From d81219f7f1405422ab950592c448cd87e324c68a Mon Sep 17 00:00:00 2001
From: Nicolas COSME <nicolas.cosme@wishic.com>
Date: Tue, 2 Apr 2013 14:48:48 +0200
Subject: [PATCH] Add the Crop filter

---
 Thorfile                           |   2 +-
 src/filters/Crop.js                | 200 +++++++++++++++++++++++++++++
 tests/assets/bamoon.jpg            | Bin 0 -> 27342 bytes
 tests/assets/unitDataUrls.js       |   3 +-
 tests/js/unit/shapes/imageTests.js |  39 ++++++
 5 files changed, 242 insertions(+), 2 deletions(-)
 create mode 100644 src/filters/Crop.js
 create mode 100644 tests/assets/bamoon.jpg

diff --git a/Thorfile b/Thorfile
index ca40b830..b2f96a9b 100644
--- a/Thorfile
+++ b/Thorfile
@@ -5,7 +5,7 @@ class Build < Thor
   # This is the list of files to concatenate. The first file will appear at the top of the final file. All files are relative to the lib directory.
   FILES = [
     "src/Global.js", "src/util/Type.js", "src/Canvas.js", "src/util/Tween.js", "src/util/Transform.js", "src/util/Collection.js",
-    "src/filters/Grayscale.js", "src/filters/Brighten.js", "src/filters/Invert.js", "src/filters/Blur.js", 
+    "src/filters/Grayscale.js", "src/filters/Brighten.js", "src/filters/Invert.js", "src/filters/Blur.js", "src/filters/Crop.js",
     "src/Node.js", "src/Animation.js", "src/DragAndDrop.js", "src/Transition.js", "src/Container.js", "src/Shape.js", "src/Stage.js", "src/Layer.js", "src/Group.js",
     "src/shapes/Rect.js", "src/shapes/Circle.js", "src/shapes/Wedge.js", "src/shapes/Ellipse.js", "src/shapes/Image.js", "src/shapes/Polygon.js", "src/shapes/Text.js", "src/shapes/Line.js", "src/shapes/Spline.js", "src/shapes/Blob.js", "src/shapes/Sprite.js",
     "src/plugins/Path.js", "src/plugins/TextPath.js", "src/plugins/RegularPolygon.js", "src/plugins/Star.js", "src/plugins/Label.js"       
diff --git a/src/filters/Crop.js b/src/filters/Crop.js
new file mode 100644
index 00000000..6a84bd7f
--- /dev/null
+++ b/src/filters/Crop.js
@@ -0,0 +1,200 @@
+(function(Kinetic) {
+
+	function pixelAt(idata, x, y) {
+		var idx = (y * idata.width + x) * 4;
+		var d = [];
+		d.push(idata.data[idx++], idata.data[idx++], idata.data[idx++], idata.data[idx++]);
+		return d;
+	};
+
+	function rgbDistance(p1, p2) {
+		return Math.sqrt(Math.pow(p1[0] - p2[0], 2) + Math.pow(p1[1] - p2[1], 2) + Math.pow(p1[2] - p2[2], 2));
+	};
+
+	function rgbMean(pTab) {
+		var m = [0, 0, 0];
+
+		for (var i = 0; i < pTab.length; i++) {
+			m[0] += pTab[i][0];
+			m[1] += pTab[i][1];
+			m[2] += pTab[i][2];
+		}
+
+		m[0] /= pTab.length;
+		m[1] /= pTab.length;
+		m[2] /= pTab.length;
+
+		return m;
+	};
+
+	function backgroundMask(idata, config) {
+		var rgbv_no = pixelAt(idata, 0, 0);
+		var rgbv_ne = pixelAt(idata, idata.width - 1, 0);
+		var rgbv_so = pixelAt(idata, 0, idata.height - 1);
+		var rgbv_se = pixelAt(idata, idata.width - 1, idata.height - 1);
+
+
+		var thres = (config && config.threshold) ? config.threshold : 10;
+		if (rgbDistance(rgbv_no, rgbv_ne) < thres && rgbDistance(rgbv_ne, rgbv_se) < thres && rgbDistance(rgbv_se, rgbv_so) < thres && rgbDistance(rgbv_so, rgbv_no) < thres) {
+
+			// Mean color
+			var mean = rgbMean([rgbv_ne, rgbv_no, rgbv_se, rgbv_so]);
+
+			// Mask based on color distance
+			var mask = [];
+			for (var i = 0; i < idata.width * idata.height; i++) {
+				var d = rgbDistance(mean, [idata.data[i * 4], idata.data[i * 4 + 1], idata.data[i * 4 + 2]]);
