQY8KnkS4Hg1B\nZmYqQfYInkSamRFBUrgqQWbmnURSuJ5AexQmQY/Cn0Rcj5JAUrgmQY/Cn0QzMwNB9igsQTPz\nnUTD9UhAheslQexJoESPwmVAXI8mQa4PoERcjzJAUrgmQR9FoERSuE5AKVwnQR8NoESkcH1A\n4XooQVyvn0SPwmVArkcpQR+tn0T2KHxAj8IpQQCAn0TsURhA16MoQVIYoEQK12NAXI8qQQCA\nn0ThegRAmpkpQa4PoESF60FAPQorQeyRn0SkcN0/ZmYqQT0KoERI4SpACtcrQa6Pn0TNzKw/\nPQorQeEKoESamZk/9igsQSnsn0TsUTg/zcwsQZr5n0QfhSs/hestQRTOn0Rcj6I/SOEuQR99\nn0RmZiY/16MwQexpn0TD9Yg/pHA1QcOVnkQzMzM/cT02QYWTnkQpXO8/9ig4QR/1nUSuR5lA\nXI8+QewxnEQK14tAKVw/QXs0nER7FH5A9ihAQdcznERcj2JAw/VAQbg2nEQUrkdAmplBQaQ4\nnETNzCxAZmZCQeE6nERcjxJAMzNDQYU7nEQpXO8/AABEQc08nET2KLw/16NEQR89nETD9Yg/\npHBFQR89nETD9Sg/cT1GQcM9nEQAAIA+PQpHQcM9nESamdFBmpkNQUiBnkTsUcpBj8INQa63\nnkQAAMhBUrgOQSmsnkRmZsZBFK4PQRSWnkRxPcRB4XoQQQCInkSamcNBmpkRQYVjnkTsUcRB\nSOESQWYunkQ9CsFBFK4TQVwvnkQUrsdB4XoUQeHSnUS4Hr1B7FEUQaQ4nkSF671BmpkVQVIA\nnkTD9bpBZmYWQR/9nURI4bxBUrgWQezhnUQfhblBH4UXQXvknUTsUbhB4XoYQQDInURcj7pB\nzcwYQVynnUSamZlBmpkVQR9Nn0T2KJRBexQWQWZun0TXo5ZBZmYWQeFKn0QzM5FBUrgWQddr\nn0Rcj5JB9igYQdcrn0SPwo9Bw/UYQcMln0TXo4hBuB4ZQVxfn0QfhYdBcT0aQexBn0TNzIRB\nPQobQdc7n0QK14lBFK4bQTPznkTNzIZB4XocQUjxnkRSuJZBSOEeQUgJnkSF64NBrkcdQR/t\nnkQ9CoFBexQeQezpnkQfhXtBSOEeQYXrnkQfhXdBCtcfQTPbnkQK13NBzcwgQVLInkTNzHhB\nZmYiQSl0nkT2KHRBMzMjQa5nnkRcj3ZB16MkQRQmnkSPwnVBheslQdf7nUT2KHBBUrgmQRT2\nnURSuGpBFK4nQa7vnUTNzHBBpHApQUiRnUQAAGxBcT0qQXuEnUSuR3FBUrgqQYVbnUSamY9B\nZmYuQbj+m0QpXF9BXI8qQYWznUSF62VBPQorQaSAnUSPwlVBPQorQTPLnUR7FF5BFK4rQYWL\nnUQK11dB4XosQeGKnUT2KGxBcT0uQQrvnERI4U5BuB4tQWaenUSPwklBhestQc2UnURmZlJB\nUrguQT1SnURcj05BFK4vQR89nURcj3ZBMzMzQQoHnERxPUpB16MwQR8tnUQUrm9BCtczQfYI\nnESuR2lB16M0QaQInERxPT5BcT0yQRQmnUR7FGJBpHA1QSkMnESF6zVBSOEyQSk0nURSuDpB\nKVwzQWYOnUQfhVtBcT02QXsMnESkcCVBUrgyQdeDnUThejRB9ig0QcMNnUSF6xVBUrgyQR/N\nnUQAAKBAj8ItQbjGn0QzM3NArkctQQovoESPwlVAhestQZo5oERI4TpAXI8uQRQ+oERmZnZA\nCtcvQWbGn0QfhRtAPQovQYVLoET2KAxAAAAwQeE6oET2KNw/16MwQWZGoERI4QpArkcxQYUL\noERI4UpASOEyQeyJn0Q9Cpc/uB4xQexZoET2KCxAH4UzQc2Un0RSuJ4/XI8yQUghoEQ9Clc/\nMzMzQdcjoEQzMzM/7FE0QXsEoETXo/A+rkc1QaTwn0SF61E/exQ+QR+NnkSamfk/AABAQTPz\nnURxPco/zcxAQfbwnUSkcJ0/mplBQZrpnURmZo5APQpHQY8ynESuR4FACtdHQY8ynEQUrmdA\n16NIQc00nEQzM0NAuB5JQSlMnESkcC1AexRKQT1CnEQzMxNAUrhKQXtEnESF6/E/H4VLQddD\nnESuR8E/7FFMQaRAnETXo5A/uB5NQR89nERI4To/hetNQXs8nEQK16M+UrhOQR89nESkcM9B\nFK4TQeGqnkRSuMpB7FEUQa6/nkQfhcdBw/UUQQDAnkR7FMZBexQWQVKonkRSuMJBUrgWQT2q\nnkSF68NBAAAYQcNtnkRcj8ZB4XoYQfZInkSkcMNBuB4ZQQBInkSF679BhesZQddLnkSkcL1B\nSOEaQZpBnkRmZsBBMzMbQVIYnkTNzLxBCtcbQRQenkRcj+ZBrkchQcPVm0SF67tBw/UcQR/9\nnURI4aBBXI8aQc1Mn0TherpBhesdQSnknUR7FJ5BKVwbQa5Hn0SuR5tB9igcQeFCn0TNzJRB\n4XocQY9yn0T2KJJBrkcdQTNrn0QzM49BexQeQUhpn0SkcI1BPQofQcNVn0S4HodBKVwfQeGC\nn0Q9ColBzcwgQZo5n0RI4YJBuB4hQcNln0QK14VBmpkhQeE6n0R7FH5Bj8IhQaRwn0SamYdB\nPQojQSn0nkRcj4RBCtcjQT3ynkR7FIJB16MkQQDonkSPwn1BpHAlQfbonkRcj4RBcT0mQRSW\nnkTNzHhBcT0mQa7fnkQpXHNBMzMnQaTYnkQK13tBCtcnQY+ankQ9Cm9BAAAoQezJnkQK13dB\n16MoQaSInkR7FHJBpHApQXuEnkT2KGxBcT0qQZqBnkRmZmZBPQorQcN9nkQAAIBBuB4tQcO9\nnURmZoJBpHAtQUiZnUSkcF1BFK4rQfaQnkThemBBCtcrQeF6nkQUrmtBexQuQcP1nURI4VZB\nmpktQddjnkRcj2ZBSOEuQc3snUTsUVBBZmYuQR9lnkS4HmFBCtcvQXHlnUSamWFBuB4xQfaw\nnUQpXFdBmpkxQQrPnUR7FF5BexQyQTObnUSamVFBZmYyQT3KnUS4HlFBFK4zQXucnUQK11dB\n9ig0QQBonURcj0pB4Xo0QR+dnURmZlJBuB41QfZgnURxPUZBrkc1QXGNnUTXo3hBmpk5QRQG\nnEThejxBj8I1QQConUT2KERBXI82QYVrnURxPUpBPQo3QXs8nUTNzERBCtc3QXs0nURmZj5B\n16M4QdcznUQAAGRBAAA8Qc0MnET2KDhBpHA5QeEynUSuR6FAmpkxQfYwoERSuJZAZmYyQY8q\noEQzM4tAMzMzQVIooEQUrmdAKVwzQR9VoESkcH1ACtczQUgpoETXo1BA9ig0QexRoESPwmVA\n16M0QQAooEQzMzNAzcw0Qc1coETNzBxAmpk1QfZYoESkcC1Ahes1QVw3oES4HgVAcT02Qa5X\noERSuN4/PQo3QTNToES4HhVAAAA4QWYGoESkcJ0/FK43QSlkoESPwnU/4Xo4QWZWoERxPQo/\nuB45QddboEThepQ/exQ6QT0KoES4HkU/SOE6QY8KoEQzM5M/H4U7QUjZn0QK14M/16M8QWa2\nn0TherQ/uB49Qc2En0Rcj8I+w/U8QeHan0Qfhes+ZmZCQZoBn0TNzBxAj8JFQcP1nUTsUQhA\nXI9GQYXrnUSPwq1A9ihMQXssnET2KNw/KVxHQcPtnUQUrp9AzcxMQaQwnER7FK4/9ihIQaTo\nnURI4ZJAmplNQa4vnEQK14M/uB5JQVLgnUSPwoVAZmZOQaQwnESPwmVASOFOQZpJnETsUQhA\nhetNQY/anESPwkVAH4VPQWZWnESPwvU/SOFOQT3CnERxPeo/7FFQQRSWnES4HuU/mplRQddj\nnER7FM4/SOFSQddDnEQAAKA/FK5TQcM9nESamVk/4XpUQc08nEQfhes+rkdVQYU7nETNzEw9\nexRWQXs8nEThetZBw/UcQew5nkQfhc1BuB4dQaSInkRxPchBmpkdQc2knkQfhcdBUrgeQeGC\nnkQAAMRBKVwfQa6HnkRcj8ZBFK4fQddjnkRSuMJB7FEgQXFtnkSamcFBpHAhQVJQnkRxPcRB\nj8IhQeEqnkRI4cpBXI8iQVzPnURI4cJBUrgiQfYQnkR7FMZBMzMjQXvknUQUrslBzcwkQXGF\nnURSuOhBzcwoQdfTm0RSuL5B16MkQezxnUQ9CsdBSOEmQQBQnUQK1+FBZmYqQbjWm0R7FKBB\nPQojQQpHn0T2KKRBH4UjQR8Nn0Q9CplBMzMjQRR+n0Q9CpVBCtcjQeyJn0T2KJBB7FEkQeGi\nn0SPwotBw/UkQcO1n0SkcIlBj8IlQT2qn0TsUYhBSOEmQc2Mn0TNzIRBH4UnQTOTn0SF64NB\n16MoQTNzn0TheoBBrkcpQQB4n0TsUYZBKVwrQR/1nkTD9YBBCtcrQWYWn0SuR4NB9igsQSn0\nnkTXo4BBw/UsQdfrnkS4Hn1BhestQXvcnkQUroFBZmYuQWaunkRmZnZBXI8uQQDgnkQUrn9B\nKVwvQeGankSkcHFBH4UvQcPVnkSF63lB9igwQWaWnkSPwmVBCtcvQc38nkTsUWxB7FEwQc3M\nnkR7FGZBuB4xQc3MnkQzM29Bj8IxQfaInkR7FGpBXI8yQVx/nkQfhWNBKVwzQUiBnkRcj15B\n7FE0QVx3nkRxPVZBzcw0QcOFnkS4HklBuB41QUi5nkSPwmVBKVw3QaTgnUSkcFlBFK43QXEN\nnkTD9VxBAAA4QY/ynUQpXFNB4Xo4QTMLnkSamWFBmpk5QWaenUS4Hk1Brkc5QT0KnkR7FFZB\nhes5QXHFnUQfhU9BUrg6QWbGnUSkcEVB4Xo8QY+ynUThekBBpHA9QQqnnURI4TpBcT0+QZqh\nnURSuEJBSOE+QYVjnUSkcDVBPQo/QUiZnUSF6ylBKVw/QUjBnUQfhS9BCtc/QR+VnUSF6yFB\nAABAQcPNnUR7FJ5Ahes5QXssoES4Hh1Bw/VAQezBnUQAACRBmplBQYWLnURcj5JAUrg6QUgp\noETD9XhAPQo7QfZQoEThemRACtc7QT1KoETNzExA16M8Qa5HoEQzM2NAuB49QdcboERcjyJA\nw/U8Qc1soEQfhQtAmpk9QZppoESkcN0/cT0+QY9yoERmZqY/SOE+QT16oEQpXI8/AABAQQpf\noEQ9Clc/zcxAQddToEQ9Ctc+pHBBQfZYoESamRk/MzNDQbgOoESamfk/SOFOQVzvnURxPeo/\n9ihQQY/KnUTD9ag/16NQQezZnUSuR+E/pHBRQRSenUT2KNw/SOFSQR9tnURI4do/7FFUQa43\nnUSkcN0/j8JVQXH9nER7FO4/H4VXQXu0nETsUQhApHBZQWZWnES4HhVAj8JZQeE6nER7FO4/\nZmZaQc1EnERSuL4/MzNbQa4/nEQpXI8/9ihcQTM7nERI4To/w/VcQaQ4nEQK16M+mpldQfY4\nnEQAAM5BMzMnQTNrnkQpXNNBCtcnQY8inkQpXMlBFK4nQa5/nkSamctBAAAoQfZgnkRI4cpB\nuB4pQRQ+nkT2KMxBZmYqQa7/nUQAAMZBSOEqQfYonkSF68VBAAAsQc38nUQfhclB4XosQTPL\nnUSuR8FB16MsQaQQnkSF671BpHAtQY8SnkSkcMFBhestQUjhnUQAAL5BXI8uQc3knUTNzMJB\nMzMvQZqhnUSamZ9BFK4rQYVjn0TsUZZBFK4rQZq5n0RI4ZBB9igsQTPbn0QzM5NB4XosQeG6\nn0Q9Co1BzcwsQR/ln0RmZpBBrkctQcO1n0T2KIxBj8ItQXHFn0R7FIpBUrguQQq3n0RmZopB\nAAAwQR+Fn0QpXIdB16MwQSmEn0RmZoRBpHAxQY+Cn0TXo4JBZmYyQRRun0QUroFBH4UzQQpP\nn0R7FIBB4Xo0QQA4n0RSuHpBrkc1QT0yn0Q9CoNBexQ2QQDgnkQUrnNBexQ2Qa43n0Rcj35B\nAAA4QT26nkTheopBj8I5QR8VnkTXo2xBCtc3QVIQn0TNzGBB7FE4QUg5n0QzM1tBuB45Qc00\nn0Rcj2JBmpk5QcP9nkSuR2lBexQ6QdfLnkSamVVBhes5Qa4vn0QpXF9BXI86QWbmnkRmZlJB\nSOE6QfYYn0TsUUxBFK47Qa4Xn0R7FE5Bw/U8QTPbnkRSuFZBj8I9QeyZnkSuR1lBhes9QcOF\nnkThekxBexQ+Qa63nkQfhVNBUrg+QeyBnkSkcEVBSOE+QXu8nkTNzEhB4XpAQTNznkRcj0JB\nuB5BQTNznkQpXFdBSOFCQdfTnURI4U5BH4VDQdfjnURmZkpB4XpEQR/VnUQzM0dBpHBFQSm8\nnURxPUJBZmZGQUixnUR7FHpBMzNLQQAAnESF6z1BKVxHQZqhnUTXo0hB9ihIQXFNnUQzM3NB\nCtdLQewBnESamTVBCtdHQVKwnURI4UJBuB5JQVJInUTsUWxB16NMQdcDnEThejBBzcxIQWam\nnUTNzDxBhetJQR9FnUSamWVBpHBNQc0EnERcjyJBw/VIQaTgnUT2KNxAmplFQcNNn0SkcCFB\nexRKQVy3nUR7FCZBXI9KQTOTnUR7FJ5AAABEQY8SoEQUrs9AcT1GQWZOn0TsUYBAAABEQexZ\noEQzM5NAzcxEQRQOoESuR2FA4XpEQVxnoESF61FApHBFQcNVoEQ9CidAj8JFQY96oEQpXA9A\nXI9GQZp5oEQUruc/MzNHQaSAoEQ9Crc/CtdHQfaAoETXo7A/uB5JQRRWoERI4Xo/j8JJQUhZ\noERcj4I/MzNLQeEioERSuB4/CtdLQXEloEQK1yM+4XpMQa4voET2KNw/4XpUQeGSnkTXo/A/\nexRWQaRInkQpXK9AmpldQYUrnETXo/A/w/VYQcPdnURI4aJAZmZeQQAonESkcJVAMzNfQY8q\nnEQAAIhACtdfQc0snESPwnVA16NgQc0snERI4VpApHBhQRQunEQAAEBAcT1iQUgxnEQzMyNA\nSOFiQWY2nETsUfg/KVxjQSlUnERxPco/9ihkQR9NnETNzKw/rkdlQcM1nETXo3A/exRmQXE1\nnES4HgU/SOFmQQo3nESuR+E9H4VnQaQ4nESkcM9BrkcxQY8CnkSkcNVBexQyQa6vnURxPcxB\nexQyQeECnkRxPdJBUrgyQa6vnUR7FM5BKVwzQR+9nUQUrs9Bzcw0QZp5nURmZsxBmpk1Qex5\nnUQ9CutBmpk5QcPNm0RxPcpBXI82QY9qnUSuR+dBZmY6QYXTm0Q9CsdBKVw3QUhpnUQUruNB\nMzM7QbjWm0RI4aJBFK4zQZo5n0TheuBBAAA8QXHVm0QAAJZBMzMzQTPDn0QfhY9BH4UzQT3y\nn0T2KJJBCtczQR/Nn0QzM41B7FE0QVznn0QfhYtBrkc1QTPTn0RI4YhBexQ2Qc3Mn0RmZoZB\nPQo3QTPDn0SF64dBMzM3QXGtn0QK14VBAAA4QWaen0TheoJBzcw4QeGin0TD9YRBZmY6QZpR\nn0QfhYFBPQo7QcNVn0ThenxBCtc7QVxXn0RmZoJB4Xo8QY8an0QfhXtBw/U8QfYwn0ThenRB\nmpk9QQo3n0RmZnpBexQ+QTMLn0RxPYBBXI8+QQrfnkRSuIhBw/VAQeEynkS4Ho9BhetBQXvU\nnUSamZVBPQpDQc10nUTsUWRBSOE+QT1Sn0RxPXpB4XpAQVKwnkQK12dB7FFAQZoJn0QAAFxB\n16NAQeEyn0R7FGJBuB5BQXEFn0R7FFZBpHBBQVIwn0TNzFxBhetBQWb+nkQpXFNBXI9CQRQW\nn0SPwllBPQpDQRTmnkRmZl5BKVxDQTPDnkSPwk1BKVxDQZoRn0RI4U5B16NEQZrZnkRmZkpB\nmplFQYXLnkS4HkVBZmZGQTPDnkQ9Cj9BMzNHQeHCnkRcj0pBpHBJQew5nkQzM0dBZmZKQdcj\nnkSkcFFBMzNLQXvUnUSPwklBAABMQbjenUT2KIRBuB5RQXv8m0RI4UZBw/VMQYXDnUSF60FB\nhetNQVy3nUSF601BSOFOQeFanURI4XpBUrhSQcP9m0QUrjtBUrhOQWa2nURmZlZBZmZSQXu0\nnES4Hm1B7FFUQT0CnERSuDJB4XpQQUiZnUR7FDpBrkdRQQpfnUR7FCpBuB5RQeGqnURI4eJA\npHBNQVI4n0SPwilBZmZSQTN7nUSF66FACtdLQVIIoER7FJZA4XpMQVwHoERcj2JA9ihMQUhp\noERSuE5Aw/VMQVJgoERSuC5AmplNQaRwoESkcA1AexROQY+CoEQfhes/UrhOQeyBoEQK18M/\nFK5PQaR4oEThepQ/7FFQQQB4oEQK14M/pHBRQVxXoETXozA/cT1SQY9SoEQ9Cpc/PQpTQeES\noES4HoU/9ihUQY/yn0T2KBw/zcxUQfb4n0R7FC4+pHBVQfYAoETsUTg+SOFWQc3Mn0Rcj8I/\nZmZaQRTmnkRxPQpAKVxbQVKQnkTNzMxAFK5jQUghnEQ9Cr9A4XpkQXsknERxPbJArkdlQYUj\nnETNzKRAexRmQXElnEQ9CpdAUrhmQa4nnESamYlAH4VnQT0qnETD9XhA7FFoQTMrnESkcF1A\nuB5pQXEtnEQzM0NAhetpQRQunETD9ShAXI9qQQAwnERSuA5AKVxrQQAwnETD9eg/9ihsQfYw\nnEQzM7M/w/VsQewxnESkcH0/j8JtQdcznEThehQ/ZmZuQSk0nEQK1yM+MzNvQWY2nETsUc5B\nexQ6QfbAnUQUrutB7FFAQXvMm0T2KOhBw/VAQVzPm0TXo+RBj8JBQUjRm0QzM6NBZmY6Qc08\nn0TsUZpBZmY6QXGNn0RmZqBBMzM7Qa43n0SuR49BexQ6QWb+n0ThepJBXI86QaTQn0RSuI5B\nMzM7QZrZn0TNzIpBCtc7Qc3kn0Rcj4xB9ig8QXvMn0QzM4lBzcw8QQDQn0SF64dBhes9QXG1\nn0SkcIdBSOE+Qa6Pn0RxPYZBAABAQYVzn0TNzIJB16NAQVJ4n0RmZoBBmplBQWZun0SamXlB\ncT1CQR91n0SkcHlBKVxDQVJIn0SF63FB9ihEQZpRn0QUrm9BuB5FQXs0n0TXo3RBpHBFQa4P\nn0R7FGZBmplFQR9Nn0QfhVtBexRGQR9tn0ThelxBKVxHQVw3n0Q9CldB9ihIQUgxn0SPwlFB\nw/VIQewpn0SF601BhetJQQAYn0TXo1RBXI9KQXHlnkQpXEdBUrhKQeEan0TsUVBBKVxLQQrX\nnkTXo0xB7FFMQYXDnkRI4UZBuB5NQQq/nkSPwkFBexROQRS2nkSF60lBUrhOQQB4nkQAADxB\nSOFOQY+ynkQzM0NBKVxPQY96nkRSuE5B7FFQQT0inkQfhU9Bj8JRQTPrnURI4U5BPQpTQa6/\nnUT2KFRBKVxTQRSWnUTNzIRBCtdXQZr5m0QAAEhBFK5TQTPDnUQfhYFB16NYQez5m0RI4UJB\n16NUQZq5nUSkcD1BpHBVQeyxnUTD9ThBZmZWQY+inURcj25BPQpbQa7/m0T2KERB16NYQfYY\nnURmZkpBrkdZQQrnnEQUrmdBFK5bQT0CnEQAADBB9ihYQXGFnURI4TpBrkdZQbgunURxPSpB\nuB5ZQVKAnUTXozRBexRaQXEtnUS4HpVAhetRQSlEoES4HqVAXI9SQR8FoETNzIRAZmZSQR9V\noEQzM4tAUrhSQdc7oERxPWpAPQpTQeFioESkcE1AFK5TQc1soESPwjVA7FFUQSlsoESF6xFA\nzcxUQT2CoEThevQ/mplVQT2CoEQK18M/cT1WQeGCoESkcJ0/MzNXQaR4oEQzM3M/AABYQTNr\noEQUrgc/16NYQZpxoERcj0I/w/VYQeFSoESuRyE/exRaQT0yoEQAAIA+SOFaQT0yoEQzM/M/\n9ihgQaTwnkR7FM4/uB5hQXvknkThetxAmplpQbgenERmZs5AZmZqQTMjnESF68FAMzNrQUgh\nnES4HrVAAABsQaQgnEQpXKdAzcxsQTMjnESF65lApHBtQc0knETheoxAcT1uQQonnER7FH5A\nPQpvQewpnEQzM2NACtdvQTMrnETsUUhA4XpwQc0snEQpXC9ArkdxQYUrnEQK1xNAexRyQRQu\nnEQzM/M/SOFyQQovnERSuL4/FK5zQa4vnEQUroc/7FF0QYUznER7FC4/uB51QfYwnES4HoU+\nhet1QeEynEQzM+1BMzNHQZrJm0SamelBAABIQSnMm0QAAOZBzcxIQVLQm0RmZuJBmplJQYXT\nm0TD9ZhBuB5BQeGyn0TD9d5BZmZKQR/Vm0Q9CpdBexRCQeyhn0QK15FBXI9CQa6/n0SF65NB\nSOFCQZqhn0RI4Y5BKVxDQc28n0QAAIxB9ihEQZq5n0SamYtBrkdFQY+Sn0RxPY5BmplFQc1s\nn0TD9YhBexRGQdeLn0QpXIVBUrhGQT2Sn0SF64FBH4VHQVyXn0QpXIVBAABIQRRmn0Q9CodB\npHBJQa4fn0TNzIpBhetJQaTonkQK14dBUrhKQRTmnkS4Ho9BCtdLQSl8nkTheoRBH4VLQZrp\nnkSamXFBPQpLQWZmn0RmZmZBKVxLQTOLn0SamW1BCtdLQWZWn0RmZmZB16NMQR9dn0RI4V5B\nrkdNQRRmn0TD9VRBj8JNQTODn0ThelhBhetNQaRon0QpXFdBPQpPQexBn0RxPUpBKVxPQXF1\nn0ThelRB9ihQQUgpn0QK10tB16NQQTM7n0QfhU9Bw/VQQa4fn0TNzEhBj8JRQeEin0QpXE9B\nH4VTQezBnkSF60VBAABUQezZnkRI4T5B16NUQQDgnkSPwkVBrkdVQY+qnkQUrktBj8JVQcN9\nnkR7FEZBXI9WQQB4nkTD9UBBKVxXQQpvnkTD9VBB16NYQdfznURxPUpBpHBZQQr3nUQzM0NB\nexRaQYX7nUQAAExBSOFaQaS4nUSkcEVBFK5bQUi5nUQpXD9B4XpcQbi2nURSuDpBrkddQeyp\nnUSkcFFBKVxfQa73nESkcHFBexRiQXH9m0QAAFBB4XpgQVLQnETsUTxB9ihgQQA4nUQzM0NB\nzcxgQUgBnURcj05Bj8JhQVKonESamblAuB5ZQVL4n0SF65lAw/VYQR9FoER7FK5AhetZQXH1\nn0QpXI9Aj8JZQQo/oERxPaJAXI9aQdfzn0QfhYNAXI9aQR89oERmZpZAKVxbQY/yn0TXo1BA\nXI9aQZp5oEQUrmdAPQpbQYVLoESamTlAKVxbQVx3oERmZiZA9ihcQWZuoERxPQpAzcxcQXF1\noEQUruc/mpldQT1yoEQK1xNAZmZeQZoxoEQpXK8/cT1eQex5oEQzMwNAMzNfQfYgoETD9Yg/\nPQpfQfZwoESF61E/AABgQa5foESamRk/w/VgQeFKoEQ9Clc+j8JhQXtMoET2KNw/9ihoQZrp\nnkTsUchAcT1yQXscnERI4bpAPQpzQWYenESPwq1ACtdzQVwfnEQUrp9A16N0QeEinERcj5JA\nrkd1QSkknES4HoVAexR2QR8lnES4HlVAFK53QfYonESamTlA4Xp4QYUrnEQAACBAuB55QeEq\nnES4HgVAhet5QXEtnESPwtU/Urh6QcMtnERcj6I/H4V7QcMtnESamVk/7FF8QQovnESuR+E+\nw/V8QaQwnEQAAAAAj8J9QXs0nESkcNVBhetFQSk8nkSkcM9B16NIQfYInkQ9CsdBzcxIQVJQ\nnkRI4epBw/VQQcPVm0TXo+ZBj8JRQZrhm0TheuRBUrhSQaTQm0SuR+FBH4VTQa7Pm0TNzJpB\nKVxLQXGFn0SF691B7FFUQWbOm0QfhZlB7FFMQTNrn0SPwqNBj8JNQZrZnkThepRBzcxMQQqH\nn0RI4Y5BrkdNQUipn0RSuIxBexROQXucn0SkcI1BKVxPQR9ln0SuR4tB7FFQQbhWn0QzM49B\nzcxQQbgen0T2KIxBmplRQXEdn0RSuI5BhetRQaT4nkTXo4hBZmZSQeEin0QfhYVBPQpTQewh\nn0TXo4ZB4XpUQSnknkQUroFBw/VUQbj+nkQUroNBrkdVQfbgnkRxPXJBw/VUQWZOn0ThenhB\npHBVQQAgn0RSuGZBrkdVQXF1n0RxPXJBexRWQQAgn0RmZl5BhetVQc2En0QzM1NBcT1WQZqp\nn0QK109BMzNXQSmUn0QpXEtB9ihYQQCIn0QfhUtBpHBZQa5Xn0QUrlNBMzNbQTPrnkQzM1NB\n4XpcQVy/nkR7FE5BrkddQVy3nkRcj1ZBexReQRR2nkQ9Cl9BUrheQcM1nkThelBBUrheQc10\nnkT2KFxBFK5fQTMbnkS4HmlBzcxgQVK4nUTNzExBCtdfQaRgnkRmZlZB4XpgQbgWnkQzM49B\nZmZmQVLwm0R7FFJBpHBhQQoHnkTsUVBBUrhiQTPjnUQK109BCtdjQbi2nUQK109BrkdlQXuE\nnUTD9VBBUrhmQZpJnUThenxBZmZqQVz3m0QfhTtBexRmQWa+nUSamXVBMzNrQZr5m0RI4W5B\nCtdrQYX7m0SF68lArkdhQdcDoEQAAGhB16NsQR/9m0QUrr9AexRiQdf7n0TNzGBBpHBtQUgB\nnEQK17NAUrhiQeH6n0ThepRAUrhiQWZGoETXo6hAH4VjQWb2n0QUrlNBPQpvQewBnEQpXIdA\nKVxjQT1KoETD9XhA9ihkQXtEoESuR1FA4XpkQYVjoEQzM0NApHBlQQBQoEQpXC9AZmZmQVxH\noET2KBxAMzNnQdc7oESuRzFAFK5nQZoRoERcj0JA9ihoQWbun0QUrgdAAABoQSk0oES4HsU/\n4XpoQQpPoEQzM5M/uB5pQfZQoERmZuY/exRqQeH6n0QzMzM/j8JpQT1aoESkcL0+XI9qQXtU\noESF6xE/SOFqQT06oES4HoU/w/VsQUjJn0SPwnU9zcxsQaQYoETD9Sg/j8JtQQDIn0TNzOw/\nw/VwQbj2nkS4Ht1AXI96QT0anEQUrs9AKVx7QYUbnERcj8JA9ih8QdcbnESPwrVAw/V8QSkc\nnEQAAKhAj8J9QcMdnETNzIxAMzN/QdcjnEQAAIBAAACAQY8inERxPUpAUriAQQonnETXozBA\nuB6BQQonnES4HhVAH4WBQUgpnEQ9Cvc/heuBQUgpnESuR8E/7FGCQeEqnETNzIw/16OCQXss\nnER7FC4/PQqDQXEtnES4HoU+pHCDQVwvnESamd9BXI9KQQpnnkSkcNtBMzNLQYVznkRSuOBB\nw/VMQaQAnkRI4dBB9ihMQSmsnkSF69VBhetNQYU7nkT2KNZB7FFQQVzfnUThespB9ihQQc1U\nnkQK18NB4XpQQYWDnkQK18VB16NQQVJonkTXo8JBpHBRQaRonkQ9CslB16NUQXG1nUQfhdlB\nUrhWQRTOnEQpXOtBuB5ZQXvUm0TD9cZBmplVQc2knUThetZBFK5XQT3KnETheuhBhetZQRTO\nm0TNzNRB16NYQc20nEQpXOVBSOFaQTPLm0TsUdJBmplZQaSonER7FOJBFK5bQT3Km0SamcFB\n4XpYQWZmnUTNzM5BcT1aQYWrnEQzM8tBPQpbQVKwnES4HttBrkddQRTOm0SPwplBmplVQexB\nn0R7FJxBhetVQfYgn0Rcj5ZBZmZWQeFCn0QUro9BXI9WQaR4n0QK141BH4VXQRRmn0QUrotB\n7FFYQQBYn0TD9ZhBcT1aQQCYnkQpXI9BexRaQRT2nkRxPZRBSOFaQVyvnkQfhYlBXI9aQXsc\nn0RmZoxBSOFaQY/ynkR7FJJBFK5bQQCgnkSPwoVBMzNbQcMln0R7FIhBzcxcQR/VnkRcj3JB\nCtdbQUiBn0Q9CoNBrkddQUjxnkRmZmpB7FFcQWaOn0T2KGBBzcxcQR+tn0Q9CldBrkddQY/C\nn0QUrlNBZmZeQc2sn0SF61FBKVxfQdeLn0TsUUxB9ihgQbiGn0SamVFB16NgQVJgn0SF61lB\nrkdhQZohn0SF601BmplhQc1Mn0QfhVNBexRiQeEin0QfhVNBMzNjQYXznkRI4VJB4XpkQZrJ\nnkRI4VJBj8JlQUiZnkRSuFJBPQpnQexpnkR7FGJB7FFoQR/1nUQUrktBFK5nQa5vnkRmZlZB\n16NoQcMdnkRSuHZBMzNrQbgmnUSamUVB4XpoQWZunkSkcGVB4XpsQVJInUQ9ColB9ihwQVLw\nm0QfhV9BrkdtQSlEnUSamYVBw/VwQezxm0RxPYJBj8JxQYXzm0SkcH1BZmZyQbj2m0RI4XZB\nMzNzQQr3m0T2KHBBAAB0Qa73m0SuR2lBzcx0QT36m0RmZmJBmpl1QXv8m0SambFAUrhqQYUL\noESPwqVAH4VrQZoJoERxPZpA7FFsQRQGoER7FE5BCtd3QUgBnET2KHxA7FFsQWZGoERcj2JA\nw/VsQUhJoEQzM4NAj8JtQfYAoEThekBBpHB5QcMFnETsUUhAmpltQSlMoERcjzJAZmZuQaRI\noEQK1zNACtdvQYUToEQK1yNA16NwQY8CoEQUrsc/4XpwQSlUoER7FA5ApHBxQR/9n0SuR8E/\nj8JxQVIooEQzM/M/ZmZyQcP1n0TXoxBASOFyQWbGn0QpXI8/ZmZyQewpoEQzMzM/PQpzQVIw\noERcj0I/4Xp0QR/1n0R7FK4+rkd1QTP7n0TsUZg/XI92QZqJn0RmZmY/H4V3QR99n0SF6/E/\nuB55Qfb4nkQpXN9AKVyBQaQYnERcj9JAj8KBQa4XnES4HsVA9iiCQUgZnEQUrrdAXI+CQY8a\nnEThejRAMzOFQXElnESamRlAmpmFQbgmnEQAAABAAACGQVwnnERxPco/ZmaGQaQonEQ9Cpc/\nUriGQaQonERcj0I/uB6HQeEqnER7FK4+H4WHQc0snESkcN9BAABQQQqXnkS4Ht9BuB5RQVJw\nnkQ9Ct1BexRSQVJgnkTD9dBBj8JRQZrZnkTD9dhBUrhSQXtsnkS4HtFBSOFSQdernkRmZtBB\nAABUQZqJnkTsUdZBzcxUQaQ4nkRSuMpB4XpUQeGqnkSuR9NBmplVQRQ2nkTsUdZBPQpXQQDg\nnUQpXMdBZmZWQeyBnkT2KMZBKVxXQXFlnkRSuNxB16NcQezRnES4Ht9Bw/VcQVKwnESuR8lB\nKVxbQSm0nUTXo8ZB9ihcQTOrnURSuMpBzcxcQZpxnUSuR8dBmpldQc10nURI4cRBZmZeQfZo\nnUSamc1BzcxgQbi+nEQfhc9BuB5hQeGinETD9d5BPQpjQfbIm0QfhcNB16NgQa4fnUSPwp9B\nuB5dQbjunkRxPcZBH4VjQeGanEQAAKRBAABgQbhWnkQfhcNB4XpkQT2SnETD9dBBcT1mQUjR\nm0QUro1BcT1eQTNrn0QpXItBPQpfQa5fn0TXo5JBAABgQRT2nkSkcI9BzcxgQbj2nkThepZB\nj8JhQaSQnkRcj55BPQpjQTMbnkRmZpJBZmZiQXGdnkSF64VBhethQXEln0TD9Y5BMzNjQeyh\nnkQ9ColBH4VjQT3KnkQUrp1BXI9mQYWbnUQfhXdBSOFiQWZen0SuR31BMzNjQSk0n0TD9XBB\nH4VjQaRgn0R7FF5BKVxjQbi+n0S4HlVBAABkQY/Sn0TXo1BBzcxkQbjGn0QUrlNBuB5lQVyv\nn0RmZk5BhetlQaSon0SF601BPQpnQRR+n0TD9VBBMzNnQQBon0RmZk5B7FFoQddLn0TXo0xB\npHBpQZopn0SPwllBZmZqQbjGnkRmZk5BSOFqQR/tnkRI4VZBH4VrQR+tnkTXo0hBFK5rQT3q\nnkRI4UJB4XpsQXHlnkRmZkZB16NsQY/KnkSkcFFBmpltQbh2nkTNzExBXI9uQUhpnkSamW1B\nZmZyQR89nUTXo4xBexR2QXHtm0ThemhBKVxzQTMznUQpXIlBSOF2QWbum0QAAIZBFK53QQrv\nm0TheoJB7FF4QUjxm0R7FH5BuB55QSn0m0QfhXdBhet5QXv0m0TXo3BBUrh6Qbj2m0SPwmlB\nH4V7QVL4m0Q9CmNB7FF8QT36m0T2KFxBuB59QXv8m0R7FKZAcT1yQY8KoESkcFVBj8J9QcP9\nm0SF65lASOFyQewJoERcj05BXI9+QQr/m0Q9Co9AFK5zQXEFoEQK10dBKVx/QaQAnEThemRA\nFK5zQVJIoERxPYJA4Xp0QVIIoES4HkFBexSAQeECnEQUrkdA7FF0QZpRoERmZjZArkd1QTND\noESuRyFAexR2Qc08oEQK1yNAKVx3Qc0EoETD9QhA9ih4QeEKoEQpXB9A16N4Qc3cn0SuR8E/\n4Xp4QYUroEQzM/M/w/V4QUj5n0TXo5A/uB55QSksoEQzM3M/cT16QZoRoETsUfg/Ctd7QWaO\nn0QAAEA/MzN7QZr5n0QUroc/FK57QaTQn0SkcL0+AAB8Qez5n0SamRk+FK5/QcN9n0QK14M/\nXI+AQWYGn0RmZjZAXI+IQSkknESF6wFAKVyJQc0knESamZk/exSKQVIonEQUrkc/4XqKQZop\nnETsUbg+SOGKQYUrnEQzM+NBcT1WQc2UnkT2KOBBPQpXQYWTnkTXo9xBCtdXQVyXnkQAANZB\n9ihYQWbGnkSamdFBzcxYQWbWnkQzM9FBhetZQQCwnkRcj9ZBFK5bQYU7nkQfhdlBAABcQeES\nnkSamclBKVxbQQDAnkQfhctB16NcQT16nkQfhcdBpHBdQc2EnkRxPcRBexReQQqHnkSPws1B\n4XpgQcPVnUQK18VB16NgQa4XnkQpXMVBj8JhQaTwnUSPwslBZmZiQYWznUQK18NBSOFiQVLY\nnUQ9CstBFK5jQddznUSkcMdB4XpkQaR4nUTNzNBBSOFmQRTGnEQfhcFBexRmQfZwnUQpXM1B\nFK5nQaTInEQK18NBFK5nQfYgnURSuMBB4XpoQQofnUTNzMZBXI9qQT2anERmZspBPQprQbhm\nnEQ9CtVB4XpsQXHNm0RmZqBBXI9mQeyRnkS4HsdBCtdrQRRmnETNzJxBMzNnQVyXnkR7FM5B\nexRuQZrRm0TD9ZJBPQpnQVz3nkQUro9BCtdnQez5nkS4HsdBH4VvQcPVm0Rcj5JBpHBpQT2i\nnkSPwsNB4XpwQbjWm0SuR49BcT1qQSmknkSF64FBpHBpQZo5n0TD9ZBBFK5rQXtcnkTXo5hB\nzcxsQXvsnURmZnpBexRqQQBQn0T2KHBBXI9qQR9tn0T2KGBBXI9qQcO1n0ThemxBKVxrQYVb\nn0QUrltBKVxrQeypn0RmZmJBAABsQa53n0QK11dB7FFsQQCYn0TsUVBBw/VsQZqhn0SkcFlB\nj8JtQc1cn0SF601BexRuQXGFn0QK109BKVxvQQBIn0R7FE5B4XpwQbgmn0Rcj05Bj8JxQeHy\nnkTD9UhBXI9yQWbunkSF601BPQpzQaTInkQAAERBH4VzQXvknkTNzExBpHB1QUhxnkTNzEhB\nZmZ2QQpfnkSuR41Bw/V8Qdfrm0TXo2hBcT16QfY4nUQK14lBj8J9QR/tm0Rcj4ZBXI9+QXHt\nm0S4HoNBKVx/QQrvm0QzM39BexSAQT3ym0TXo3hB4XqAQeHym0SF63FBSOGAQdfzm0Q9CmtB\nrkeBQR/1m0T2KGRBFK6BQQD4m0SuR7FA4Xp4QXEVoESuR11BAACCQY/6m0SPwqVAuB55QYUT\noER7FFZBZmaCQVIAnEQfhU9BzcyCQQAAnERcj5JASOF6Qbj+n0RSuIZAFK57Qc38n0RxPUJB\nmpmDQaQAnES4HnVA7FF8QR/9n0QUrjtBAACEQZoBnETNzExAzcx8QXscoES4HjVApHB9QSkc\noEQUridAXI9+Qc0EoER7FE5AKVx/QWa2n0RSuB5AFK5/QWbmn0QAAMA/H4V/Qc00oETsUfg/\nexSAQYX7n0QpXI8/exSAQc00oESambk/7FGAQUgJoETsUXg/16OAQRQWoESuRwFApHCBQSmM\nn0QzM9M/CteBQeyJn0TNzMw+H4WBQXH9n0QzMzM/j8KBQRTWn0SPwvU8CteBQc38n0QzM/M/\nKVyDQZoBn0T2KLw/FK6DQa4Hn0R7FI4/exSEQc0En0QAAIA+exSEQddDn0Q9Ctc/MzONQXEl\nnEQAAKA/mpmNQaQonEQ9Clc/AACOQT0qnETXo95BSOFeQYXjnkQzM9tBFK5fQbjmnkT2KOxB\nmplhQT0CnkSF691BuB5hQbiWnkQUrtNBw/VgQWb2nkTD9dhBmplhQbiunkS4Ht1BexRiQQp3\nnkSkcNNBexRiQRTOnkT2KNBBSOFiQQDQnkRxPcxBH4VjQezZnkRcj8hB7FFkQfbgnkRI4cxB\nhetlQZp5nkQfhddBMzNnQWbmnURI4chBUrhmQSmEnkRcj8hBCtdnQc1cnkTD9c5B16NoQSkE\nnkSuR81BmplpQWbunUSuR9FBexRqQQq3nURcj9RBZmZqQUiJnUQ9CsdBhetpQaQYnkSF68NB\nUrhqQQoXnkQ9CsdBMzNrQTPrnURSuMBBH4VrQQoXnkQUrr1B7FFsQSkUnkTNzMRBXI9uQeyB\nnUQfhctBKVxvQTMjnUSuR8FBMzNvQRSGnUThesRBFK5vQfZYnURxPchB9ihwQTMjnURI4cxB\nzcxwQezhnERI4cRBw/VwQXsknUSuR81BexRyQcOtnEQUrsFBj8JxQYUjnUQK18VBcT1yQVLo\nnERSuMxBMzNzQbiGnERSuNZBj8J1QVLIm0RI4aBBFK5vQc2cnkSPwp1B4XpwQYWbnkRSuKpB\ncT1yQezhnUTXo6JBZmZyQQAonkSPwp9BMzNzQTMjnkQzM6VBAAB0Qc3UnUQ9Cp1BAAB0Qdcb\nnkQzM5FBH4VzQeyZnkRI4YxB9ih0QdernkQK14lBw/V0QZqpnkRxPZZBUrh2QeHynURI4YBB\nzcx0QQr/nkSPwoFBcT12QTPDnkT2KGxBj8J1QexBn0RSuIJBH4V3QWaGnkQK12NBcT12QUhR\nn0TsUVxBPQp3QexZn0RxPV5B7FF4QXEdn0RSuFJB16N4QXFFn0SuR01BpHB5QQo/n0TNzExB\nUrh6QSkUn0QK10tBCtd7QdfrnkSF60VB16N8QaTonkT2KExBuB59Qfa4nkQpXD9BpHB9QY/q\nnkT2KExBZmZ+QaSInkSamUVBMzN/QeGKnkRSuI5BMzODQUjpm0SkcItBmpmDQZrpm0QAAIhB\nAACEQeHqm0TXo4RBZmaEQdfrm0QzM4FBzcyEQXHtm0QK13tBMzOFQWbum0TD9XRBH4WFQVLw\nm0R7FG5BheuFQezxm0Q9CmdB7FGGQWb2m0QAAGBBUriGQfb4m0TD9VhBPQqHQR/9m0R7FFJB\npHCHQQr/m0QK10tBCteHQcP9m0S4HkVBcT2IQcP9m0QfhXtAzcyCQSkEoERSuD5B16OIQR/9\nm0Rcj1JAw/WCQWYmoEQfhTtAKVyDQdcjoETNzDxAAACEQa7vn0SPwoVAw/WEQQpPn0SF6yFA\n7FGEQXv0n0SF61FAw/WEQeyRn0QfhSNBcT2KQcMFnEQ9CgdAUriEQZr5n0RmZiZAPQqFQaS4\nn0Q9Ctc/PQqFQa7/n0QfhYs/MzOFQTMboESkcP0/XI+GQTNzn0TD9QhBj8KLQaQInERxPUo/\n7FGGQWben0QUrsc+16OGQezhn0S4HvVA4XqMQSkUnET2KLw/cT2IQXscn0ThegRApHCJQVKY\nnkQK19tArkeNQQAQnESPws1AFK6NQc0UnER7FNxBFK5nQaTgnkTNzNhB4XpoQezhnkThetJB\nzcxoQdcLn0SF69FBhetpQaTonkRSuNBBSOFqQXHNnkRI4dhBCtdrQWZenkTNzMxBFK5rQa7X\nnkQfhclB7FFsQfbYnkQUrstB16NsQY+6nkQzM8lBpHBtQfawnkTsUcxBhettQcOFnkSF68dB\nXI9uQVyXnkRmZshBFK5vQXtknkThetBBzcxwQc30nURmZtRBrkdxQRS+nUS4HsVB4XpwQSlk\nnkQfhcdBhetxQQoXnkThespBZmZyQWbunURxPcRBUrhyQVwXnkS4HsFBH4VzQWYWnkQfhctB\nw/V0Qc2EnUT2KMhBmpl1QWaGnUSamdVBKVx3QaTInETD9cRBZmZ2QXGFnUQK18FBMzN3QSmE\nnUTheshB9ih4QcMlnUQzM81Bzcx4QTPjnEQAAL5BAAB4QXuMnUQ9CsVBw/V4Qa4nnUQfhbtB\nzcx4QaSAnUQ9CrlBj8J5QWZ2nURI4bxBcT16QQo/nUTNzLZBUrh6QVxnnUQUrrNBH4V7QXFl\nnUQAANBBKVx/QWbOm0TXo6hBMzN7QbjWnUTsUbBB9ih8QQBonUS4Hp9BPQp7QZoxnkRcj5xB\nCtd7QUgpnkTsUZhB4Xp8QQA4nkQK15NBuB59QTNLnkTD9ZBBhet9QWZGnkQfhY1BUrh+QZpJ\nnkR7FHJBw/V8QUhJn0TsUWxBj8J9QWZGn0QAAGRBcT1+QbhWn0TsUYJBZmaAQTNjnkSamWVB\nFK5/QeEan0TNzFxBexSAQWYun0T2KFxBUriAQYUDn0TsUWBBSOGAQXvknkSPwk1BUriAQexB\nn0TD9WRBFK6BQY+SnkQ9ClNBmpmBQezpnkSPwk1BAACCQTPjnkRmZl5B16OCQSlknkS4HllB\nuB6DQSlcnkS4HmFBpHCDQQofnkSF65VBZmaGQXHlm0SkcFFBpHCDQWZmnkQpXEtBCteDQXtk\nnkSkcEVBcT2EQZphnkSF64tBmpmHQQrnm0Rcj4hBAACIQa7nm0S4HoVBZmaIQezpm0QK14FB\nzcyIQY/qm0TD9XxBMzOJQeHqm0R7FHZBmpmJQXvsm0QzM29BAACKQVzvm0TsUWhB7FGKQUjx\nm0SkcGFBUriKQSn0m0RxPVpBuB6LQZr5m0RI4VJBpHCLQa7/m0TNzExBheuLQYX7m0RmZkZB\n7FGMQez5m0ThehxBPQqLQbgWnUQK1z9BUriMQez5m0S4HjlBuB6NQeH6m0RSuE5AH4WHQewB\noEQzM4tAZmaIQaRwn0RmZpZA16OIQTNDn0R7FDJBpHCNQWb+m0RI4TpAheuHQez5n0RmZlZA\n7FGIQfbAn0TD9UhAzcyIQeypn0SPwlVAw/WIQVKQn0QfhTtArkeJQTOTn0S4HlVAmpmJQa5f\nn0SF6x1B16OOQTMDnEQ9Ctc/w/WIQRQGoEQUrmdA4XqKQbgGn0Q9CgdAAACKQeGan0RSuD5A\n16OKQQonn0Qfhcs/cT2KQXGtn0RI4fo/XI+KQSl8n0T2KFw/7FGKQYXbn0QAAKA/16OKQQCo\nn0TNzMw+16OKQXHln0QUroc/MzOLQc2Mn0ThetQ/FK6LQXE9n0SF61E/FK6LQY96n0QpXE8/\n7FGMQVJIn0Q9Cvc/rkeNQZqxnkSuR2E/uB6NQT0Kn0QzM+tBmpltQR9tnkT2KOhBZmZuQY9q\nnkSamd1BZmZuQXHNnkRcj9ZBUrhuQUgBn0QAANJBKVxvQYUTn0SkcM9B9ihwQYULn0R7FNJB\n4XpwQQDonkQK189BpHBxQY/ankSkcNNBj8JxQZqpnkQzM9dBcT1yQWZ2nkQzM81BcT1yQSnU\nnkRI4dRBPQpzQexpnkRxPcxBMzNzQR+1nkQK19FBCtdzQQBonkQ9CtVB7FF0QYU7nkQfhctB\n7FF0QeGSnkT2KNJBcT12QYULnkTXo9RBXI92QVLonUTsUcJBpHB1QT26nkRI4cpBFK53QWYW\nnkTXo8pBzcx4QXHtnUTXo85BpHB5QcO1nUQ9CsNBuB55QewpnkQfhb9Bhet5QWYunkTD9b5B\nPQp7QaQInkRxPcRBFK57QRS+nUTD9cBB4Xp8QQq/nUTD9b5BpHB9QcOtnUQ9Cs1BMzN/Qbjm\nnEQAAL5BZmZ+QXGNnUQpXLtBKVx/QXuEnURSuLxBZmaAQeFCnUSamblBzcyAQaRAnUSuR8NB\npHCBQWa2nET2KKJBH4V/QSlknkTsUbRBPQqBQbhenUQfhZ9BcT2AQSlcnkRI4ZpB4XqAQaRw\nnkS4HpdBSOGAQfZ4nkR7FJRBMzOBQQp3nkQpXJFBFK6BQUhxnkQK141BAACCQXF1nkQAAI5B\n16OCQc1EnkTNzIpBPQqDQR9FnkQpXIVBMzODQbhmnkTXo4xBj8KDQT36nURcj25BzcyCQaQI\nn0TXo2RBPQqDQYUjn0TsUVxBKVyDQdczn0SamWFB9iiEQXHdnkTD9WRB7FGEQdfDnkRSuF5B\nUriEQeHCnkTsUVhBPQqFQTPDnkQAAGBBKVyFQT2KnkRmZlJBpHCFQUjBnkQfhV9BAACGQcNd\nnkSkcFlBZmaGQSlcnkThelxBuB6HQYUTnkSkcI9B4XqKQR/lm0T2KIxBSOGKQR/lm0TNzIhB\nrkeLQcPlm0QpXIVBFK6LQa7nm0SF64FBexSMQUjpm0SuR31B4XqMQfbom0Rcj3ZBzcyMQTPr\nm0QUrm9BMzONQR/tm0TNzGhBmpmNQa7vm0SPwmFBAACOQezxm0QzM1tBZmaOQTPzm0TsUVRB\nzcyOQcP1m0SuR01BuB6PQaT4m0RI4UZBH4WPQQr3m0S4Hh1B7FGOQTMTnUT2KEBBheuPQVL4\nm0SkcDlB7FGQQT36m0RSuE5AzcyKQc0EoER7FH5AKVyLQc2kn0T2KIxAFK6LQWZun0TsUVhA\nmpmLQVy/n0RmZjZACteLQT3Sn0TXoxBAexSMQcPtn0TNzDxAXI+MQY+Sn0SuRyFAw/WMQUiZ\nn0QAAEBAAACOQbgmn0TNzMw/H4WNQR+tn0SuR6E/heuNQVKon0TD9Yg/4XqOQcONn0QzM3M/\nPQqPQeFqn0Q9Ctc+rkePQWZ+n0Q9Clc/FK6PQRRGn0TNzKw/UriQQc3MnkQzM+1B4Xp0QSl8\nnkT2KOpBrkd1QZp5nkTNzNpB16N0QR8dn0Rcj9ZBrkd1QTMrn0TD9dRBcT12QXEVn0TD9dBB\nPQp3QUghn0SF69FB9ih4QfbonkTXo9BBrkd5QVzPnkSuR89BcT16QXG1nkThesxBPQp7QQCw\nnkThes5BMzN7Qc2UnkT2KNBBH4V7Qc18nkRI4chBFK57QcO1nkQK18VB4Xp8Qc20nkRcj8JB\nrkd9QR+1nkQ9CslBMzN/QVwvnkQUrs1BCtd/QWbunURmZtRB7FGAQfaQnUR7FMJBZmaAQWY2\nnkQ9CsVBXI+AQXsMnkQzM8FBw/WAQcMVnkQ9CsVBMzOBQQrfnUSF671BrkeBQRQWnkThesJB\nmpmBQRTWnUQfhb9BAACCQY/SnUQ9CsFBexSCQc28nUSuR8FBUriCQdeLnUSPwsVBPQqDQddL\nnUQAAL5BuB6DQSmMnURcj8JBpHCDQYVLnUSkcLtBmpmDQT2CnUS4Hr9BCteDQR9NnUQUrs1B\nzcyEQXF9nETsUbxBcT2EQVxHnURcj8ZBSOGEQc20nESkcNNBj8KFQSn8m0S4HtdBAACGQVzH\nm0RSuKZBKVyDQWZOnkT2KKRBCteDQcNFnkRxPcBBj8KFQUixnESF659B9iiEQXtUnkQfhZdB\n9iiEQaSgnkSF65lB7FGEQcN9nkRSuJZBUriEQbh+nkTsUZRBuB6FQY9ynkThepZBrkeFQTNT\nnkThepBBH4WFQXt8nkQK141BheuFQc10nkSPwo1B4XqGQbhGnkSuR4tBw/WGQR89nkQzM4VB\nuB6HQQBonkT2KJ5Bw/WIQc30nESkcGlB4XqGQcMtn0QAAGhBPQqHQUgJn0QUrltBMzOHQa43\nn0SkcGFBpHCHQdcLn0TsUWBBAACIQXHlnkT2KGRB9iiIQVLInkSPwnVBpHCJQSkUnkRxPWZB\nH4WJQfZYnkRcj1JBKVyJQWa+nkR7FFpB7FGKQc1UnkT2KFRBUriKQeFSnkTNzJJBAACOQY/i\nm0SamY9BZmaOQZrhm0RxPYxBzcyOQezhm0TNzIhBuB6PQdfjm0SkcIVBH4WPQXvkm0QAAIJB\nheuPQQrnm0SuR31B7FGQQQDom0Rcj0ZBUriOQexhnURSuHZBUriQQa7nm0TD9UBBuB6PQTNb\nnUSPwkVBrkePQXE1nUQK129BuB6RQY/qm0TNzGhBH4WRQXHtm0R7FGJBheuRQWbum0QpXFtB\n7FGSQVLwm0ThelRB16OSQezxm0SPwk1BPQqTQYXzm0T2KCRBheuRQXsMnUQ9CkdBpHCTQc30\nm0TD9RhBexSSQTMznUSPwh1BcT2SQXsMnUTXo4hASOGOQbiun0RxPZJAPQqPQa6Hn0RSuF5A\nSOGOQTPjn0RmZkZArkePQZrhn0QUridAmpmPQVzvn0Q9CjdAj8KPQQDQn0QzMxNAAACQQa7n\nn0RxPQpAXI+QQa7Hn0QAAMA/UriQQXHtn0QUruc/w/WQQYXDn0TherQ/rkeRQcPFn0TNzOw/\nFK6RQTOLn0SuR4E/FK6RQQDIn0T2KBw/AACSQTPLn0RI4bo/KVyTQcMln0TNzAxAheuTQT3C\nnkSF6+lAexSYQewRnET2KNxAZmaYQR8VnESuR6lAexSaQVwPnESkcL0/pHCdQR8lnEQAAOpB\nAAB8QeHankTD9eZBzcx8QaTYnkSF6+NBmpl9QRTWnkRI4eBBZmZ+QXvUnkRSuOZBPQp/QcOF\nnkThetRBexR+QaRQn0RI4dJBPQp/QYU7n0SkcNFBAACAQdcjn0RmZs5BZmaAQT0in0QpXM9B\nPQqBQT3qnkR7FNJBj8KBQaSYnkSamc9B9iiCQQqPnkSamdFB7FGCQTNznkThesxBXI+CQcON\nnkS4Hs9BUriCQZppnkQzM8lBw/WCQVyPnkQUrstBuB6DQR9tnkRmZsZBKVyDQfaInkR7FMxB\nj8KDQTM7nkQzM8lB9iiEQXE1nkT2KMxB7FGEQc0MnkQUrs9BXI+EQYXbnUSamcVB4XqEQdc7\nnkRSuMJBSOGEQVw3nkQK189Bj8KFQVx/nUR7FNJBheuFQQBgnUS4HtlB7FGGQR/9nEQ9CsdB\nj8KFQXHNnURSuMhBheuFQXG1nURI4dhBw/WGQT3SnES4Hu1BcT2IQRS2m0TXo75BCteFQWYW\nnkSPwulB16OIQWa2m0S4HsNBUriGQfaonUSF68lBMzOHQZpJnURxPdBBmpmHQa7vnET2KMBB\nuB6HQc2knUThesZBmpmHQYVLnUTD9bxBH4WHQdejnUSkcM1BrkeJQTOLnETNzNZBheuJQXEF\nnES4HrFBAACIQUjxnUTD9bxBzcyIQVJInUTsUdhB16OKQQDAm0TXo6hBAACIQc08nkTXo6BB\nexSIQY+CnkS4HqVBZmaIQT1CnkRI4ZhB9iiIQc3EnkQfhZtB7FGIQQqfnkQfhZ1B4XqIQfaA\nnkTD9ZZBXI+IQeGynkSF65NBw/WIQUixnkS4HpNBH4WJQcONnkRSuI5BCteJQQCgnkQ9Co9B\n4XqKQXFtnkSkcItBzcyKQTNznkT2KIpBKVyLQbhWnkR7FIpBAACMQfYonkSF631Bj8KLQQqf\nnkSPwolBXI+MQbj+nUS4Hm1Bj8KLQXHtnkSkcHVBexSMQVyvnkRcj4ZBw/WMQRT+nUR7FGpB\ncT2MQR/VnkS4HmVBUriMQdfLnkQfhW9BFK6NQXFNnkTNzGhBexSOQa5PnkTNzExBmpmNQXH1\nnkRmZppBj8KRQcPdm0Rcj0pB9iiOQRTWnkTXo1xBSOGOQR9NnkQ9CpdB9iiSQQrfm0RI4UJB\n4XqOQUjhnkSamZNBXI+SQVLgm0TNzDxBSOGOQQrfnkTsUZBBw/WSQVLgm0Q9Co1BKVyTQa7f\nm0QUrolBj8KTQfbgm0R7FFJBFK6RQfaonUQ9CldBheuRQeyBnUT2KERBj8KRQTPjnUSamVFB\n7FGSQYV7nUQUrkNBZmaSQcO1nUTNzExBzcySQXFtnUQAAEhBMzOTQZphnUQK13dBrkeVQZrp\nm0QzM0NBFK6TQc1UnUSPwj1B9iiUQc1MnURmZmpBexSWQdfrm0TXozhBXI+UQexBnURmZjpB\nKVyVQUgBnUTD9VxBSOGWQRTum0QfhTNBFK6VQc0EnURxPVZBrkeXQa7vm0QzMydBCteVQdcz\nnUTsUSxBexSWQY8KnUQpXE9BmpmXQZrxm0R7FKZA16OSQXGln0SF64FA4XqSQRQGoEQK15NA\nSOGSQR+9n0TsUZhAFK6TQT16n0RxPUpAuB6TQQAYoEQzMzNAH4WTQc0UoESkcE1ACteTQVLg\nn0TNzCxAexSUQQDwn0RSuA5AZmaUQc38n0Q9Cvc/zcyUQZrxn0R7FO4/pHCVQaTIn0TNzIw/\nH4WVQTP7n0TD9Yg/9iiWQSnMn0RI4To/XI+WQQrHn0TXozA/MzOXQQCYn0RI4Zo/7FGYQbge\nn0SamQlAPQqZQa6fnkT2KFw/UriYQeEan0TsUZg/ZmaiQY8inESkcOdBSOGCQT2qnkTsUeRB\nrkeDQUipnkThetZBPQqDQVI4n0QpXNVBH4WDQR8dn0RmZtBBCteDQR81n0TXo9RB16OEQQDQ\nnkTNzNBBw/WEQUjZnkQAANRBMzOFQRSunkSF68tBrkeFQVLwnkS4HslBFK6FQdfrnkQK181B\nheuFQeGqnkRI4cpBZmaGQWamnkRcj8pBw/WGQVx/nkQfhclBpHCHQexhnkQK181BFK6HQcMl\nnkRmZsZBCteHQaRgnkSuR8NBcT2IQVxfnkR7FMBB16OIQQpfnkT2KMZBPQqJQY8KnkRI4cJB\npHCJQeEKnkTD9chBj8KJQXG1nUSame1B9iiMQTOzm0ThesZBcT2KQT2qnUR7FNRBuB6LQY/q\nnEQAAOpBXI+MQRS2m0QpXMNB16OKQaSonUTXo9BBH4WLQR/tnERcj+ZBw/WMQQq3m0QAAMBB\nPQqLQeGqnUQ9CttBpHCNQTP7m0QUrt9Bj8KNQey5m0Samc1BuB6NQSmMnET2KNxB9iiOQXu8\nm0RmZspBH4WNQY+KnETXo9hB4XqOQQq/m0QpXKtBexSMQfYYnkRI4chBexSOQZpxnERI4aJB\nexSMQR9lnkQfhZlBexSMQRS+nkTD9ZxB7FGMQXGNnkR7FJZBZmaMQTPDnkTD9ZRBw/WMQXuk\nnkS4HpFBrkeNQbiunkTsUZJBAACOQQpvnkS4Ho9BZmaOQa5vnkSamY9BPQqPQZo5nkQAAJRB\nKVyPQaT4nUThep5BexSQQR9dnUT2KIpBMzOPQY9ankSuR4lBj8KPQaQ4nkSPwotBAACQQSkU\nnkRcj4hBZmaQQdcTnkQfhYVBzcyQQfYQnkSamYtBMzORQQq3nUSuR2lBexSQQQrfnkQAAGRB\n4XqQQVLYnkRmZl5Bw/WQQezRnkQK11NBuB6RQYXznkTXo2hBAACSQR9VnkThekxBH4WRQeH6\nnkRI4UZBheuRQWb2nkQUrjtBexSSQYUbn0SuR0FB7FGSQUjxnkSPwj1BzcySQXvcnkRSuJBB\nSOGWQRTem0QpXDdBuB6TQR/dnkSuR41BMzOXQQrfm0Rcj1pBrkeVQYWbnUQK119BH4WVQTNz\nnUQK14lBmpmXQUjhm0T2KEhBuB6VQZr5nUSuR0FBH4WVQcP9nUSF60VB7FGWQVynnUQK1z9B\nzcyWQcOlnUSkcDVBw/WWQXvEnUSPwi1BrkeXQWbOnURSuDZBZmaYQXFVnURxPTpBXI+YQaQ4\nnUQ9CidB7FGYQbienURSuDJBSOGYQY9CnUTheixBrkeZQQBAnURSuDJBH4WZQWYOnUS4HjlB\nCteZQdfbnEQfhbNAcT2WQSmkn0RI4SJBH4WZQZpZnURmZiZBFK6ZQcM9nURI4ZJAexSWQbj2\nn0Q9CqdAXI+WQcOln0SPwoVA4XqWQY/6n0SkcG1AzcyWQcMFoETNzDxASOGWQbg2oETNzExA\nPQ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Qc0sn0SF60VBH4WdQewpn0RI4TpB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\nmpm3QT3inkQzM8FBCte3QW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</div>
</div>
<div id="multiple-files" class="section level2">
<h2>Multiple files</h2>
<div id="build-catalog" class="section level3">
<h3>Build catalog</h3>
<p>ALS data from an acquisition are usually delivered in tiles,
i.e. files which extents correspond to a division of the acquisition
area in non-overlapping rectangles. The <code>lidR</code> package
provides a catalog engine which enables to consider a set of files
simultaneously by referencing them in a catalog object. Functions can
then be applied to the whole dataset, or after extraction of subsets
based on location or attributes. Point density patterns are usually
linked to variations in aircraft speed, changes in land cover type, or
strip overlap.</p>
<pre class="r"><code># build catalog from folder
cata <- lidR::catalog("../data/aba.model/ALS/tiles.laz/")
# set projection
lidR::projection(cata) <- 2154
cata</code></pre>
<pre style="max-height: 200px;"><code>## class : LAScatalog (v1.1 format 1)
## extent : 899500, 900500, 6447500, 6448000 (xmin, xmax, ymin, ymax)
## coord. ref. : RGF93 / Lambert-93
## area : 499980 m²
## points : 8.81 million points
## density : 17.6 points/m²
## density : 12 pulses/m²
## num. files : 2</code></pre>
<pre class="r"><code># information about individual files in the data slot
cata@data</code></pre>
<pre style="max-height: 200px;"><code>## Simple feature collection with 2 features and 34 fields
## Geometry type: POLYGON
## Dimension: XY
## Bounding box: xmin: 899500 ymin: 6447500 xmax: 900500 ymax: 6448000
## Projected CRS: RGF93 / Lambert-93
## File.Signature File.Source.ID
## 1 LASF 0
## 2 LASF 0
## GUID Version.Major
## 1 00000000-0000-0000-0000-000000000000 1
## 2 00000000-0000-0000-0000-000000000000 1
## Version.Minor System.Identifier Generating.Software
## 1 1 TerraScan
## 2 1 TerraScan
## File.Creation.Day.of.Year File.Creation.Year Header.Size
## 1 265 2011 227
## 2 265 2011 227
## Offset.to.point.data Number.of.variable.length.records
## 1 227 0
## 2 227 0
## Point.Data.Format.ID Point.Data.Record.Length
## 1 1 28
## 2 1 28
## Number.of.point.records X.scale.factor Y.scale.factor
## 1 3995413 0.01 0.01
## 2 4814386 0.01 0.01
## Z.scale.factor X.offset Y.offset Z.offset Max.X Min.X
## 1 0.01 0 0 0 900000 899500
## 2 0.01 0 0 0 900500 900000
## Max.Y Min.Y Max.Z Min.Z CRS Number.of.1st.return
## 1 6448000 6447500 1322.58 1201.08 0 2629153
## 2 6448000 6447500 1284.99 1081.97 0 3354582
## Number.of.2nd.return Number.of.3rd.return
## 1 1091181 238951
## 2 1225378 212545
## Number.of.4th.return Number.of.5th.return
## 1 32893 3235
## 2 20851 1030
## filename
## 1 ../data/aba.model/ALS/tiles.laz//899500_6447500.laz
## 2 ../data/aba.model/ALS/tiles.laz//900000_6447500.laz
## geometry
## 1 POLYGON ((899500 6447500, 8...
## 2 POLYGON ((9e+05 6447500, 9e...</code></pre>
<pre class="r"><code># plot extent of files
lidR::plot(cata)</code></pre>
<p><img src="data:image/png;base64,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" width="480" style="display: block; margin: auto;" /></p>
</div>
<div id="checking-specifications" class="section level3">
<h3>Checking specifications</h3>
<p>For checking purposes one might be interested to map the following
features, in order to estimate the potential of the data or to evaluate
the acquisition with respect to the technical specifications:</p>
<ul>
<li>pulse density,</li>
<li>point density,</li>
<li>ground point density,</li>
<li>strip overlap.</li>
</ul>
<p>The spatial resolution of the map should be relevant with respect to
the announced specifications, and reach a trade-off between the amount
of spatial detail and the possibility to evaluate the whole dataset at a
glance.</p>
<p>The <code>lidR::pixel_metrics</code> function is very efficient to
derive statistics maps from the point cloud. Point statistics are
computed for all pixels at the given resolution, based on points
contained in the cells. In this case the density variation observed
between the tiles is due to the fact that points from a given flight
strip where written in the eastern tile but not in the western one.</p>
<pre class="r"><code># resolution
res <- 5
# build function to compute desired statistics
f <-
function(rn, c, pid) { # function takes 3 inputs (ReturnNumber, Classification and PointId attributes)
list(npoints = length(rn), # number of points
npulses = sum(rn == 1), # number of first points (proxy for pulse number)
nground = sum(c == 2), # number of points of class ground
nstrip = length(unique(pid))) # number of unique values of strips
}
# apply the function to the catalog, indicating which attributes to use, and output resolution
metrics <- lidR::pixel_metrics(cata, ~f(ReturnNumber, Classification, PointSourceID), res = res)
# convert number to density in first three layers
for (i in c("npoints", "npulses", "nground")) {
metrics[[i]] <- metrics[[i]] / res ^ 2
}
terra::plot(metrics)</code></pre>
<p><img 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XlSlgXGBkYq2yc6eR0Xv61lcoNhKkjLY7CYC3bYqPiT2QqqG9/IY8HnnWrYfGGjJbT9gn2meByFOVkeHmeLTCvfhY6ifC7bcnYFfVJgftY/mFLzOANYixEAACAASURBVC+7jK4yBx84fIR4QXlQF7PGHJctLD7ZjHoa0EiZDQMbxCWUOXgd64tI6wZxa6hxvmFPb/aUczaoDRyXKMeVZ7uXb2/QD4G41LDGtdmnbTnzP2hfh2nRg8UG9QFkuPSYdcFjjobBbAC9/xwr+EuYCCKVPsuMiKq3q2hv+GJ5ajua2LkgNAZJoQqCIAjthzYfGD8uevXq9frrr38vp548efLkyZMbbtdEyB9REQRBEARBEARBEARBEAShXuQLREEQBEEQBEEQBEEQBEEQ6kW+QBQEQRAEQRAEQRAEQRAEoV5angMRDCOtMwDYlWQs8ueSFtAuVu6qSOivWGlCoarsMwsrnbLNWLaKB8YKgaETsTK0ZpwqbRlPXeWSAcq/7WZVmU2VdkgNjIvhIoffpAmEtILKZU69HGXUCpc8RXN1mVpR4wPSh6G40D9kHNUBlT2FWSRQq0cgiOY17krzwVVYJlEXt63huTLoXKEl7NIUfKEaHCKJVTD6rDqcCc4ghc5L5sR0ZqyrVN40fwFNlvsQnYNqjsGhj1Bl6ZH2TIiXuNXtnpjYwAdKSBfbeOqoDUxpd1idy+zARliqRugruJJGyNSKVq5a5PBy8lfCPv3TU0igFlp5J5aDp7HtkdAttwrGqQC1Bi5QfQfWuSna9JcxAit9Bo3W9aujcHMCX64q6p7fa0a4e6zA70ruuaOWzClJcsYu1CDlB+rSd9rArrLDrH/aQ2cw0x+uPDA/Gp8j7g27nLyH3IhqpKnG0XLyY9qVqsw1kSm7p9MUDqsp+Gp+Rt2edpXuk10Or/uOy++c2jWxgnmQqTZT8488BsAN08RtLWfk0kyOpzXPRVcgu5f5DUgKQt6Vdt45W0k16+vlcd64w3W3fEdxmydq+/j9hR5V3hV/NEGqx3rScjG3Y4RdcX/3cYkNoDYtcS5c8IeN41yBWgsYWTkHK90171KDbmoK3CqY2CdAvOcxz+OK12s21ODA+PMwrquao1kU0fUJzFnJ4Q9qVJrSLoK47e0eVA2iXd/CSv/e29UAgD4IHGctjRY/GZ1arPSlXBErhDN+T+eK0Eekufd01bIPPcTMcv0pnMMWuZJ9bBmVunjkx4cbrgZBEITvD5Fmtmde3ulRiUY5z58KwveIp+6Qb9TG+xBfcoap0o6jthO+b1rgF4iCIAiCIAitBr8JKVajejAabiIIgiAIgiAI3ycSYRYEQRAEQRAEQRAEQRAEoV7kC0RBEARBEARBEARBEARBEOqlJUaYDX8aAJipZBh0a5gI7JB2IwboEH+h1l2R9hB8ucyUNOyMxBOljFDCLO7eIoEggNVPebIixaSxQ9uaG6KjAt1/h2Vnl9J7+QZ5WAUt/3CsNFLIUYXzcqo2JQ4VtlDRzCPNlrNNncvKYUqvLlqZd5D5tvxMmKWdYlx3FWWyM//g61WJqxVRmMUEamZ4IJVLlIkycD55CT0Na3xg6JdEdR0w9SH3fKGQKw7uF9ONuYnMqCTnF1fOIXi9uHaT+/UcS5kY3EOo0wLX0JXMS8gvDaoPrYxBdFREO+DKmWHNpq2OnjuOXasGxrWDRiZdmuhXSseGSj5gm9YMUP/oc+S4VVTpRtQcra5kFQxAP9ZAa9HYXem4qgc3UEbzqi2k0WobWnmYzttj/RRV6kgqNDuLXGloc7P3kDIP15NrB3FUABCJvKBaAm1Oz8aGweV6qpySMpvq+JaLKh2bEfBQy1m9PZ4wHG669KUq3Ru/iA7TzIX3PK+nQI8LN6S2HLdqusDurxK1jKbJJq5Ha2YyTd4hKqLSlN9faBj0n/tLGiHXAmqVXrSYnhu4yFzQ6bKj8GaJe4hpHyKqBiFeGclGxTR2ern4zc6NqNQVM/0du3bQ02bIV8NeRROnh0CNlzSWPUUbHAA+k400r5Zsz8QpDr2mEOeU9PIhcvkjDowfZWZ5WTXZpTGqVQN03QKA4yjFJ3+GQAXd47hpbT8TI4bUI8KA7jSAEHlU8aOTPzzxU9g+tIa6Ahq2aaoezE7sQ8GfBgBGoGPi7ATheBGNXX2cuWMYlmWVOLIa7ZYGzYaiPjwuGi/dExrk6Issl6B9Ir+BKAiCIAiCIAiCIAiCIAhCvbTE30AUBEEQBEEQBEEQBEEQhBZOeXn5008/XV1dfYztLcsaM2bMueee26yjag5a4BeI0fC+pyE+G2uEKLnmL5qgSiEKUtk7dAguleKiZn+PUCGPs9nbVFwUU7RwRIxOp8l4t5iZwrAnADi7Wbiv2xlHHA4A4c0qdejLuIhGw2LFeAqnlqJYGKvkIdPoV+xcGMtiETbMNfNcJ9gsd6YzzrhuwGPLAPYGtTI8pu2EVYLSsHLAGzXayGev0GjT3ooVUrpRJQ8mOzr9Z/U5mwagk7xWD7qIdhnFe3HidjGrzNGxyiVzaFAWC0HrEKjr0rww6m5XLMXKyGn/g+XgVw+qo1iumfJ0B9jlyKHUoZ2qenMPsUigpdLELkvyOgEW2tU5P56uxURepGIGzWUfbT/TVjcLT0DjjuLpdbvqvcQpGOk0bPeAmmO0fB6NCthg8Oo7lEl0UpU7IC62bFCQMNjlyVihZwWtYV2KCpy+lk1xntM60FmHrnhVdZVCSUbMydoVFDn3DaBwt1O7Llbwl44GL+p8d8cKlnsBVlqBQYkteawep+YbSroAyh2HeBqaofP+vsAViVOIC5ayBxo2xh0LAGCqDLW/F8kZnEo2Qr394nKyXuFWHpfG5DKmkoEFk/ld6e5nR+lbmO8uq0g35o+jco/UPA8jG/pBzSPS/ImKDwF7G0uyn6muAn8C8MFgxN7M9Qgje6aGAQBq9bxSPS6oZ14bWIA9Lt6Lpoj6osR6DHFHeWacGZ5h5DiTA43Qa0+yyriBYeVBLp3QG9VrNYBF0eOsFJG+iS19fWjT4iORf0LhZ5xRSxKPRX2fwfJ5W3TjEEtDByv1SenJ47BktJ2rnga+7T+mweRcCQDgRD0nJQhCk9BgUJdnnNs8bSC23K6u1wkAs58SW04aXLp2FaTlk20Dm2fYlr9gORKc+f0NpAmYOXPmH//4x+M6ZPXq1cuWNerT4eWXX3755Zc3b97s9/v79ev361//+uc//3ljOjwWWuAXiIIgCIIgCIIgCIIgCILQ0gmHwwBw0bBOlwzPbrBx2e66P72+MxKJJH06x3HuueeeadOmBQKBIUOGBAKBZcuW3XjjjR999NHs2bMbPr4RyBeIgiAIgiAIyRMwIcVqVA+m0XAbQRAEQRAEocVSVNjx5z/p0mCz4pLDf3q9Ub9BOmfOnGnTpvXs2fPTTz/t3r07AJSWll566aVz5sz5yU9+ct111zXYQ9LIH1ERBEEQBEEQBEEQBEEQhJbOa6+9BgAzZ86MfXsIAAUFBc888wwA/P3vf2/WU7fI30C0UwHAl0uuQK5+IzseV+bVKhsa2uIg3o1lVy5UR2WMoMrIUl1JXXHLla9IabbMOrJooZzLdwodhaYzjrOTNF6oPrQPkeLQV8C0UNoAZeXQxNGvZ7FzcXEhOr+4aMw5rMroHwQAM0SKKHO3mg7XeHE3lnmKUnpx9RWKurhojy941J4bK/hTfoGV1qFRalQGk5r1Z0unJW5xFq0ueoTMCOZLuYoGoxsbmTSASLESTTqBzdTSR65Aw6/8fUa4O1bWHVQmvtQhb1DL5czzqH8xxAyQiQ9Nl5HSV7EyWkJyLstVXkJ/4TgajJZ/cbmeFR5F5VwtU6thq6Elblx456l7404xXEPujkTvIZ+CvX0hVka6zFRdZdC6+UquxbJjKb9Y4KT7qUEX9a8ceAkAINpxPp1rv9Ki4dYCAN+ey2OFJQcWYeVhB4swvOuIIyYIAM4+tZEcl1Yj9C0ZPIN1j8UKVj+SFYaLn6QGGY+rblOZ1BKfJ9xFWEQ9RFcqfWTd8slY6S9QF9cpp+3N73F/0bjEruwt6hYOL3oysSUARMPqXP70MTRCfddwZR7a93g9d4DyRUD4XUOwJwBqB/kTAB8sAGAc0iZKNlmzUg+GrSE/F2oW46x/+rxcwhiHfrqi9xCYv4+LR7lvFBtz0x/BJmukeZ3XS+PIP3Q8tYCegkJvFyEbQ1wDL2el51H1jbaBBnzifAp4FXr2SzyKXy/+ucafQlSZ5bGecc+ujlqtyBqEtfgmkPJbrBz1LdMpBrRj1/cidVWnHtQmUEsznXymfi11dQPsGXJgIwC44YOJ4xSEY6QNKO2+F9qVR6+NbRLP6bSrC9p42pi9TmileCojT+SG5M+N1u49/B759ttvLcv60Y9+xCsHDBgAAJs3b67noKahCb5ArKmpWb9+/bfffltdXW2aZrdu3bp169a3b9/U1NTGdy4IgiAIgiC0OuT9UBAEQRAEocl58803Xdf1+eK+zVuzZg0A9O7du1lP3agvELds2fLcc8/NmjXr0KFDR/woMzPz+uuvv//++3/wgx805hSCIAiCIAhCK0LeDwVBEARBEJqJM88884iajRs3TpgwAQBuv/32Zj118l8gbt26ddiwYVVVVeeff/6FF1548sknZ2dnu6574MCB8vLyRYsWzZw5c/78+Z999tnxvSMa/uBpT0F8FszPfo5hRmcbJXkxIMyzsZGVlONzDZXHjB6itCYGqEK7fkldhS5PHBRPdVGZpcbsDZQSxZAmz11iyNrO/oJGVcoCdwGVurIrl7Bh79BFjxwiANSmXxMr+EtuYtU6GVfHcrgu/YO/kaETZCx57e6kiJlbp6YWLqZ8rmno+KFLEw+fNZUabO8TK0T2/xUrfQG1npEQVRrllHFz9qkIJM+4Wakqu8rjt+BQQBjDyFYmrQwPC9NBlXxeOopYSPskXPKUGiHbMLiGAACmWjojnYUlq3VqOFBGLW0WuLNVD9GSedRTum5gswinxVKiOp9rZtOWw9C6U8uzsROwHC1Wu5qH4kFfRNemMLLZwWsKLu3D1TklscJZX99GR1k0L8NSl8bowrrSiXI+KmsnhfHNPDWdCNtRhqEmfkMujfqcA33oqFPUUaGVd1ILS20Dy6Lot1tDc4zCJ7GCvX4pVvpzb8GyvYceHdTDbh2lZ7dttOQ9LAe6qjHYFXSH4v60urNUPkv1ElwRoFcDCxCfDLXzVFDI2EFHRVeowfjSr6CuWCQcn5m+QSzsv18/MPn9xYLPmKc2gQaDWWB8FACA7zTqlk66hz1kdHKZH2XmeQRa3VIWg9XD5h6GuCCtxvmGLZHO3Uey5mJl0HiCGm/Q8+pPkz12eGiXstX1hZGbg+M5l2ckvMHecG9AvIwisds4l0UVu0zarRHdSuoP/7n68zTuI5JJNrQGhD/QAjkPe/TfzePapWTSg5r5NFiIm5kc6BPfoI8PlXd2o4mdC01Cc70fft+0sURqE4J5NL5EEm4VBIhPhnpGR4WkkfVMDs+0sixmq8Z13TfffHP8+PH79+9/6KGHRo0a1fAxjSD5LxDvv/9+0zSXLFkyePDgxJ/ee++9mzZtuvTSSydNmvTmm282YoSCIAiCIAhC60DeDwVBEARBEE4Aq1evvuOOO5YvX56Tk/P666/fcMMNzX3G5P8K89KlS8eMGeP5dhijb9++t91222effZb0KQRBEARBEIRWhLwfCoIgCIIgNCvRaPTBBx8cOnTo2rVrf/vb35aUlJyAbw+hMb+B2LFjx4MHG/gjhlVVVenp6UmfQhAEQRAEoYUTMCE1+X+QBYj/m9StHXk/FARBEARBaD5c17355ptnz5593nnnzZgxo2fPnifs1Ml/gXjxxRfPmDHj7LPPHjdunGke+eLsuu7//u//Pv/889dff/3x9etG6jZOAAB/yi9YHdNRZXoYtdAcx6VO3Epm7FIKJyeMVkEwU5TZzZ9NhjW7hqR7ceY1TbDXFNUnc3u5IeZN++pdVQjMpwEE1AB8+yiU7sslY120HOWMNNnAAHUueyMZpoAp84Jlf1JzKWCWRm3sCi+fRgOwSFUW3qzq/bnXsYkxSZZWmKGLEADskFLLmQYZ8QJfPkDTQQFfN+oJu/LXkGMLHVjAtIBW1kWJR7kROsrMYeZELXTj5jiUZxkpdJTNhHSOtUlVljA7Xr66ynW7J2KlEablMu0esUK0chNVai1gsNeTNACmfsM5Wn2Yb7H4ySMOBwDXpj3p6qsf3fMJVga6/06VdmMdRIrp4poB3RsfwEEt9QPanGYu7ZPI5jdiBcPqgZUjov9WpUI6F24YAIBatQhOMVuNgO5hFzV0mecxWqlFkMxEBq5a5KIOrM4hm6Endu461dP27jQAoCm43IamiZS/gWVUphpZ7GGil45X+vxjsIzr6etDt61TTtsP8RfSbUXyuBqPUfH72g7TRk2Bl1Wly3yLqbRpPfoHiHz2iqoM0P73DVPiQoPtDW7E4z5EQmtS+Zbm/kp/kfKN+nqRhLRu65RYAR+SEC8uRLNhnB+2WHsk+UhqPEZrZDIx7hA1AHPLIKw0OjKRnx45yhCBPSfjpIFc8Kc/QQwvdWMzwf2zxH4qeg7GrWQGQ6YM5vXUAOfILn2Dc0SdYty5mAoW9ax8y+EVd/d7zQvADaknnpVBny/09Gb98yuOukNfLm05lAsHCsm+am+jD3H8jONvEbF9YnRcDrDKc4RCI2mu90NBaA20K1emWC+FE4Do+erDc2U8FYfH1UNzI8+NJuEvf/nL7NmzR48ePXv2bMuyTuSpk/8C8cknn/z8889vvfXWSZMmjRw5Mi8vLysryzCMAwcO7Nq1a/HixRUVFcOHD3/66aebcLiCIAiCIAhCi0XeDwVBEARBaIe8/kHFJ8v2N9isps5p5Imee+65YDD40ksvneBvD6ExXyCmp6evXLnyrbfeevHFF+fNmxeN0h80DAQCw4YNe/zxx0ePHp12Iv9spSAIgiAIgvD9Ie+HgiAIgiC0KwoKCgCgojJSURk5xkPy85MMPO3du3fjxo3BYHDkyJGJPx08ePD06dOT6/lYSP4LRAAIBAJjx44dO3ZsOBwuKyurrq4OBAJdu3bNyspqqvEJgiAIgiAIrQh5PxQEQRAEof1w0003DRkypMZLWuWJYRinnXZacuf65ptvAKCurm7t2rWJP+3UqVNy3R4jjfoCMUZNTc369eu//fbb6upq0zS7devWrVu3vn37pqamJtWf5YPLAcDqT+Y4ewMpjSIVM1Rlly/omPAFsYJZRxYtt9pD2+TPYd1qf5NdRv07Dl0GQzvadpz+ElZ21464IEzBSrMbnRd7C/jH02C0l43LCjkkEOSqspB2EZ5Cw+ZWMhK3BT00XlynGMkkIaP/4M2qJdNCAbOSGWmdjygAgFHbQ8+FWgbOfwTL5Brjg9Gn4Bc0vJy8gUZIn4sNxlekLFf80nOzlRNWAj7ukQStPuTzcgJ0QWNbCwCMDszYtUsN24yQR89JIS9hoOj5WCGycg51dZpSyznbmGHtFNoGJqgLzWWFbqBMT4YciAC0XP4Cbexiu5fvT+o/QD3gaphBGoBTq5x6psGcYsx65k8ZlzgFFCOaqdS/FSDNHKr6+DYw0pXLzNNTCQC+PLVc7kF2lBacZez9n8QJAhPVkQWS4aSSXA8FnQDgmuoon3UhVTIhYyT0V9UtTKbBdPH4J6C428rv8csyeMXd3TRZh107M0X7+5ilztG7Gi8cxAtJo+VKGcklcXDoaEMFpiOMlszDyugypWQF2+O5AQD2Hq2xY3JVXK66/iQ5DVpTsYzT4f4+Uh+msLU6xHbyKuV8jBx+k4atL1PdClaZTfZJM6/fESeNOy835Pb0eLpyByLpFOv51Sdni+rWymI6xQZ/TwrfFVhL9AZyx2IcOJikfIv1dUuXhssQG5oCrlLcJ1Sax+7FJxsAfULFGYH1pTGYcdVl28DCz5cMdlPox4XBbjSuuMUPBe6v9OWo5z+3kfKb3eyv7lBUbYLeJ0Z6JgjNTFO/HwotCE9xVbu1WXkqvdqVDFGAePdc4+V07RPRHSZNcrvL86hmugp4rpecNvtJ0b9//xNzoiFDhriue2LOlUijvkDcsmXLc889N2vWrEOHDh3xo8zMzOuvv/7+++//wQ9+0JhTCIIgCIIgCK0IeT8UBEEQBEFoeyT/BeLWrVuHDRtWVVV1/vnnX3jhhSeffHJ2drbrugcOHCgvL1+0aNHMmTPnz5//2WefyTuiIAiCIAhtlYAJKY1zWJtGEw2lBSDvh4IgCIIgCG2S5L9AvP/++03TXLJkyeDBgxN/eu+9927atOnSSy+dNGnSm2++mdigflw3UgkAdSsotGgCpSkNV+VMUzOpQaTiVdUylwWpaikeFf1K5fiilRTus1JVPJDHlsGlZA0GTnNtXlkZK9TuvR4rnZNLaLSZfRJnZbgqlpWSSTFYe+MCGqGtMpj+TrdQtzpkbWayFCqLfYEOgfKuYgsIANHsf2Clf/9oGqEOdPPAad3WKXSKQyq77aRuxspAzv3qqDzvFDYmK3kkFnQejYeReTCzLnVSrOCr+BlW2lv0vA4twUpfAWU8zTqPMVhnqoyb8w3F2YKZ0xJb8sCpG9JJQ51YB4CUHrS7osVqba3ulMJOPPyIbvEyxQ1bRyyjS2gbRDJnYnl7J5USzdt9PlYGOqmVd1nM3OpBaWXYoRY5WkrbG1PzVjYFkMHLy4DrBgDuEn0KFgO0+lEDc7fHymNmnOfr7Uq6ds4BdUVcuxIrDUstuHtGGVZCrUe0jd/XmH93LIqZmy49IvzdVarR3U+XI8oys06W2tX29oVY6RugLlPdV3TpfYErsGz1UVc/LrSuQ5rOQXbpWfAf4QlKvCn8RRNoXsWU6/dlXKSmwHaXv1DH2+s8LiKwFKfhz0n8aX0aBAw+Y3odAKwcdYembH4GK3nwHzcSj0u7rhotz9fz89Kza1stVerHUbD3VVjJHxeeWV1DR4zdbSyoy7a3U66uCIZYjwW8xZgIAgzo7FHpmTvm95eO90KOx36IOymLgXv2z8PItBoNpZINr/PGnYslzWmV+BpirpmtIbcQEGyErpdYg3stsJ7vQ1x5q4g9jvZ7pLB5/NzSTpK4eZVTEeut3kwzsmoBALh7JUvWXDTb+6Hw/dNuQ8qIZ1q5vgZCu4IHPzGt6VnJ6yXXzGkwBi60rg3TukYrHCNm0kcuXbp0zJgxnm+HMfr27Xvbbbd99tlnSZ9CEARBEARBaEXI+6EgCIIgCEKbJPkvEDt27Hjw4MGjt6mqqkpPT0/6FIIgCIIgCEIrQt4PBUEQBEEQ2iTJf4F48cUXz507d/r06Y7jJP7Udd233377+eefv+CCCxoxPEEQBEEQBKHVIO+HgiAIgiAIbZLkHYhPPvnk559/fuutt06aNGnkyJF5eXlZWVmGYRw4cGDXrl2LFy+uqKgYPnz4008/fZwdm1bXEQBgRkjcxqV7zk7l+bJ3kIks2vX9WCEAE7GSm7N8pym7FrfUmQWqW6v2bM+jUH7nlpK4zQ+/iBUitX/FyuBXZBh0YJPq3xyIleG8P8YKoZJxWBlIv5/KHZV5jXvZsCubieHMPeQXMzupKbjcWJevBGr+XDoXl0lFt6p52ZvXYOXGAW9juf+/b1T91xZSt0XaIcUUVNFl71LZnqsKhf/ESt9m9V8IPrgcKyPBmVj+LlfpI7vv3YSVds1SNYUALSxX2qF0z6mloyz0l0VoNcw6UolFy9Xaok4OAHz9lcuSi8bIX8aUds5uUiuaoDcPV8sd2ptY5oMJL5qsKoGJxphA8wdl/0+19D1Kw96nLFHc0hjdNhfLgW662zIagO8k7dFjA3BrWdnLZWZ2U1fZyPQWt+FdY2+hG9DQUj9nF6u0aLRmB3UV3BBtHty05tYiqswhH6JToXvz01GoPjTtHnQUsLmgWI0d5e8wBst2hbqDHKAdhQ8W02b3Vxd68tglyspnsG7RG2inLsVKq3I4lbV5jT/E8CHD70rTYqbXLL1p99O08InHR8Wx+msfHFf1ZXlcR26RQ+dd4Hx6eKKx0TeIvIT8xke1nMkMmzhZp5TuFO65Q5dlMMXDTMq9h3FqUb1p+R+ZiKxUFlF8Bh4xQtzA3I7nKS5E0x+wm92zpVvqYfoD5jaNkxV6rXwceuUb1ClGimm5zFS14L5hdGn4HD0Vmbga3ueqB9Ta8nlxISkS9zToqB+Y5eyBeQopCOlDlj2OrKDH5wvf/zhH7wkyxyKaSQHI88h3VzjyAgA4Dg2vVWPb9vTp02fNmrVhw4b09PTTTz990qRJI0aMaPDAxYsX/+lPf1q6dGl2dvbZZ589derUrl27NsmQmu398Hum3Qrv2q33sMGL2x6uvnDseOreROonNC317SJP7Wbj8dzVspPbOcl/gZienr5y5cq33nrrxRdfnDdvXjQaxR8FAoFhw4Y9/vjjo0ePTmtI9C4IgiAIgiAcL67rXnnllR988EF2dvbQoUMPHz780UcfffDBB6+88sq4ceOOcuCMGTNuu+02ABgyZMjevXtfffXVBQsWLFiwoF8/73+fOC7k/VAQBEEQBKFNkvwXiAAQCATGjh07duzYcDhcVlZWXV0dCAS6du2alZXVVOMTBEEQBEEQEvnb3/72wQcfXHDBBfPmzevYsSMArF+//uyzz77zzjuvueaa+l7Gtm7descdd3To0GHJkiWnnXYaAEybNu2uu+665ZZbli5d6nnI8SLvh4IgCIIgtCuqqqr4P5o2SKdOnQzDaLhdC6NRXyDG2Lt378qVK3fs2HH48GGfz5eRkdGrV68hQ4b4/f7Gdy4IgiAIgtCSCZiQajWqBzOpF8jYHzK+7777Yt8eAsCAAQOuvvrqWbNmrVix4pJLLvE86pVXXqmrq5s6dWrs20MAmDBhwpw5c7744os1a9YMGjTI86gkkPdDQRAEQRDaA++88861117raX+uj5tuumnmzJlJn7G6uvr3v//9woULN2/e3Llz56KiogceeGDo0KFJd3iMNOoLFlhLBAAAIABJREFUxOLi4qlTp7777rvhcPiIH3Xt2vVXv/rVb37zm06dOh1nr3ak/A0A8OVcSVUlZC8yM5WAKRr6hA7KUP+fK97qNk6go8JKRxjJn4WV/uXXqqMMUhz60q/AstVHOcXM3WR9siuWqJ+6pDg0c+iF2z6gxIKGRfGcDt1WqlI3GjU6FgHA2aeOcl2agi9DDQbNXABgZHiotawiMvGhvyxaTI4nu3YJll1LzdcEssj1+/qn1JtfSdyc8A6sjKx4VZVMEjLGjQFGqWFvJt0hOfWYowp2ULn7v7urlsw9Z4SVPs867WLPc1HLnbQazgE130jnP2Olr/wnNBitD+OywmjJPPwx9evU0lHpamBuiFbD0MauOCEXm6NbrU6BBkMAMA3VlZVOk/Xtoq2O+rCU4CtYifI7PgCLGQDpcLblnH1qNYx02r1c8elsU06xOLcj+vWYBTLO7Ygtc/ITG/hGXE+VzMuGNjQjhe1kLERoVAfT92HZV7JQt2SCM71prZyLqJIZBqPrlZeQ6/m4CNJXoBYcrxGwlffnkB+Ti1Y9zYN+bXbzHaSLGCfr1E8kbl+lNSygPq3uzMSqN5LBzHGhb9XaBuE5di4PkWWc506r9JxypgIMeiUHa9ki6/XkNsO47a3naJ1Jd6jzjWpcd/AROspHt1JqT/XEc5gyr7bbf8QKgUO/xkp/IfO3kqyTNo//3F/GCvi44wOAem7AACjVLKrxgKlRASAwlD41EjH70+Xg2xsxcry8hzXeElK6GVkDMgCydKevgPakJ9y3iLcVt/6hnJTfoXHnTRwAl056STOB6yk7sonrRyJKOSF+4p6bFh8R/C+7ee5k4IpP3aA+0yXW24dI+JtS9CoAWJkTAf4ncSStC5/PBwB798YtaWVlJQBYVr3faC5YsAAArrrqKl551VVXLVu27OOPP26SLxCb5/2wBdFW5XftVncoJIdsmOPCUyfXrnjJoQ1zm+nxFBW5XoM0fhc1qDVsplO0ef797387jhMIQiCl4caODTXVsH79+qRPd/jw4UGDBm3ZsuWkk04aOXLkwYMHP/jgg/fff3/OnDljxoxp+PhGkPwXiBs3brzgggscx7n33nv79++/Y8eOP//5z36//4knnti9e/f8+fMfe+yxf/7znwsXLhTNjSAIgiAIQtMyfvz42bNn/+d//mdOTs55551XU1Mzffr0999/f9iwYeeff77nIa7rbtiwIS0trVevXrx+wIABAPD11183flTyfigIgiAIQjvkp7+CsXc33GzLV3DXVQ03OwqPPfbYli1bbrjhhlmzZsX+zXjx4sUXXXTR7bff/h//8R/NGvUwG25SDw8++KBpmuvWrXviiSduuummBx98cN26deFwuLi4+K677lq4cOHChQvXrVs3ZcqUphutIAiCIAiCAAAwYMCAJUuWRCKRyy+/PCMjIzc396GHHvrxj3+8cOHC+n4Dsaampra2Nicn54j6WE3stxcbibwfCoIgCIIgNB8ffvhhIBD4y1/+gu97I0eOHDVq1IEDB5rkH4OPQvK/gbhs2bIbb7yxRw/KUXbu3Pn666//+9///thjjwHABRdcMHr06E8++aT+PjwxTCMf4gOSwPKJmAQ0XDq1r0K9CocrnsRKf854LGO41b/9JqyM9FFBV7PsdOo/RFEgZ5uKfTmHWfzQVQ0Mg0JbfLRGpRqMY1PgNLrmXfXTFK+MG0A0RS2Um1GGldtzp8YKp2z4C1b6+ntk0OLydDqtiXFvAIjac7EcPEWtUnQrZahNm34RwHaURt21algDHb/twLLGWWzimHBk8UAWPyR8RRR7NEtVD85BNgVb5y53sgQlAy+o2YEGgOVg9Flqyv4rCYPePOroG3Cdx7lY4jUS+musYLC+IptVTtbK8E57YWKOH+WAnmMVtTRZnJmFar2C6l1HUMsaWthIqUqX+zIo1Yuxd56T5YlU+5BKtfOdDHU6Esii2ZiGBgDrFLWGPDWJEWa+sEYmu0FydSS2nDXAzUOpZUgPU5A89igAACuf5oVLxGPL/Nr5+qg0Md/eLrsZTVAH8uC/W6kTrzoBDQB1gx/AcuDLe1Vh6ERIAPPgAAB+tv/188reQ6FdXy+1//nl4EFaw1A98Cue0k2l2r1znfWAngR+05GOgO3/uFtVX30e/Ta7sPN6DQAvjS9MEgMr84wjDwGIVL2A5ZSqZ9Th7Gljb2PaCtQgeAWE8VEAALCP4tL+kSqMHPlsBlairwA3CQCYqXQDgufvQ+Ec2U/5CI1KvVHZjvLsk2e3MfbL7xTDawBmrsfK8+x25ADN0RdQ4gvfMPYvmw2llT1bUkKZt/TMOLPnFUaz+fbmTyGM8PMtZ57isU88nydOJfs41lfBN4gmi/cysOcYf1CrjRQ8hoRJi6e6uvp3v/tdZWVlYWHhkCFDqqqqPv3004ULF7788sv33Xef5yGhUAgAMjIyjqjPzMwEgJqGHinHQrO9HwrNAk+hekaz20NMta1m0oUWCyZG21XY0zO2LJwYjn2nNXeQnD9v28PnSzPRvXv3vn37ogI7RsxsU1VVVc9BTUPyXyA6jmOaR/4Co9/v37VrF/7P/Pz8t99+O+lTCIIgCIIgtFhib2k7P4L9xY3qJ/Zvl88991zXrl2xsnv37uPHjz/KX+i75ZZbPv7440mTJv3hD3+IvZLt2bPnxz/+8W9+85sePXpce+21iYdkZWVZllVdXX1E/aFDh0D/HmIjkfdDQRAEQRCE5uO99947oubLL7/89NNPu3TpcuaZZzbrqZP/AnHo0KGvvfbaPffcc/LJJ8dqDhw48Oabbw4cqP60yPbt219//fWYVUcQBEEQBKGNsXXrVgCo+LRpekv8Y3xXX311Xp73LwPs2bPn7bff7tGjB357CAAnnXTSs88+O3z48BdffNHzC0TTNLt06bJv374j6mM19Z3ruJD3Q0EQBEEQhBPA6tWrn3jiiZ07d3755ZcFBQWzZ89OTfX+g7dNRfJfID7++ONnnHHGD3/4w3HjxvXq1WvHjh0zZ87ctWvXK6+8AgAff/zxlVdeGY1GX3rppaYbrSAIgiAIQkuhb9++3333Xd6l0KFHw42PQuk7UFcJd911F37pBgD9+vU7yjd6FRUVrusWFhYe8et+/fv3B4Dy8vL6DuzRo8eKFSvKysq6d++OlRs2bAAAXpM08n4oCIIgCIJwAti/f/+6devKy8sjkUgwGNyzZ09znzH5LxD79eu3aNGi22+//b/+679iNd26dZs7d+6oUaMAoLy8fPjw4Y888sg555xznB3b0Y7zAcDZTJ6jQOGExHaoCQMAB5TgzM5aS0flkaoMhXGmnynzyv6kz0nSnyjMx7IvMlpVpr1FR1UpYaLdkVo6JZtoYNp5x0cIlipHDr9JR2VupnPtU9YwI0wBooLdSull9SG1VnTZu5AAF5zhYAzmc/Sn/IIaaIeU2Ym8VHblEuotW/3xb7eK2aYc5VaPVtFvzJpVpA8zs7VkinvTtPyOK8PskqXUrakdVQ45qvxDxsUK4eXT6KhUOirYnWSXNK9dyi9mpvVL/CkAhBdNVicFGuG+M/R/wxRQy+w1N9JgskmmScPWK8MtkMC8gYH+atM65WwNtSTO8Hv/6Uk05Vl+ZgRDIyRzERrpdF7XUpeGG+sc3VWkgvxouNoAEMi9M7EB7FH/ZIGePgAwImyOWnBpb2AOOL0Izm4mpNtNRZwvN52huHBnT3JhdKvJxjLaIe0yZsTDTRuiufD1RCGja9NfA7BT6cngD46DBFDcxn2LqZuY7jNXKdjc/cywps/Ft4GnsS7OAafVcuFtT9MI89dR4z19YgW+eQJd1AONK97iFkFbKeMccGFVrlvxO6z0pV9BDbSHjpv4UP8aJzlNZQbAEnXt8KYDAN8IpWe1gKkAuVJNl1NGkGgSiS6ZQ+dK95KrMtD6yh9icQpCfa7ASXdindlfbb/IZ69gZekPSRX3g1UqU2mdSfsfrxewS48yUIA462siXFbIjY3o4uQbBq+dp/ARAGxtUeQO0JTez9MpSj28sd42Qy/4ljN7ej9ICeytlj159AAMT2kmmxoaQj1/ChC/vfEO9brKHG5EtXqrK+6wBmqR60KewzteYv/Mmz8SujZO41OxGOoq4eabbx40yNurm0hhYWEgEPj6668jkQj/c3tr164F/VeVPbnmmmtWrFjx3nvv3XHHHVg5f/58wzCuuqpxfxQQAJrx/VBoFkT/JwhNgqc5rj7x3NGFdA1K6NqqOZHPq7lNfN87DfpnOZ5XnC8RNjiuvXHsi9zgpWmre7LlM2rUqE2bNgHA559/Pnr06CuuuGLRokXnnntu850x+b/CDABDhw5dvXp1WVnZokWLNm7cuGPHDszL3HTTTf/85z/l7VAQBEEQBKHJCQQC11xzza5duyZMmFBXVxerLC0tveuuuwBgzBj1D4GhUGjVqlWrVq1yHPU96s033+z3+6dOnbpzp3rfnzt37uLFi0eNGtWnT58mGZu8HwqCIAiCIJwwzj777Mcee8xxnBkzZjTcuhEk/xuI1157bX5+/sMPP5yXl9ck0hxBEARBEAThGHnxxRfXrFnz0ksvzZs3b9CgQVVVVStXrgyFQuPHj7/mmmtibUpLSwcPHgwA1dXVHTp0AICuXbv++c9/vvXWWwcOHHjJJZfs3r178eLFeXl506ZNO9rJjhl5PxQEQRAEQWgmVq9e/cADD1xyySX33HMPr+/Xrx8A7N27t57jmobkv0CM/fm8N95444UXXrj66qubcEj+upsBwLUomoQ5QWAhTd+A6+ggHXRyyim7hNE8AAqBhuGvdKawSg2bHShpFUi7H8vR8nmxgmGRFQjjooHAw1hZO/j/YDl1k/7DgixWaeaoUxiVLJ/FAqeQof6/kUYNMHCHeb0jGmAgrm75ZEjA3+2ixEoAlrRl2UALRiR26zgU/MR4uH//aKz09bkSy3iZbBbTi2xVkW3TJkGUFRhOYyn4v+qoOvrlbXe5GqELdBENmyUodabVCNBqYKgwsvlVmkuAcuKBArVKPJqXu1NljcOb6b+dgkMfoXPprC7GsQEAcjzSebVVv8RyGiyIFaKl89hg1BqW9f8AK6tZuK6rll9lrfspHaWj7oFqipvxzRPsNUW1rGRx6ZDK9ZtAOVyXpfUxEO3Pp4wn5lgxxAoAzmGWatTBSR5uxWg2twE44R2Jg/HvZttbr+FWFiXMKzudjtJJc36H4lH8sWBXUADfdfUjooBtzu00GHuHmpq7dQE10HlnM5WWKw6tQYgLZtbpaDaPLbOUqL1KnYJntxF/OqXjbbgVy77QharBUEpbu7UeaU0ONrBLKDPrP1ftSf4MibKJG3oj8SXCp2t9QVp0JvBAt2eelK8GNnA2sN11UA0sEpxJo6oik4OvSj2orRQWq8/TT1T+6cCfk9iAXy89AJ7Qz7XJNByOvBArpOykmx2z4cBXw3OyDExkm93o0lsdKX5Le4YtkWfEmKeSSSsRYvPK8fjU4COs7zomwncyXiYewI+spKS5f/D1ejBMW4EfWzxKz/aJkeZxaSggz4ed5/GY5VfZrfO4CjzjTJFwntDfuREA3MMHE49tdWRlZa1bt+6Pf/zj/Pnzly5d2rFjx/POO+/uu+++7LLLjn7guHHjunTp8sorryxYsCArK2vs2LFTpkzJz/dOnR8vzfZ+2ILA6Fkby//ySF27oq1eUOH7opninO0zJXpcUd9WROPn0vj90GAy+uhHNT5mzheh3X4AJUGnTp0++uij3bt3H/EF4tdffw0Ap556arOePfkvEAHg6quv7tGjx7XXXnvZZZf94Q9/OP300xs+RhAEQRAEQWgKgsHgpEmTJk2aVF+Dvn37uq6bWH/55ZdffvnlzTQqeT8UBEEQBKG9sX0L/OvDhptVlDXqLD179jzrrLO+/PLLZ5999u67745VlpSUTJ482TTNJvFZH4VGfYGYmZn57LPP3nzzzb/+9a8HDRp01VVXPfjgg2ec4fGLNkcQCoVqa2uPqDx8+HBjBiMIgiAIgiB878j7oSAIgiAI7QfLsgDg84/g84+O75DkePnll88555x77rnnhRde6Nev3759+7788stwODxlypThw4c3fHwjaNQXiDEGDRr0xRdfvPXWW48++uiZZ55ZVFR0ww03XHfddT169PBsf+DAgd69e1dWVnr+NByJNn5IgiAIgiAIwvdIU78fevwepSAIgiAIwvfOmDFjNmzYEA6Hj+uQpE83cODANWvWTJ069ZNPPlmwYEFeXt4ll1xy//33n4A/UtcEXyACgGmaY8aM+dnPfjZ37tznn39+4sSJEydO7N2797Bhw4YNGzZ+/HjeOBAI9OzZE/8aIBIOhw8fPmwY4IQ3AYBh0fulvYeEWa6tRF3RfW9ipZWilGFo5gIAewsdBZbyKwW7PEldaXEbat0AIPrVuzSkH/5FHb2VMvlW7UB1eA1JncytRdRD1XuqkrnnrN7qH97NFFJcRde/QT1kD1Il5iW0i5XLjE82ctr/YHnLyeof6ivYXh256TbVJ7dZlZM3irra/jyWfelXYNnQy2UwcWFKujLlGZ2ZpYtNxy5RHjoznUn3DmkTX+ogqgzT0lmlP1KFCPuy3FJWMqsTmRnD4UexHIW31LCrKYFV4yoLgNGVBGrW7h9hOVL6qq6kbu3QJ2qEBhs2M3ahvY57xMKL1EZyrE1Y+d0Pi7HcS/dgBmgNHVs1zl93Lw0glUSTAb+6WcxetCfR7BmxaRv4gZ440RIt6/TTxF1XDSAwdCKdawPZ8VBiyI2QqAxzqmheDlA5Uqz+047rKQNF6hRGDtnHuOeOO9RoMPoO3Z1JlX6bDJtmthoh6hqBC+nY3vMxmVq4WF0ae/tCGmGf3yUOgAvU0KppdmHyO+ZNQ0cbX0PUYsapAGvZTXFojWpQQuey+qhV4k8eoyybutVPg+gaehxZ/dTDLVJMsk4rg3YyXlD+GKSfMp2cWcnOq1WtddwPG1L6SO6b44ZZq//Z+qS0RGRpZEY8t5SpKtmTnM6ldYTu1p9RS1hKoz1JazfZDVi7TI0wdRg5RusWkcHW2qFWxupBv/TkaDEu3/Np33yK5XD4qcR5gZeXsEG3o2+Qig9weaW3i7AhnSK/fdAwiI5FADAqmUywozqF533NIe0gGyT/BESBJh+h7zSPWARfLk9zIrc0Ot9sTByh51BdJn80MjxufNNLkhg3MDwvm0Lss9uNhjwPSY6ACanJ/ysyAIDZRCNpaTTt+2HLoS15uAThWBA92XGBbrj2aS1sWuR52xLgukPc1ce1vbGHtvow6dWr1+uvv34iz9i7d++//vWvDbdrapryldU0zeuuu27JkiWbN29+6KGHMjIy5syZc+eddx7RLC0tbcWKFfsSmD59OgD4fW31LVoQBEEQBKHd0UTvhy3pG0RBEARBEIT2R7N8W9enT59HH3101apVlZWV7777bsMHCIIgCIIgCG0aeT8UBEEQBEFovTTvr/t16tTpyiuvbNZTCIIgCIIgCK0IeT8UBEEQBEFodSTvQNy4cWNmZmbD7Y4by5d7JXDhUbxfKbxc+b9MoMrQD29ULXd1x8pg1YNYtiNL9VEkXart9h+xQqD4PmqZSu6t1F3/GytEQ+Sec0GplLhay9xaSBPQQkandg0btvKycRWg1ZX8ZW5EK6hKSYzoLxynfnqACdSYkLEwQ/0N8FMrSB9mGFrWxiyQZg65olD9xsVw7iEyTzmHlfiM+/vQV4UGKwAIb51C54U03RVzfmmXpVNLHj2uzzMcpe2z8i9KPFd1dQZWBr58AMv8MiGpVe/ECpEKWkNfBnWL80IJHQDYxUrd6BjM9Lf5VToqsFmNKjyQjkr/hyoUrMPKHutuo6Ny1Lmi9ic0GEvtDduh8QczJ2O5Nv0aNcKtF2ClBcoO6WRuxkouVqONxASaRrW64tHiBVhpZtI2QEUgqiEBIFA4QQ21D/2nXbjkKTqvoaWWJq0GOu+4Mo9LQtHl5xtxPY1Qy9q6+KmncNZ/Yzk14++qqz1MVqh3NR4OAM5u2pOmoebI7y+nkgaG9wJXsFGZudK4OTS8XglD8QbnxKkAmQ/RX3idR2PtZbNX0aVx+pJA0zyo5Y8RNpidao7bT38GK3tWePwXeGQl2fHMTlog6Gd7g5XtCrX/DZMEmtGtamBGgOblG+Yhv4tDT5yvtlXEtJgHVT23oGJj/2DaG/60X8JR8YU8rgJeemAiSId59CLl6skQ7Pk0HcW2QTBTbXX+8MTlipYzq+bQCVjGKx5n/dOSRMNToVgPeF8bXtJAjhPegWVfR/Zh5CUW9FQBxjXQPkSuOEQJL5d1ehLn2NVPIb7y/GmAftW4oXoNjL8GeINH1bfIXg1iO9nsstDzCKHxNNv7YQvCU+HUSkVdbVVH1SCt9HoJrYJGqg/54dw9d3Q8LXVJcyI1jsc+x3bF9yXQbHD7eVYe+2j5s7fdfgC1apL/DcS+ffvm5uZ6/ujdd9+99tprk+5ZEARBEARBaI3I+6EgCIIgCEKbpFkizJs2bXr77bebo2dBEARBEAShNSLvh4IgCIIgCK2X5CPM33zzzfjx4+v7EQBcdtllsf/54YcfHk/HTixS55ZToMlM7YvlwPkTE48xlqjwnRuppI5clvDKGaO6yqWMW1qpGlg4QHE256QSLEd2zlAnzaeob2S7SjLa2z7HymCvKVi2d6jsm2vQYFxTT6eWhh0Nv4dly1HRZiuDcpfhzSqvnTL0efAiskKHT61U6uqkMzwb02B0LjKi+wcAfy5lLV27UhdoDd1KHdNjubMAsBD0fpViM7LyEyujhygg7KRSFBcDvNgSAKBGh0y3FmEdz1NDrcrPlp5OueYOlirklN9LLVlaE1fGPUh5OgztRkvm0blyWNIcVAg6lD2Wuq1T3QY3TKWjMmjiGPrzVVHW0gmrRcANCSxWCQDWHpVc5juqdq+Kdvr3j6auXArIYzDZYBFmHKHRha6XkUmRQFNvA6sjpbwx3s4vB+1eAMPRp3BoK2MK1erN9l45FV1b9eBsYMlQnU8850AfahqhnYy5YF+vixNHyHFDOxIr6w7/J5bNapIMwD497B3sEaEjsf4h46jbatondtbaWMGqZeHZFI/gJA/wYvrV6EJ7A2OVboj6r7Lp59YuFeANGL+lwVSpbk8up+XiaX3cyRhbBgDngIqRWt0pSswvrpmunq7OIaqMpr8VK6Seejx/5UCvBo8tR5dRD6h94IlvDLrS0wzASKGb3a5VIWsrQHelma3K+Fzilbxbsz/tyWCBR1Cdg0neuJ2sCbCu+HkJzyAtOxc3D7i7tSmCdeuZd+YfWxiX5hlqfl4cGM6FN/AcAB+Dy3LHGPbneeo4TYEucIcAhsf5uQygKRi7Oyd2hdSXf8d58ae3keNxQe0N9NGMH0b80aeoCyWeXWgSmu39sAUh6ddWilw44cTQyPxvS4j0eo78ROaahRZF693JnuBngWSokyD5LxCDweDatWvLy8sDgUBGRgb/UU1NDQCsXLmysaMTBEEQBEFo2QQtSLMabnYUTKOJhtICkPdDQRAEQRCENknyEea8vLz169dfccUVhmFMnDixoqJij+bhhx8GAPyfTTdaQRAEQRAEoeUi74eCIAiCIAhtkuR/AxEAOnfuPG/evJdffvnee+/94IMPZs2alZ+f3/BhgiAIgiAIQhtF3g8FQRAEQWg/lJeXP/XUU4cPHz7G9qZpjhkz5rzzzmuqAUyePDkajU6dOrXhpo2jUV8gxrj11ltHjhx5ww03FBUVvfDCCzfccEMjO3TdI+1U/+59I5b7ffbTWCHl3BnUwlKCJ/+gq7DO3kK2NdC6N087ks8itZyxI4cNRevYmHbNSVHetEAP0jM55WSAMtKUaylY9BSdX+u9wvl/xspg+YM0WmepGswp5CK0Nu5NnItduQTLqAX0sYmj/Ks2/RqaS4h8WL59SrS34/TXsPK9fS9h+aSeqnA1Wwz4Mu2IkwJA1P4Ey25AmRP9u5iqL6yWy5dBoj0AKqN7y161ACsjK+fECsEOD9NB6UzpValkgj3W3UaVhrLy+XKvpDrmngsXP6lGyISPYS219GWTl5Ab0Jxy5eRKS6XUFQrp3A4k5IpWkdTSKKbLhJipytEWDj9KLa3uWPZ3GHPkMQDBqF6EbFoBw9+Qfa9jgvPriMFoSyOEmD5MGzxxG0O8kBG3OjddoqMtznrGevDlqnO5h5g5TivzXJfZQjvtwzKuPDesmVrpaJfRvczld9R9zpWJlcAtilynmKl/up859XJojoFtd6jzRmjP+1JJzoh46vMcppYDvSeNdOr/pH//hXWh77U+1FWkWD1DfBU/oRGm0sSjW9UdxNWlhqGuAl8u7pQkceFGJgbtxvx6xwya8uxidmm4gjNP75OdHvY9s4Bacv5xQD3/z/2ONCUpeeoRwY14nivPZYWoBYxTAR70sBlynSgOm+Nso2eyc1jrX7exo1LUalhn0mrHKQ5D3h5G1SezhfKVIX0k78pT6eilU+Q2Q88B8AcmNo5bQ7YaJLi02TNEf1rxy8E/wryfPNopzG8Kz2tnb2Rd5XpcGr7gtDKJqxFMSTxWaFqa/P1QEBoJ112JD7FBxA7WtHAfXHM4BE+Al7CZToHdtlhlXrulCa84Pk/4s5eXT+QDx3MwMfZ2SLLPmTNnPvPMM8d1yJo1a5Yta5pPolmzZj366KMDBw5sHV8gAkBhYeHSpUunTJly4403zp8/v6CgoEm6FQRBEARBEFop8n4oCIIgCEKbJxwOA0DuMMgd0WBbqN0Nm/4GkUikSU797bffTpiQzC9/JEfTfIEIAH6/f+rUqZdeeunPf/7zuXPnNlW3giAIgiAIQitF3g8FQRAEQWgPdOoLp1zecLMDm2HT35rmjLZtjx071u/3N013x0CTfYEY45xzzlnQ/4hRAAAgAElEQVS3bt306dPr6uqS7cOwMgYBgJlLoa0fbumLZddR6bzwoslY6S8cFyvwnKBVRBHjyGevxAq29Q9qUDZKHWVvYgNIxZIbKFMN9lG3wWx1Xh7GdCMsiqVzrNHl86iBpUKacbHl8BosR/P/qUa1cThWOmE1MKdqPlYaBuWKzWyVBea5S8S3haKOlp+6tfqolem+gaKjd9g0cctRuUjnW1oZw9BRx1NYdnszhSXdWjUGgwU/fX51HaPltBo8dxlepGLFhsXm1UH34PcO7fqL1LfsmEoGANdUV8GtYcG3EEX2DNAhuArKFzsdN8cKdb67sTIN/kUNdH42WkYJZSdTHRUEClmb5sDEKfCdjDE9X/hnVMn2JG4kbAkAdkTF202gG8HKZ5HwOq8oYtAjwOiZ1uQBYadW7Uk3RHvD77+FBnNINeB/cdTFc6Wwk7IBYGoY86oAlC40yijEHTfa/dsTK6OlaiOZqWw1WFiS0qksIEnBTwB7jcpdxgX/dVyaTyEuHqu3fZ37f7HSt0VFznnYmWc8McwbN0J9t/ItbfZjQVeMjrKory9XXXF+K8X10EWN0N6+kM7lqnNZnWjDuGzDmHpl4u5rzMIzOQPfydhD3DbDNLRXlJgTFwrW2yCqrwsAuBHafue7D8QKgfMnJh5lpLLEK0/Q6zU0vKK+mIcFAPcg/Ry3nMsW1tHZcB79dkPsIaMj5/jEBv4Xyli+mI8QI+e+FNqHFLJmnynh5dOw7CtQwfy49C6bo+GVXPaE3xQYFuYrQ8uV49ESAHxFekHYSXHPR4vJSmFmstHqGzNuH3bTe8braQbsDvWNuJ4Go28QPhcKVrMR8ltJbdS6kOeJhGaiKd4PhcYiiVThuPi+0oVtgEYGP09AGFkQjgUMlfM96VnpSVwDUz1PbmV18mBpPFOnTv3iiy/eeOONMWM8TGjNQfJ/hbk+MjMze/fuvXbt2ibvWRAEQRAEQWiNyPuhIAiCIAhCU7F8+fLf//7348ePv/TSS0/YSZv4NxBjbNq06e23326OngVBEARBEFoUQQNSG/cPsk3/z7ktEnk/FARBEARBaDzV1dVjx47t3bv3U089FTMwnhiS/wLxm2++GT9+fH0/AoDLLrss9j8//PDDpM8iCIIgCIIgtBbk/VAQBEEQBKFZufvuu7dt2/bFF1+kpqa2ji8Qg8Hg2rVry8vLA4FARkYG/1FNTQ0ArFy5MrmeY+4nbhjk+qRwWHnoUEIHAO5m7VSyyJyVUvA8NbCVqs+wybYWTVViQSNM9j3DprLPGq3OVUtmK3ePtrl1IiMYB22Drs1cTk6tGn/mi95HlZ+eWBkYqpxf3JzlbFtNLbzcc2aWGligyxSsjK5/g8raveVkksEwUPtbGkwPpaMiFRqzrdk7aACBofQXf3CQzk7ypqGvzQnQ9YJaKrqgjgqfQX903Lfux6oQIg2pkc1kghvVFFBrCACBXhM8hs3cWFaO1sAxv5g/0kO1jFLLOKVXrRImBnLvpBkExqph7/8vGrZDo0VXoFNFm8c2VaVp96CjAqOxHLWVYN4u+AIr3U771KB2LKZ5MfecvUtdEU+NXZyQjm0kNJGZXdhO3qUbWMyq1oVuQH/GdWpU3AGK2jLmL3OrmSSuo1pb5xvu1FPduh330VGdqOxsUUvnH0nbDHvgDjhPByjfqEY5U9ppUR2/rXDk/P4y0pg5US9ySsrLdBT6ark5kdnWzDy1tvYW6hYdnWicBAAfXEnd6kvDp4CPwcD5j1BL7tfTi2Cmkx3SPOU6SCTkYeXjdwr9MhSbF7fjHbtozxN7FdnxaJH5lmNlk10FQg+AK/n4k8cu1rcte0Z5HhUnE+yprxcboeOoxKW9je8ienjGvL0AYNgeUj9u5uX4ByuXX9w+TPPwSMbdwl5TSPJycHOiLpAMFMDI1CvvJZcEoO3HB4P4hpHbkd8U+GjCxwLwxwWXP35FH+Jo5uWg7pM/Ivh56QZJcJu6YTHxNRfN937YckBtE5fEtUzEMCUILQQxGwrHQsvcJ+g9PC7e/Y7KV53cVGNpAlr+Z3eDvPPOOzNmzPj9738/ePDgE3zq5EMzeXl569evv+KKKwzDmDhxYkVFxR7Nww8/DAD4P5tutIIgCIIgCELLRd4PBUEQBEEQmonvvvvuV7/61bBhwyZNmnTiz94oB2Lnzp3nzZv38ssv33vvvR988MGsWbPy8/MbPkwQBEEQBEFoo8j7oSAIgiAIQnMwf/78ffv2AQD+5eVYhPnbb7+99tprAeBvf/tbSkpKM529CbTdt95665o1a6qrq4uKimbPnt34DgVBEARBEIRWjbwfCoIgCIIgNAfLli17W/Pee+8BwMGDB2P/07bt5jtv0/wV5sLCwqVLl06ZMuXGG2+cP39+QUFBIzqz7dAnAOCGB2KVa5PZECz1/81qsshFfvharGDUpWJlaCUZ64JFT8UKXJIVrnla90lOPssi0RJTHzJl3mDlWrI3fI6VvqKLaQJadhb23e0xP06ERhvsN02Pm84VLVYeLjfMjF3cvajFbe5uMkyFK2bECoZLPkeuIIwW/jNWCPz711jpGqT0MvK0Q4rLBDOUr8rdQ1628PJpWMYe0AIJTOPIwXkBQOxyA0BwJTkQra4j1E8rltC59pAPCx2C/sJx1JUWxnFpJheQoXIrUvoqVvpylHvOraLJRpe9S4NJVYOJlJNH0gfK0ujPJcecE2XyO62M5B49X4Y6F/fNRVbQYNwUdUFT9r1ODUpfUKVu3qYz3wgtU+NmN23f435ALi609XV0bLI0gqHuBcu6EOvqvvodnStwhWrQh3yLaMfjNjduaURJIhcjurVqEcw9fVhLuikMv9rAzgbactFybT3LpEuPWk8+HbxwAGBksV9+OaQ2FReDkjfQzxaZTQGVdtFSOopvP09QGGelnpH4U3sDE1my28oC1ZhvHhxMZDHddEYKPQbxilhnsseRdvnZh+hW4sPGR6JVRBcUarXwdCMtLK4Ah19lI09LLevxEuItZvWjEdLhTH7H7Xh4Cu4lpDmyByafglnp4ahFgSYfNnhJ/cxTaLKBkOqK37Ycsk8CO2mKx93KVwNtg6QaZEsX8/SplrvY3tBLx5/5nDhHYSI1Hr5FXo4bjD6F2Z9dei/tZrRkHlb6h4w7Yi7ANakAzgG1CL48khXieWvLqDKl+yvUg350mD1pkaOl6rx2MX0cY/8AYMNS1dVg+vgA6AwARiAIQvPTpO+HgtCUcDtkG/BhNTe4RGLVPBY8hXEt023XEkjOr9faaRX7AQfpeY14JZ8Oqg+597B9XuVm4rbbbrvtttt4zcGDBzt16jRw4MA1a9bUd1RT0TRfIAKA3++fOnXqpZde+vOf/3zu3LlN1a0gCIIgCEJLJmhCmtVws6NgGg23aaXI+6EgCIIgCO2Bbe9D+RcNN7Nb81/ya7IvEGOcc84569atmz59el1da14VQRAEQRAEoYmQ90NBEARBENoqsYxFqBJClQ22jTuk1dHYLxDD4fChQ4c6d1bho02bNi1ZsiQUCvXt27eioqJr167H36VpmgMBwHca5ZjsEkonubUqx2TYlLRK2Tpa/ZRFfXkwE3uIwF+x0girgKS/wxisjFa9Rz2kq9ivP3oHVWLujKULeXLTzFE5vsCOh2gAOqhrQl86ymVZsIDuNoMlXoepRcDkHcSH7zA4ZmZT8trf9RZ11D46Ku68pWpf83wxD7ri6dwalnjF+GF3ll3lSUAd2QsXP0kjXDNf9ZlFGWqr9gI6Sv/ahX/kBKyrW6zi566fbkGnI4WszX0qucmTcRgkxxQ5AADLRZpdVBDPl3ERJOAbRFuOh/swzjyz4CWsvGmXijBjohYAfLnUrdFFbQO+e+GgvsrlLN7LtoEffqEq2cr74PJYgScZjRSW8dTBZH7FPVOinvDViB5S0zFYktefdguNVg8sbl74U3YD+nrRAMxcnSBO8wiW+r66HMt1Jz1Ave2uPOKkAGAYamDRryhmHsmcSaM9eLM6KU+y72Yrk6PmiylvYFldw09HxW1vgiodnfHnkVsesXR36pwpC7RSrrk/Sw0zJQJeRyOdDUZnPPmdwp8MGI+NC9Lq6xjN/geNqoRuq9jzFgDcJcxXoM+L6fi4udTz5LF0whcj7QBg9ab0q1OaltgAnzy8ZdwtXKcfLJEXsM6/RB/F9jkfIcaN+ZMt8af1HeXZOLqGthwPdFO6lu0ovMqeYgFgd5BTSh9VuL1R4wD1XIX6YsVU5gllz0oO7wFHW6BGW7fofqzk0gYcg7GNdBn4acivMoTYltCfIDxtHfpMPWQMNkJ+Azq7va6jpc7LF5aX/alq6SIr51Dl4OsBAKwm/gdU4Qia4f1QSAYezpXwaTMhaWjhWGiZueb6UqgnEs/zSuK1JVyaRg4As8zApsO7utXrgdlKP6puuummoUOHHj58+Bjbm6Z56qmnNuuQmonkX6Bd133mmWceeeSRxx57bPz48QBw3333Pffcc6hsTE9Pf/LJJ2+//famGakgCIIgCILQspH3Q0EQBEEQ2hv9+nn8osyJITMz03XdE3Ou5P8K8/Tp03/zm9/k5uYOHToUAF544YVnnnnmggsueP/994uLi995551TTz31jjvu+Pjjj5tutIIgCIIgCELLRd4PBUEQBEEQ2iTJ/wbis88+O2LEiMWLF/t8PgB49dVXzzrrrA8//NCyLAAYMGDAZZdddtZZZz3xxBOXXHJJk41XEARBEARBaKnI+6EgCIIgCEKbJPkvEL/55puJEyfG3g4BoKSk5N577429HcZISUm5+uqrn3/++ePr1/T5z/0lMPEcAJhd6NdBfbnKeFW3fDJVFpEUzBMUFwbr6Ci7Ykms4IY85EoA4Kv5mTrcpr+Hjb4qO3UpjbC8kI7KuTKxK3T5GVYP6qp2CZZRfcglXJHPXokVomlvYaW/7mZqkKX+oKF5gEboppWpkURILWeb1AB74EovrtkCLe2yMsnRhpI48tnVYxu0AqRFM7OVMCvk/gorrVTSe0VtNYXwIjInGqBWKTjoKax0Skn3Brm6kmkBeZnOxRVpu9U2cA6T9cy19aVhGjt7O5kNox2VxnFoBut2+3B1OJA7zN5DA3C1G9HKocniKeJshgZ5vnCr22VkxDM7qAV3mc8RmKOQnzeRON3bIbbVnVp1+CHah967t4pJ4lI8/H14aZx9TOvJ9JSuboBqSGCKNNcmu6VRl4rlaIoyhwb8tKN8fTxG6GxmFrlUvcgHtye2BHYV4lR9p5yd2NIppy2Hi+8CrWF035uqq0q6r+19d1G3VT9ShRwSTVqpzF6HlWfSRsWnH9+TcUY5HNV+miNekfByupV8uWq5rPIf0WFGLY3WUm5EKzKcusrRq1HjfUH9Q8apkpdoD5+3EK+xQ2VenHYwT20JZwO7l/fR88o3QD1DgjCZNdA7inn0eA8kneT2SSxx0V4a7Umcgudq803CVyNaqYyQPnaHGgdVt/yByR9i9Lm2i45ywmono38Q4i2KuCcNNgD0Y0L8ghBe6kPeLRlFHdobZroy5wYK6ROWP09QwclXBpfOZlpP/ryyijzuNTtPSXDcDBJ0Gh2YEThL3SB88yibYfwnEe/fLlZjwKeocAJorvfDloR47gSO7Aeh9fK9y/U4bdV7mNwit6hL0yD82nH1IfJ/vlSFq06myjgfYhu9+m2P5CPM+fn5q1fTK/upp566c+eR2/y7774TT7YgCIIgCEI7Qd4PBUEQBEEQ2iTJf4F45513zp8//w9/+ENdXR0A3HrrrbNnz16yhH6V6eOPP37ttdfOPffcJhimIAiCIAhCiyRoQprVqP8zjYbP0lqQ90NBEARBEIQ2SfIR5gkTJpSUlDz00EP//d//ffHFF+fl5eXm5p577rkXXXRRfn7+xo0b//Wvfw0cOPDpp58+vn4d2161AABsFu91t1PCMbJdJ4i7foGVdctVwZdBOUHPmCqPHxqgQlX+QeOw0iyndGG09A11lEGhKn++ytOZu/tipVVIR2G0zWChLfew6sGpomgeDoAfFVk+jSabPytWeMdXhpXXRKkc2KH+iCHPdVJMNZv6d0ppNRyb8p50FMuFRbeqtLLVnWXNLNVbZOUcqjuJJu5g0NVi86pRgwn6n6X+Q29St34sUSLPV6AWmQfTeKoRTBV0NTtR0M+uVHsmmj2fRljMspA6n8uHHd6jUlTfdBqClbnpFKRdElGZviIaKoX7eP7dtdkUctVWjJZTGto4kBMrRDJnUlcHKf/ulqreDIOye+HIC6rP0IXUfxElXo1y1TgUuoGGuF4Nm9KmLCkPABaobDVm+YGlle0wrVtw6CNYxnQqvzSRAzPUXGxK8ppAi8zzmIlEs/9BA+i0j0ZbqjYSzyTiRo1L1BbQHGlU2ykf58seQz1Uq0V2a73CnjzxmkWxR6unmoKvhoXia/UYQixPujWHypinZrvXLdaKgD4s+MlCpm5YNYiWzsNKfOBwpQOPn5v7df49dS1WOnvUw9OfQStgnsIy1HrkGCWOg0WYObgNeD6XcrLs0jjVdINY+hT82uHXJjzeDmxPUtSdDQDVBDyHG7fN9GD4k41f3OMAuyr3Xg383OE5dBwYN0Vw3Ij6UOBPb7tEmTEiK17FSiOFbivaM2zL2SUUFjZ2askAv2v0YHg0m4edfaddldiA1ASVLCnPIswYnfY8ytNyACxpzq9Xavh11ZXpnTWme82r0urNtjTbtGaOx5YTmpvmej8UBEFoeRx7zvR7T2jyAbSueGwrot0u7LFPnAeceZz5zB3DmnJARwXPJQKKJEj+C0QAeO6556688soXX3xx3rx5sX9nBoDYn9UrKiqaNm3ajTfemJGRcdQ+BEEQBEEQhLaDvB8KgiAIgiC0PRr1BSIAjBo1atSoUbZtl5WVVVVVRSKRtLS0vLy8jh07Nsn4BEEQBEEQhNaFvB8KgiAIgiC0MRr7BWIMy7IKCgqapCtBEARBEAShDSDvh4IgCIIgtAeqqqqi0eixt+/UqZNhtD4HdtN8gfj/2Xv38Dqq6+5/zcyZ0cWWhSRsy/gKRr4UY3AhYAhNwFxC3wRw8ivlUpoQSOENgTQJEEqukJY3IbT5tVySkAYCaUqAJn0JpOlTSIMDGDCFGMsQG8sGX2Qs20i2JFuXc87MvH+ctddaxxphIttYEt/P0+fpztbMnn2bfZQTfT/eryQlq1dcr4rDoPf9+mP6NVduXSSVaSCGQbX7Jalqm/yA9WG58SpJFD1fukMtWvnWb0u58sQ7B14gfkDxKhIRqaRR/WVlAsHd/P/DWRmyNiLynFgq2LFAKzezTO0SJ6ja866ZfFdJHFmi75DPcU9qtIdtx/RKecqqD/PtBZW1qTnRKAKTbSquSvt4kAmZSd6qtrWgkg19XrVKspKd3EJMz2q3U32uIN5DIkp3bBx4gRfqXUme+5DPP6yVTWtKBb/1GKn0PTVqiSTx90ffIpW/cWbD5163T9Pp+pHzdFVve0F7GPJ0+XXq3oo3qu6w0MYCzSDSBRWiXVdpD8erCCzp5IFbxWGu182MsZ4Vm3XFRYtW2f/P2sOatwZeWWZOdFsu3q42Q6+SK/2Czlt+2a36rHH8MvqN2u1cz7l8u1n6MhGeM6D5c40t1HnZkpnN2oGtU6Ts54/lkpGaicssblXvm30Zc9PZKJerOVcv6DHy0+oscVun68x6o5Or0UkoPPVDbta8jNl6PmPYVGq1KWuiFOwrrI+wK+5OnmSLrpcfqYk1v4b1qZuPeVIqJ/XU85UtemXaYmSd8zNkgqmbDas49I8wG9Vp7KzbTmSawTQ9ZoO5GbPhVejMx8084VYaa61/1rapnWnImEM7hMTdJVpPIsotcBM7iNtRm9phbbn8rNT4HOUwIaIk4OPI32ymqI1nxqpR/TFmPifxzHjGKhg1fbFUKLYY/aXdPG7g1u1otZjiJbQXSGfsa0u9RrvZKZJE00PnKMz0D9rOyCKS0RGWzaHZ83a8A581mGNXXmErm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8vyiYgczRyrNkWHS0mceYLwtzqOzmC5qKFjG2w8yoLOxIq/8gmOlTKwjfswYKq5YdbyeFnDhCuwXBVr18qZrBa0YJCFj64eF3O7nOnd5CpnGZR92MRL6Ig7teSUxDTwr+W2yJXHV65G35PKg6gnapN1XvgWtSlSWmWDlao/pZnXkIpPp4QmlbFVbaXBUCo+Tac3tGyXxAogyzdzeZT1t5XuARIeSSIyEh0HYg5f5cpRHkbfu7xG6XWeiAznO84q4mKDH6j1pHE3Pym2h9d8d8psVZTU6Wpkx4o5qSeS1CnqWS0NiU1Ek844NpHwphxDcKmXDvkVae/bRkT20WP8lQ/QfqK8P4we7bcjQX3Y4UBxBcC3g/Qeah8iZIjfMi9/1dkrIF2ZHY7+jsY3RSxo1wvEHTt2LFq06Lnnnquurm52KC0t7Zprrpk7d+7gwYPbcwsAAAAAABBHYH8IAAAAAND1iPwF4s6dO8eMGVNTUzN+/Pjzzz+/X79+GRkZtm1XVlaWl5e/8847y5cvX7Vq1bvvvos9IgAAAABAdwD7QwAAAACALknkLxDnzp1rmubatWtHjx7d8uitt95aXFw8adKku+666/nnn295AgAAAAAA6GJgfwgAAAAA0CWJ/AXiunXrrr766rC7wxCFhYU33XTTokWLWjshPHbAt/lZIvKe/LjOS9z5lE57Ux8MJVyBK3Wmf6fjSrP+pTM9fVnbpFVlUkinzWvu0dfovIZPZuq0KzBZpXxsZbIGKX+TUSH0ZDXsg5MeLi4qVSmopJfNsNiHdU6lcgUm1D/CJzj+Mk86ew9JGND81W+GEmYNV0Z3XeL2X+vMQAr3jFmrDICB3W9yDUdM4xI2L2zZhED226FEsA87sDyf/YiLHXhqy2J1c6RTzJv9oE4H65Sqz6o4kyuTpLxpLiHkmryB/WIze94WSpyTyCqlhB4L1L084l51bP2zdowMJZYP+KPOnJGj/JXukusoHK6Bl6h27WXRmN+zSt00i/tKys4MwxG3ScWh45ujxPC6fX+JKsFI5LkR+FDNGTOpkM8UtjXGqG+ZJwWdsjI6v487XFWEv0w/XyQsou8UPqwzx36hTBNu/806U46d2/GXSZuh9x3VdZ4zhHYwiXtG29ykhDSo7ZNCDBc4tIRr61ND4/ZcxdVuYN+o5T5LNdF7i85MyFSTR5r4JHbDHqdWPDT+/StCiSMns6Azq+x1vqyXU+197IBz5agZ5VvDUkszg22DWkgndW/WaU5/CmWkTGvBn5nIdki+6e7JLTNJaCulktUzQC04wYNc7cYPeEXVKkxprLOGqPvKVbSJTNBZGawBE7kGleoR1vJWIjJ2hVlyJWwzLA9nrSUy6tV4ySlnNqo5I519drV4Qh3ppCHmP8+0hjBrOxE/zjxjiQIJy9XlNafwvQKsZ9UiSENMb5+zhmhrIRHJv86h1Yey2maGaI4vTCXNgWEchb7yv3GxzjeU/xM2AlupysQqv7bIx01gxLdSsEo9oVaesJRWf8LpD1TaymTTK3eCEI+GFU3KBprpYVycTZySPcNoTEOT1kjsEaYhIBrEan8YPaTBMDJBkr4KMkQQF3T4RG3/Qwc6A1p92KmEdx1FtzVCTumnEp1/Ghxz6cNyFAGR/9W/nj17VlUdw0FeU1OTkpIS8S0AAAAAAEAcgf0hAAAAAECXJPIXiBdccMGKFSuefvrpYDDY8qht2ytXrlyyZMl5553XjuoBAAAAAHRqDHeCkZDcnv+REfl+rLOB/SEAAAAAQJck8hDmhQsXvvfee7NmzbrrrrvGjRuXm5ubnp5uGEZlZeX+/fvXrFlz4MCBs84667HHHjt2WU0wQ2FNSfs5uCno5TA698Hr1XmpHM4ZPOrETPnO0pkyto5Dz0TEn47Vcp3NIcxWYIJO26RONkT9fNtV2JcMCra8Z7a8yvJwZYI1Kjov6OF40m2FHGKcX9Vf3cvgkCtf2bNOURzeGPTu0WlXpoqFNDM5hNnYrkLMZDydq4YDGG1bRXsFDY4ZDGzjMFX3QBWBaB/h0Gy3oWKc7d0irPIMji70b3ZKMDmsWEdhGyLGLTHhL3zfg04UdqZo4+FPmpdJZPXhgLhnym8NJSpO5D78v5pxocQFvYip58p49s8NJW7YzZNHR6TaFrfL9orwwBPCRP8Fd29SCRHj6S6YFuZMEbsaqFjb8gSJDlIO1nPEnw4k1POciMwePOINA65VZ5ZxsKQO6G5SmV0czmkE1ANyVPxfPNOjekOHiFLTGH+fE0g+rvgmvswJnbbNr1ueSURmL9WHMqrRlc4xzlzDMu4uI9mpg3iW9ZyUbfH05xh/7SuQwciuxIv5Hk6wpKeGA66tUapidj1P1JBOQTXBGRorn+d8YLMa0KwdK3Wmv4atXiapq3xZy7kCXjUnEwc8w3n77+fmOPoFayDfK7hVtTd8XLNENEFLG8wUnvPSUWCQ6o2gxQuLr0aFZrsbOAzcncPTW/ctjxGR7QQLu1Nmcw2LRHd97DzOYjUwPKoEX9JyvsoQwa3pYaJQAzvUvcwc8XjKiNdt6hYylD6wVVXbbhARr2KdNJNUacEqPoGcYGEjVTRWNsG5rzWMG+vZ6pRZEL6Gug+DYrWxUtUyKEdZOjTsWudysZi4izhmPKinvfhSCJY7S4eMhna+PmRpnvF38L32qavkKOsIZSJqtO9UzUrgmaxD0a1E7g25Nuqg8mAlP+x6QQtuE8H+o6bwVc7zLhdn1koE2d5guXny6PbK77Kgr46IgrUcsw+iS8z2hx1MhweBdlsQYtYFwCAC8E15+auOrkEr6Ip1/hBmEAsif4GYkpKyYcOGF1544YknnnjllVf8fr8+5PF4xowZ88gjj1x11VXJyeFdbwAAAAAAoIuB/SEAAAAAQJck8heIROTxeGbMmDFjxgyv17t3797a2lqPx5OdnZ2enh6t+gEAAAAAgDgC+0MAAAAAgK5Hu14gajwezwknnGDb9rvvvvvmm2/W19cPHz587NixqampUSkfAAAAAADEF9gfAgAAAAB0GSJ/gThs2LBLL730F7/4RehjWVnZ9OnT165lK1NOTs7ixYuvuOKKb1iwz+t9gIjM2gKd5c6+Qae9h5aEEna1UFBZyvpn25ypRUtE5BqjVEp2hbBNDVVurGBpGBMTSXFhgGVJNqkS3H4WqNkG68OsDCWxko6qkNiRiBYn381treTk8D3XqbYUCCHXIaUtM1K4VoG6Fdwu90RVw3Ih2vOtU5kJ7FtMyGYjnu5DI5CpM/20Sqc9xKI6LvaAao4/8S0+cweHIGltn7uAhVyNO+eHElaQFYdmBqetbNUz/vI3uYanP9yyAubufL5v0r2hRFbZ6zpzV/L3QolyL1+1vo7dWIOz1QlnVD7ONezzc1X+IS4/MW+xTus5Y9fy5NFzsrGK1XX2TmFOFBOJr3JEYHa18C36eNLaNbudM7kPfduViU/6MeVV7s+nqkxTKD5rXlE1SeLe9ib9Uqc3DtkcSqznyUvTTv5RKJG261c6c3tWiU4PcaaGcaC/zvTs+bG6afILnOmZp9NGT1Vz6bPTEtKAVwgfhe6T5XTCASc1c2HRujfpkTSJi7Wd59pw8/zXxkat5CMiwxDGuno1/4ObhTk0Y70687DwjWZezSU4Dbca2ctm+x2nnhDSmd6ROt14+BZ1ZgOvPObXSnDp7sXroVzQtO7QSBKBgY71VWrsjOowkYNhPZK+w2yBlAZAK8uZ3g085aR0j2u4j91zug7+8le4KEfx6T7CvsUg8dgZZaq2RpZYBivUcuE/LLqIhNvUGVzvByx81PeSaE8rEdlHwgwN6w6FwdC3nZcIPWnNvrxymoNUWg6HlLqaWUNb3kvfwhYSRrnyaFwDhcFQ6D61gtBsZPeimeO0UQSNaqsmEXnOmNMy0xwYRv9qiJXHVaGUwYEq4Rt1Kiab0MR66UwD3QMkO0F0shSSanWp60SWWuovPv1lTU31kWaWMyKyAqF/enq2bB2ICjHbH8YEbTYM62iD97ADgTWv/XT4BMYgAtD1mNKvo2twLLDyxJTI/+rftm3b9u/fH0oHg8Hp06e///77N99881tvvfXpp5++8MIL/fv3nzZt2oYNG6JUVQAAAAAA0KnB/hAAAAAAoEsSnRDmDRs2rF27dsGCBXfcof6AY1FR0UUXXTRy5Mj58+e/+uqrUbkLAAAAAACIF7A/BAAAAADoMkTnBeJnn31GRNddd53MTE5Ovuyyy5577rlvWJg7occCIjIGi2g4ESUXtD8NJYyDIuwroP5tevJ0ngzZ48ykMLF7RqYM1BLpj50TRIxb8KATM1XPMVM6hpqIyInwkiFmOn5qzlccPGsHOHZUR5DpuE4icp2kIq/9W/6mMxOy7+Nblat8g0QspKViIY0arlWwkWOcdQhk8DDHCQZF2K99xAkCPcrhhwG3iox2NZzPVzVwCYGkTSq1nWtrkhoRfwqHSFsVPKC64R4RLmdtVSGBvqPP68y9J6/U6QEH1H1dadzJP/56fCjxoPcdnZlscbvec2LGT+39pM5079bzVoTLCXRkqCnmhs5MIg7GlLHwesRlrLFGxmubSSLu0olV95Y8qjMtz1mhhM/i6PVgHw4rdu2+KJTw9P+JztRhj/4KruF2J2yZiL7n/Lg71c0VezRRJX7RwJPn5B33cmXyVQRx4z4R8eqEiyaN5ghN2RuBvSrC0V/Gcz7oUSH2ljVBZ8ogUB1IK1cAHWQarODJKYMWAw1OiL3B7TLccrlQtbUGcTS0f6equY/+oDM9GXO5ts7trFQRjF+rprdtCMuBqIy+rwy/NZPURJIRmp7xd3AFP3Y0CAc46E8TkjyoorYI1cMANfocr0ocsirDUT3DhKPAiXH2fcjRykFbNdY0RFEyttSJTg3u54hXaVrgM0VvWHnqvsHDbFegaudyEaEvPQl2uaqhO4vj+t1Fat3wbeZqm6n8KOkIYotExOs+Z042iCqK4FZKCPMFobtOR8cTkSuTVx4zV50Q2CYilEmHMIuhl0G7Ok5cNEF/azSJaybumbqUc0OJpN1/4mLTBrRM62WciAJO2jqNe0M2Vk9FOU8CW9VjKxcxvQIQ8Zed7m2SnSxoElbs1FC2UcsN9ANOTVUPjJiHZo5TW/GAa2+ArEwTo0joEfbLSdBu3ImyYpFgRh4R0pmJ6v4QAHBsOjxsWdK2IgDEBbNyO7oGIB7oVCsPiCnR2bCmpaURUSAQaJbv8XjMLronBgAAAAAAbYD9IQAAAABAl6Fdu7ddu3a99957+/fvnzBhQkZGxvLly+XRurq6FStWnHbaae2qIAAAAAAAiB+wPwQAAAAA6Hq06wXimjVrzjnnnH79+uXm5jY0NNx7770ffPBB6NCLL754+umn79y589Zbb41GPQEAAAAAQByA/SEAAAAAQNcjcgfi0aNHS0tLS0tLd+7cqf9ZVVUVOvr444/v2rVryZIl48eP/4YF+30HlhGRUc42Q2k2dHm/rxIDp+nMxoNKH+bKWqgzpZxLo6VOJPRJdhmLloJVQqzWoHxtlnAg6kyprrO9QsFW7biWqtkPqCWJvrTlOjPBP49LcMRPZgYrqIK7NjqZrF2TMin3QJaCafxlynm3+5Rf68zcUhYTuA5PVsWmcBOs5LO5to6vLbiFPY9WUJn4tPCOiIJeVtoZXpXfROqn1VTVwlFlcDpYphxV2uco22XVcMMHbb9Ypxvz/1u1pYZNZJ5kZaybd4TL/2nP13T6Nz7VCQmeBTrTzlQaL2sIa7z8m4XLzPFwHeg3Tmemr1XawYShi7ld0immM4kJ7FEDamWK3hb2rtDkJyJ/3tt8VeN6ddXBM3Wmp3I217DAmcnC5qbnie/kP+rM6axApGnOU3VtDme+7qj8zFqW61kj2HqmLaKJo5fozIYNjn1vK8/eJtazHs4T5OYTXG5n7ES/BXazHdJIVFWUijcjNYzbVBJMdJ7Qem6ClLjpSetK56KsPo6xroozzUwh9XN6Rno53T2udq4XXjbhudPyR1tYL90Fau2SGscm93WMctqjJ/Fk3s9t2cqrnH7wzf1iwRylPKpSLUdHWpba5Ll2JapH2Gv/ktvyOS9oLkuJUI1EMRxOJ0t3qsS3Xcn+PDksl9TzRI5RQhqbXo08dQtpsA3sUA2X7kjZG/ZBR+MopH7ajqethdTUMGtUqa6TT6XR6Dj70rix2jEq7yWtmvphN08YGvYqrarU84HElGho+KnO9By5ndNlP1KVGSgeCrnyOOuV3SDsk0OV+tCu+Dr8VU4T7CZeQnULU2aKUdADLSeqVBDymcK3azgqTEM8gHp+Su+hfNgNbRiUTuRy9fUhGyvRlXG5J/K9QjPNjI4DGrQkZvvDmBBWzQaXU3dAjjIMfQCAiJGayN/v67h6fFu8/JVKPBXsRN+VWMa/NSLfQCcnJ5988sknn3xy2KOLFy8uKChITU2NuHwAAAAAABBfYH8IAAAAANAliTyEeerUqbfffrv+T8rNGD16NHaHAAAAAADdCuwPAQAAAAC6JJG/QFy5cuXjjz8+bNiwf/zjH1GsEAAAAAAAiFOwPwQAAAAA6JK0ywF06aWX5uXlTZ069cILL3zooYdOOeWUaFTJcqVcTEQkFFRSpmZYylHl280KNpeppH7SUdVEH1bneO5Ou4CL1TaoRnEvYTP0ZS1XKWH0sgZMbHmvwDZW5gWDSpbmymDpUqNLCa3Mr7mXgqJcrdkKHt5GLbBrKvhMoSozExy7ViI3wV2kBIInVLIfMOjnYoO2MhtKb5S/mh1t5qHClvfSei8pbjNruJKmpa8SqjLHCOkb8CIXtY+NCYHD60KJhCKWCdpVjhFSWBqb1HCv6kY7mX1YWsHmTvyhzvvViexAtD6aoFI9+CKWc23loqR0T2sx0w9fxEUFVFGBErZquorE7HLcjlLwpwWa/sAKnSlrq0ms/I1O6z60iWvo9S3VaU+58iF+OfgKnVnr/MJjiJ2kMz8x7uZiff9Sbfligs4cefrDocRrqWxOvLjkfJ3Wgj9/mTDHkZoncva6zr5Gp4OlTr6wNOqeaai5UeclZi+iloRTvJHUGtazYc0iJet0DeT5X5dyrk4n1/xbXVUuHkDH+2mI1eao53RujqVG//UTVurMC8v3qqMNk7m2jcKc6KCfShIWOUs44LQMlJpq5sJQJyaqEPx5nLTUHbJaTvS89MP6LDUVgwM/1ZkJZb9Q1abruahgRct0wLdOZ7qzb1DtShbtElPC7KWWRCk8JaM+9G+18ofyssQD6KhgjWphxHMWGXufWJ3FPNHz0++9RWcm56uFWspw/YlvUQsScxa3zJTjIv2Y2uVn13Mn69WgiXawZ5gRl19w+osvefjHfGapmBu1zjfFQdGxYr3SpUmdrl5RKZwmtQniATX0OKaFkRUSUcBSa4iLpvBVzih4t3MfunPY8+gvecWpNy9NdsAxk+bwY9vEh5io2ihnMiMkpHaNeK51h0uNo7p7NB2IRkLCMR7bY2K264/adTZisz+MCVqEB31SZ+DbHAWMOADHQ1ipn7T+ge7G687/PfqYeBWFO7j70K4Na1pa2m9/+9uPPvro4MGDo0aNuuyyyzZuDPN3SwAAAAAAQDcB+0MAAAAAgK5HFP4L/KhRo9avX//CCy888MADp512WlFR0fTp06dNm5aXlxf2/IaGhsmTJ5eWljbLr62tJSJ/IND+KgEAAAAAgA4k2vtDO+Y1BgAAAAAArWPYdoQbMsMwrr/++j/84Q86JxgMrlixYsmSJevWrSOiIUOGjBkzZsyYMbNnz5YXHj58eNCgQTU1Nc1LJCIit9vt9XojqxIAAAAAwDGZOXPmsmXLnn322RtuuKE95Vx00UWvv/76yr/85YIJE459duv818SJm7ds2bhx46hRo9pTTmcA+0MAAAAAxCPR2h92YaLpADJNc9q0adOmTSspKfnTn/702muv/fWvf/3zn//cbIOYkZFRVlZ25MiRZpd/8cUXkydPHj58eBSrBAAAAAAAOhDsDwEAAAAAugDRfIGoyc/Pf+CBBx544IHKysp///vfLU9IT09PT09vlllVVUVEZtfyiAMAAAAAAML+EAAAAAAgnontbqxXr16XXHLJsc8DAAAAAADfnDVr1kyZMiUrK2vo0KE33njjgQMHYndVtMD+EAAAAAAg7oj8F4jbtm1LS0uLYlUAAAAAAMDxs2zZsptuuomIvvOd73z99dfPPvvs6tWrV69ePXTo0KhfdZxgfwgAAAAA0CWJ/BeIhYWFOTk5YQ+9/PLLU6dOjbhkAAAAAIC4ISGBkpPb9T/DiOC2O3fuvPnmm3v06LFp06a1a9cWFxcvWrRoz549bZu/I7vq+MH+EAAAAACgSxKTEObi4uKVK1fGomQAAAAAAEBEzzzzTGNj47333nvSSSeFcubMmTNmzJj169d/8skn0b0qKmB/CAAAAAAQv0QewlxaWtrsz+fJQ0R04YUXhj7+85//jPguAAAAAACgJatXryaiKVOmyMwpU6a8//77b7zxxqhRo6J41fGD/SEAAAAAQJck8heICQkJmzZtKi8v93g8qamp8lBdXR0Rbdiwob21AwAAAAAALbBte+vWrcnJySeeeKLMHzFiBBF98cUXUbzqG4H9IQAAAABAlyTyEObc3NwtW7ZcfPHFhmHccccdBw4cOOQwb948ItIfo1dbAAAAAABAdXV19fX1mZmZzfJDORUVFVG86huB/SEAAAAAQJekXQ7E3r17v/LKK4sWLbrvvvsmTJiwe/fuaFULAAAAAAC0RkNDAxE1+4kfEYX+AnLot37Ruuqbgv0hAAAAAEDXI/IQZs2sWbPGjRs3ffr0oqKipUuXTp8+vT2lFRcXjx49uv216jwEg8HPP//ctm23293RdQHHhdfrJSKPx9PRFQHHhc/ns20b4xUv+P3+QCCQkJDQ0RUBx0UgEPD7/YWFhUlJSR1dl2hSVlYWlXK++uorIpo+fbplWe0pJ/Reb/r06cnJyTozLy/v+eefb+1hSU9Ptyyrtra2WX51dTU5vyiM1lWRgf1h22B/GHdgfxhfYH8YX2B/GF9gf9hticILRCIqKChYt27d/Pnzf/CDH6xatWrgwIERFJKVlZWQkFBXV/fxxx9HpVadDZ/P19FVAN8Av9/f0VUA3wCMV3wRrR86gW+HqKjxOiF5eXntLCH0QqGxsTEa1aGtW7fKj59//nl1dXWfPn3CnmyaZlZW1uHDh5vlh3Jyc3OjeFXEYH94PGB/GF9gvxFfYLziC+wP4wvsD7sh0XmBSERut/vhhx+eNGnStddeu2LFighKyM3N3bFjx4EDB6JVpU7Cvn37LrnkkqysrF/96lcdXRdwbAKBwPXXX29Z1vLlyzu6LuC4mDNnTmVl5eLFi3v16tXRdQHH5r777istLb3//vtPOOGEjq4LODaLFy/+8MMPFy5cOGHChI6uS5RJSUkpKChoZyEfffTRyy+/HAwG21+fzMzMrKwsmZOTk9Pa28MQsCilwgAAEP9JREFUeXl5H3744d69e/v3768zQ28hZU5UrooY7A9bA/vD+AL7w7gD+8P4AvvD+AL7w26LYdt2dEusqqp6+umnGxsb77777uiWHKeUlpaeeOKJJ5xwws6dOzu6LuDY+Hw+j8fjdrtDvysBnZ9+/frt37//q6++6tu3b0fXBRybM84448MPP/zggw++853vdHRdwLGZOnXqypUrX3zxxSuuuKKj6wKas3DhwjvvvHPp0qU333yzzjzvvPPWrFlTXFycn58fxavaD/aHzcD+ML7A/jDuwP4wvsD+ML7A/rDb0q4/ohKWtLS0IUOGbNq0KeolAwAAAACAENdff33o93379u0L5axYsWLNmjUTJkzQ7wEbGho+/vjjjz/+WP9M8niuigXYHwIAAAAAxDVRC2GWFBcXr1y5MhYlAwAAAAAAIsrOzn7yySdnzZo1cuTI7373uwcPHlyzZk1ubu7ixYv1OWVlZaG/PVJbW9ujR4/jvCpGYH8IAAAAABC/RP4CsbS0dPbs2a0dIqILL7ww9PGf//xnxHcBAAAAAABhmTlzZlZW1jPPPLN69er09PQZM2bMnz9/wIABsbjqOMH+EAAAAACgSxL5C8SEhIRNmzaVl5d7PJ7U1FR5KPTnkzZs2NDe2gEAAAAAgNaZPHny5MmTWztaWFgY1nbd9lXtAftDAAAAAIAuSeQOxNzc3C1btlx88cWGYdxxxx0HDhw45DBv3jwi0h+jV1sAAAAAANB5wf4QAAAAAKBL0q4/otK7d+9XXnll0aJF991334QJE3bv3h2tanUlMjMzU1NTBw8e3NEVAceFy+XKy8vDeMURgwcPTk9P79WrV0dXBBwXgwcPTkxMxJ9EjBcGDRpkmubAgQM7uiIgnsD+8HjA/jC+wP4w7sD+ML7A/jC+wP6w22KEDWz5pmzfvn369OklJSVLly6dPn36woUL77zzzqiU3DU4cuRIUlJSYmJiR1cEHBc1NTWGYfTs2bOjKwKOi/r6+sbGRmwQ4wWfz1dVVdW7d++Orgg4LoLB4KFDh7Kzszu6IiAuwf6wbbA/jC+wP4wvsD+ML7A/jC+wP+y2ROcFIhH5fL758+cvWLBg6tSpAwcOfPTRR7FBBAAAAADozmB/CAAAAADQNYjaC8QQ//nPf6699tqysjIiwgYRAAAAAABgfwgAAAAAEO9E/leYw3LOOed8+umnTz/9dGNjY3RLBgAAAAAA8Qj2hwAAAAAA8U67/ogKEXm93q+//lp/LC4ufumllxoaGgoKCg4cONDOwgEAAAAAQNyB/SEAAAAAQBcj8heItm0//vjjffr0WbFiRSjntttuO+mkk2bOnHnvvfdeeeWV+fn5Tz75ZJTqCQAAAAAAOjvYHwIAAAAAdEkif4H49NNP33777Tk5OWeccQYRLV269Ne//vV555336quvbt68+e9///vw4cNvvvnmN954I3q1BQAAAAAAnRfsDwEAAAAAuiSR/xGVk046KT09fc2aNS6Xi4hOPfVUl8u1fv16y7JCJzQ0NJx++um9e/d+5513olZfAAAAAADQWcH+EAAAAACgSxL5LxBLS0vPP//80O6QiEpKSiZNmqR3h0SUmJh46aWXfvrpp+2tIwAAAAAAiAewPwQAAAAA6JJE/gJxwIABGzdu1B+HDx++b9++Zud89dVX2dnZEd8CAAAAAADEEdgfAgAAAAB0SSJ/gfiTn/xk1apVDz30UGNjIxHNmjXrL3/5y9q1a/UJb7zxxh//+MexY8dGoZoAAAAAAKDTg/0hAAAAAECXJPIXiHPmzJkzZ869996bk5Nz1VVXff755zk5OWPHjp00adKsWbNCiZNOOumxxx6LYnW/HbZu3XrZZZfl5uZmZGSMGzfuzTfflEeLi4tDR/v37z916tTi4uLjP0pEixcvHjp0aHJy8ogRI5555hl5qLa2dvbs2fn5+Tk5OZdffnlpaenxH+3OxG682i4Z4xUZbfd5e3o1dke7M7Ebr7Kysuuuu2748OEpKSmnnnrqU089FQwGo1JydyZ24yXZt28fni/QGtgfYn/YScD+ML7A/jC+wP4wvsD+EEQNu3289dZbl112WUJCQrNii4qKFi9eXFVV1c7yv322bt2anJzcu3fvW2+99e677y4oKCCil156KXT0gw8+SE5Ozs7Ovv3222+77bY+ffr07t178+bNx3PUtu1bbrmFiL7//e/Pmzfv7LPPJqLHH388dKixsXHEiBEej2fGjBlz5szp3bt3ZmZmSUnJ8RztzsRuvNouGeMVGW33eXt6NXZHuzOxG68vvviiX79+ycnJM2bMmDdv3siRI4nolltuaX/J3ZnYjZfk0KFDOTk5kyZN0jkYL9AS7A+xP+xYsD+ML7A/jC+wP4wvsD8EUaS9LxBD+P3+Xbt2bdmyZePGjdu2baupqYlKsR3CNddc43K5iouLQx9ramry8vIKCwtDH0eNGpWenr53797Qx927d/fq1evKK688nqP/+te/iOiBBx4IffT5fAUFBampqY2NjbZt/+lPfyKip556KnT0o48+8ng8c+bMCX1s+2h3Jnbj1XbJGK/IaLvP29OrsTvanYndeF1++eWWZa1evTr00efzTZw40TCML774op0ld2diN16SSy65hIjkBhHjBVoD+8PjOYr9YSzA/jC+wP4wvsD+ML7A/hBEkei8QOxKnHrqqUOGDJE5V111lWmaPp9v7969RHT77bfLo3fccYfH4zl06FDbR23bvvzyy3v16tXQ0KCPfvTRR0uWLAkdPfPMMzMzMwOBgD763e9+NzU19ejRo8c82p2J3Xi1UbKN8YqIY/Z5e3o1dke7LTEdr7S0tHHjxsmSX3/9dSJ65pln2llytyWm46V56qmnPB6Px+ORG0SMF+gOYH8YX2B/GEdgfxhfYH8YX2B/CKJL5A7ErsrIkSP37Nmj/2Kg1+vduHHjySef7HK5SkpKiOjEE0+U5w8bNszr9W7YsKHto4FA4NVXX504caIM5xk9evTs2bN79+7t9Xo/+uijcePGmSaPyPnnn19dXb1ly5a2j8agD+KJGI1X2yVjvCKj7T5vT6/G7mgs+iFeiN14NTY25uXlnXvuubJk27aJqLa2FuMVGbEbL52zffv222677eGHH05NTdWZGC/QTcD+ML7A/jCOwP4wvsD+ML7A/hBEF7xAbM6dd96ZlZV1zjnnLFiw4Le//e2555771VdfPfLII0TUt29fIgq9xdfs2bMn9M+2j+7du7exsbF///7PPvvsmDFjUlNTTzvttCeeeCJ02t69e/1+f25urry2X79+RPTll1+2fTTK7Y83YjRebZeM8YqMYz4jEfdq7I62s8lxTezGKyEhYcuWLfPnz5dHX3rpJSI644wzMF6REbvxCn30+XzTp08//fTTb7vtNnkaxgt0E7A/jC+wP4wjsD+ML7A/jC+wPwTRBS8Qm3PiiSded911X3755V133fXf//3f77///gUXXDB27NjQob59+y5fvryysjJ0ckVFxe9+9zsiOnr0aNtHa2pqiOgf//jH7Nmzhw8f/tOf/tQ0zdmzZ4eetNraWiJKT0+XNcnIyAgdavtoTHuj8xOj8Wq7ZIxXZLTd5+3p1dgdbXej45jYjVfLe82fP3/ZsmUXXnjhmDFjMF6REevxmj9/fklJyXPPPSf/WzFhPQTdBuwP4wvsD+MI7A/jC+wP4wvsD0F0wQvE5tx+++0PPfTQz3/+8z179nz99ddPP/30G2+88b3vfS8QCLhcrt/85jf79+8/9dRTf/7zn8+dO7eoqMjlchGRy+Vq+6jP5yOi3bt3/+tf/1q2bNmDDz74/vvvT5w4cdGiRcXFxR6Ph4gMw5A1Cf1g2zTNto9+S/3SWYnReLVdMsYrMtru8/b0auyORqXhcUrsxktm7ty584ILLrj//vvHjh37t7/9jYgwXpER0/F67733FixYsHTp0gEDBjS7L8YLdBOwP4wvsD+MI7A/jC+wP4wvsD8E0QXD04R9+/YtXrz48ssvf/jhh/v375+ZmXnjjTfed999//nPf1577TUiuvLKK1evXt2/f/8nnnhi1apVP/jBDxYsWEBEoYD/No4mJycT0cSJE88+++zQvSzL+ulPfxoIBNatW5ednU1E+j8LhAh97Nu3b9tHY94pnZjYjVfbJWO8IqaNPm9Pr8buaFRaHb/EaLx0zpNPPjlixIj169c/+uijb7/9dlpaGhFhvCImRuNVXV09Y8aMqVOnTp8+veVNMV6gO4D9YXyB/WHcgf1hfIH9YXyB/SGIIq6OrkDn4osvvggEAuedd57MPP/884no008/vfjii0MfQzkhFi1aRMJL2trRUIR/s3fzoY/79u1LT0/3eDz79++XR8vLy4mob9++bR9tb5vjmdiN1zFLxnhFTGt93p6nIHZHo9DgOCcW4xX6+MMf/nD58uVTpkxZunRpSHoSAuPVHmIxXr///e/LysquuuqqhQsXhg7V1dWVlpYuXLiwsLBwypQpGC/Q5cH+ML7A/jAewf4wvsD+ML7A/hBEjdj+ked447PPPiOiBx98UGauXr2aiJ599lnbtpcvX/5///d/8ujEiROzs7O9Xu8xjxYVFZ1zzjny6N///ncieuGFF2zbHjt2bE5OTjAY1EcnT56clpZWV1d3zKPdltiN1zFLxnhFRtsj0p5ejd3R7kzsxuuXv/wlEd13331h74vxiowYjddDDz3U2hbiiiuuaE/JseoIAKIN9ofxBfaHcQf2h/EF9ofxBfaHIIrgBWITfD5f37598/LyDh8+HMrx+/2TJk1yuVzFxcW2bY8fPz4hIaGsrCx09O233zZN85577gl9bPvo4sWLieiNN94IfWxoaBgzZkxKSkp5eblt28uWLSOiF198MXR027ZtSUlJP/7xj0Mf2z7abYndeB2zZIxXZLQ9Iu3p1dgd7c7EaLx8Pl+/fv0KCgrkpkGC8YqM2D1fzejdu/ekSZP0R4wX6PJgfxhfYH8Yd2B/GF9gfxhfYH8IogheIDZn1apVlmXl5ub+7Gc/u+eee0455RQimj9/fujov//9b8uy8vPz58+fP3PmzB49epx11llHjhw5nqNVVVUjR470eDw33njjvHnzRowYQURLly4NHT169OiZZ56Zmpp6zz33PPLII4MGDerfv39paenxHO3OxG682i4Z4xUZbfd5e3o1dke7MzEar02bNhFRUVHRj1rw7rvvtqfkbk7snq9mNNsgYrxAdwD7w/gC+8P4AvvD+AL7w/gC+0MQRfACMQwbNmy46KKL+vXrl56efs455/z973+XR996662zzjorJSVl5MiRc+fOPXr06PEfrays/H//7/8VFhb26tXr3HPPff311+XR6urqm266aciQITk5OVdeeeXOnTuP/2h3Jnbj1XbJGK/IaLvP29OrsTvanYnFeL388suthTz87ne/a0/JIHbPl6TZBjGKJQPQmcH+ML7A/jC+wP4wvsD+ML7A/hBEC8O27dYeVAAAAAAAAAAAAAAAQDfH7OgKAAAAAAAAAAAAAAAAOi94gQgAAAAAAAAAAAAAAGgVvEAEAAAAAAAAAAAAAAC0Cl4gAgAAAAAAAAAAAAAAWgUvEAEAAAAAAAAAAAAAAK2CF4gAAAAAAAAAAAAAAIBWwQtEAAAAAAAAAAAAAABAq+AFIgAAAAAAAAAAAAAAoFXwAhEAAAAAAAAAAAAAANAqeIEIAAAAAAAAAAAAAABoFbxABAAAAAAAAAAAAAAAtApeIAIAAAAAAAAAAAAAAFoFLxABAAAAAAAAAAAAAACt8v8By4Z3zePeHSEAAAAASUVORK5CYII=" width="864" style="display: block; margin: auto;" /></p>
<pre class="r"><code># percentage of 5 m cells with no ground points
p_no_ground <- round(sum(terra::values(metrics$nground)==0) / length(terra::values(metrics$nground)) * 100, 1)
# percentage of 5 m cells with less than 5 pulses / m2
p_pulse_5 <- round(sum(terra::values(metrics$npulses)<10) / length(terra::values(metrics$npulses)) * 100, 1)</code></pre>
<p>From those maps summary statistics can be derived, e.g. the
percentage of cells with no ground points (0.9). Checking that the
spatial distribution of pulses is homogeneous can be informative.</p>
<pre class="r"><code>par(mfrow = c(1,1))
layout(matrix(c(1,2,2), nrow = 1, ncol = 3, byrow = TRUE))
# par(fig=c(0,3,0,10)/10)
hist(terra::values(metrics$npulses), main = "Histogram of pulse density", xlab = "Pulse density /m2", ylab = "Number of 5m cells")
# par(fig=c(3,10,0,10)/10)
terra::plot(metrics$npulses < 5, main = "Areas with pulse density < 5 /m2")</code></pre>
<p><img 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width="864" style="display: block; margin: auto;" /></p>
</div>
</div>
</div>
<div id="data-pre-processing" class="section level1">
<h1>Data pre-processing</h1>
<div id="point-cloud-normalization" class="section level2">
<h2>Point cloud normalization</h2>
<p>Normalization of a point cloud refers to the operation that consists
in replacing the altitude coordinate by the height to the ground in the
<code>Z</code> attribute. This is an important pre-requisite for the
analysis of the vegetation 3D structure from the point cloud. A
pre-existing digital terrain model (DTM) can be used for normalizing, or
it can be computed on-the-fly for this purpose. Obtaining relevant
height values requires a DTM with sufficient resolution or the presence
of enough ground points inside the data. To make sure that correct
values are obtained at the border of the region of interest, it is
advisable to add a buffer area before normalization.</p>
<p>The next line normalizes the point cloud using a TIN constructed from
the points classified as ground (class 2). The height values are stored
in the <code>Z</code> attribute. The altitude value is copied into a new
attribute called <code>Zref</code>. When the LAS object is written to a
LAS file, this field is lost, unless the file version allows the writing
of additional fields.</p>
<pre class="r"><code># normalize with tin algorithm for computed of surface from ground points
selection_n <- lidR::normalize_height(selection, lidR::tin())
# lidR::plot(selection_n)
par(mfrow=c(1,2))
hist(selection$Z, main = "Histogram of altitude values", xlab = "Altitude (m)")
hist(selection_n$Z, main = "Histogram of height values", xlab = "Height (m)")</code></pre>
<p><img src="data:image/png;base64,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" width="768" style="display: block; margin: auto;" /></p>
</div>
<div id="computation-of-digital-elevation-models" class="section level2">
<h2>Computation of digital elevation models</h2>
<p>Digital elevation models (DEMs) are raster images where each cell
value corresponds to the height or altitude of the earth surface. They
are are easier to display and use than point clouds but the information
of the 3D structure of vegetation is mostly lost during computation.
Three main types of DEMs can be computed from ALS point clouds.</p>
<div id="digital-terrain-model-dtm" class="section level3">
<h3>Digital terrain model (DTM)</h3>
<p>It represents the altitude of the bare earth surface. It is computed
using points classified as ground. For better representation of certain
topographical features, some additional points or lines might be added.
The function <code>lidR::rasterize_terrain</code> proposes different
algorithms for computation, and works either with catalogs or LAS
objects.</p>
<pre class="r"><code># create dtm at 0.5 m resolution with TIN algorithm
dtm <- lidR::rasterize_terrain(cata, res = 0.5, lidR::tin())
dtm</code></pre>
<pre><code>## class : SpatRaster
## dimensions : 1000, 2000, 1 (nrow, ncol, nlyr)
## resolution : 0.5, 0.5 (x, y)
## extent : 899500, 900500, 6447500, 6448000 (xmin, xmax, ymin, ymax)
## coord. ref. : RGF93 / Lambert-93 (EPSG:2154)
## source : memory
## name : Z
## min value : 1081.98
## max value : 1297.58</code></pre>
<p>Functions from the <code>terra</code> package are available to derive
topographical rasters (slope, aspect, hillshade, contour lines) from the
DTM.</p>
<pre class="r"><code>dtm_slope <- terra::terrain(dtm, unit = "radians")
dtm_aspect <- terra::terrain(dtm, v = "aspect", unit = "radians")
dtm_hillshade <- terra::shade(dtm_slope, dtm_aspect)
terra::plot(dtm_hillshade, col = gray(seq(from = 0, to = 1, by = 0.01)), main = "Hillshade")</code></pre>
<p><img src="data:image/png;base64,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" width="604.8" style="display: block; margin: auto;" /></p>
</div>
<div id="digital-surface-model-dsm" class="section level3">
<h3>Digital surface model (DSM)</h3>
<p>It represents the altitude of the earth surface, including natural
and man-made objects. It is computed using all points. The function
<code>lidR::rasterize_canopy</code> proposes different algorithms for
that purpose, and works either with catalogs or LAS objects. A
straightforward way to compute the DSM is to retain the value of the
highest point present in each pixel. In this case, choosing an adequate
resolution with respect to the point density should limit the proportion
of empty cells.</p>
<pre class="r"><code># create dsm at 0.5 m resolution with highest point per pixel algorithm
dsm <- lidR::rasterize_canopy(cata, res = 0.5, lidR::p2r())
dsm</code></pre>
<pre><code>## class : SpatRaster
## dimensions : 1000, 2000, 1 (nrow, ncol, nlyr)
## resolution : 0.5, 0.5 (x, y)
## extent : 899500, 900500, 6447500, 6448000 (xmin, xmax, ymin, ymax)
## coord. ref. : RGF93 / Lambert-93 (EPSG:2154)
## source : memory
## name : Z
## min value : 1084.83
## max value : 1322.58</code></pre>
</div>
<div id="canopy-height-model-chm" class="section level3">
<h3>Canopy Height Model (CHM)</h3>
<p>It represents the height of objects of the earth surface. It can be
computed either by subtracting the DTM to the DSM, or by using the
normalized point cloud as input in the DSM computation workflow
(slightly more precise than previous option).</p>
<pre class="r"><code># create chm from dsm and dtm
chm <- dsm - dtm
chm</code></pre>
<pre><code>## class : SpatRaster
## dimensions : 1000, 2000, 1 (nrow, ncol, nlyr)
## resolution : 0.5, 0.5 (x, y)
## extent : 899500, 900500, 6447500, 6448000 (xmin, xmax, ymin, ymax)
## coord. ref. : RGF93 / Lambert-93 (EPSG:2154)
## source : memory
## name : Z
## min value : -0.82
## max value : 104.26</code></pre>
<pre class="r"><code># create chm from normalized point cloud
cata_norm <- lidR::catalog("../data/aba.model/ALS/tiles.norm.laz/")
# set projection
lidR::projection(cata_norm) <- 2154
chm_norm <- lidR::rasterize_canopy(cata_norm, res = 0.5, lidR::p2r())
chm_norm</code></pre>
<pre><code>## class : SpatRaster
## dimensions : 1000, 2000, 1 (nrow, ncol, nlyr)
## resolution : 0.5, 0.5 (x, y)
## extent : 899500, 900500, 6447500, 6448000 (xmin, xmax, ymin, ymax)
## coord. ref. : RGF93 / Lambert-93 (EPSG:2154)
## source : memory
## name : Z
## min value : -0.85
## max value : 104.22</code></pre>
<pre class="r"><code># boxplot(terra::values(chm - chm_norm))</code></pre>
<p>If high points are present in the point cloud, a threshold can be
applied to the CHM values to remove outliers.</p>
<pre class="r"><code>threshold <- 40
chm[chm > threshold] <- threshold
terra::plot(chm, main = "Canopy Height Model (m)")</code></pre>
<p><img 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width="604.8" style="display: block; margin: auto;" /></p>
</div>
</div>
<div id="batch-processing-of-files" class="section level2">
<h2>Batch processing of files</h2>
<p>To process multiple files and save outputs, specify the output
options of the catalog engine.</p>
<pre class="r"><code># use parallelization for faster processing
# create parallel frontend, specify to use two parallel sessions
future::plan("multisession", workers = 2L)
#
# output resolution
res <- 0.5
# process by file
lidR::opt_chunk_size(cata) <- 0
#
# buffer size for DTM computation and normalization
lidR::opt_chunk_buffer(cata) <- 10
# DTM output file template
lidR::opt_output_files(cata) <- "dtm_{ORIGINALFILENAME}"
# create DTM
dtm <- lidR::rasterize_terrain(cata, 0.5, lidR::tin())
#
# laz compression
lidR::opt_laz_compression(cata) <- TRUE
# LAZ output file template
lidR::opt_output_files(cata) <- "norm_{ORIGINALFILENAME}"
# create normalized files
cata.norm <- lidR::normalize_height(cata, lidR::tin())
#
# buffer size for dsm
lidR::opt_chunk_buffer(cata) <- 0
# DSM output file template
lidR::opt_output_files(cata) <- "dsm_{ORIGINALFILENAME}"
# create DSM
dsm <- lidR::rasterize_canopy(cata, 0.5, lidR::p2r())
#
# create CHM from normalized files
# process by file
lidR::opt_chunk_size(cata_norm) <- 0
# buffer size
lidR::opt_chunk_buffer(cata_norm) <- 0
# CHM output file template
lidR::opt_output_files(cata_norm) <- "chm_{ORIGINALFILENAME}"
# create CHM
chm <- lidR::rasterize_canopy(cata_norm, 0.5, lidR::p2r())</code></pre>
</div>
<div id="references" class="section level2 unnumbered">
<h2 class="unnumbered">References</h2>
<div id="refs" class="references csl-bib-body hanging-indent">
<div id="ref-Axelsson00" class="csl-entry">
Axelsson, P. 2000. <span>“<span>DEM</span> Generation from Laser Scanner
Data Using Adaptive <span>TIN</span> Models.”</span> In <em>XIXth ISPRS
Congress, IAPRS</em>, XXXIII:110–17.
</div>
<div id="ref-BALTSAVIAS1999199" class="csl-entry">
Baltsavias, E. P. 1999. <span>“Airborne Laser Scanning: Basic Relations
and Formulas.”</span> <em>ISPRS Journal of Photogrammetry and Remote
Sensing</em> 54 (2): 199–214. <a href="https://doi.org/10.1016/S0924-2716(99)00015-5">https://doi.org/10.1016/S0924-2716(99)00015-5</a>.
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