+				mask[i] = (d < thres) ? 0 : 255;
+			}
+
+			return mask;
+		}
+	};
+
+	function applyMask(idata, mask) {
+		for (var i = 0; i < idata.width * idata.height; i++) {
+			idata.data[4 * i + 3] = mask[i];
+		}
+	};
+
+	function erodeMask(mask, sw, sh) {
+
+		var weights = [1, 1, 1, 1, 0, 1, 1, 1, 1];
+		var side = Math.round(Math.sqrt(weights.length));
+		var halfSide = Math.floor(side / 2);
+
+		var maskResult = [];
+		for (var y = 0; y < sh; y++) {
+			for (var x = 0; x < sw; x++) {
+
+				var so = y * sw + x;
+				var a = 0;
+				for (var cy = 0; cy < side; cy++) {
+					for (var cx = 0; cx < side; cx++) {
+						var scy = y + cy - halfSide;
+						var scx = x + cx - halfSide;
+
+						if (scy >= 0 && scy < sh && scx >= 0 && scx < sw) {
+
+							var srcOff = scy * sw + scx;
+							var wt = weights[cy * side + cx];
+
+							a += mask[srcOff] * wt;
+						}
+					}
+				}
+
+				maskResult[so] = (a === 255 * 8) ? 255 : 0;
+			}
+		}
+
+		return maskResult;
+	};
+
+	function dilateMask(mask, sw, sh) {
+
+		var weights = [1, 1, 1, 1, 1, 1, 1, 1, 1];
+		var side = Math.round(Math.sqrt(weights.length));
+		var halfSide = Math.floor(side / 2);
+
+		var maskResult = [];
+		for (var y = 0; y < sh; y++) {
+			for (var x = 0; x < sw; x++) {
+
+				var so = y * sw + x;
+				var a = 0;
+				for (var cy = 0; cy < side; cy++) {
+					for (var cx = 0; cx < side; cx++) {
+						var scy = y + cy - halfSide;
+						var scx = x + cx - halfSide;
+
+						if (scy >= 0 && scy < sh && scx >= 0 && scx < sw) {
+
+							var srcOff = scy * sw + scx;
+							var wt = weights[cy * side + cx];
+
+							a += mask[srcOff] * wt;
+						}
+					}
+				}
+
+				maskResult[so] = (a >= 255 * 4) ? 255 : 0;
+			}
+		}
+
+		return maskResult;
+	};
+
+	function smoothEdgeMask(mask, sw, sh) {
+
+		var weights = [1 / 9, 1 / 9, 1 / 9, 1 / 9, 1 / 9, 1 / 9, 1 / 9, 1 / 9, 1 / 9];
+		var side = Math.round(Math.sqrt(weights.length));
+		var halfSide = Math.floor(side / 2);
+
+		var maskResult = [];
+		for (var y = 0; y < sh; y++) {
+			for (var x = 0; x < sw; x++) {
+
+				var so = y * sw + x;
+				var a = 0;
+				for (var cy = 0; cy < side; cy++) {
+					for (var cx = 0; cx < side; cx++) {
+						var scy = y + cy - halfSide;
+						var scx = x + cx - halfSide;
+
+						if (scy >= 0 && scy < sh && scx >= 0 && scx < sw) {
+
+							var srcOff = scy * sw + scx;
+							var wt = weights[cy * side + cx];
+
+							a += mask[srcOff] * wt;
+						}
+					}
+				}
+
+				maskResult[so] = a;
+			}
+		}
+
+		return maskResult;
+	}
+	
+	Kinetic = Kinetic || {};
+	Kinetic.Filters = Kinetic.Filters || {};
+
+	/**
+	 * Crop Filter
+	 *
+	 * Only crop unicolor background images for instance
+	 *
+	 * @function
+	 * @memberOf Kinetic.Filters
+	 * @param {Object} imageData
+	 * @param {Object} config
+	 * @param {Integer} config.threshold The RGB euclidian distance threshold (default : 10) 
+	 */
+	Kinetic.Filters.Crop = function(idata, config) {
+		// Detect pixels close to the background color
+		var mask = backgroundMask(idata, config);
+		if (mask) {
+			// Erode
+			mask = erodeMask(mask, idata.width, idata.height);
+
+			// Dilate
+			mask = dilateMask(mask, idata.width, idata.height);
+
+			// Gradient
+			mask = smoothEdgeMask(mask, idata.width, idata.height);
+
+			// Apply mask
+			applyMask(idata, mask);
+			
+			// todo : Update hit region function according to mask
+		}
+
+		return idata;
+	};
+
+	window['Kinetic'] = Kinetic;
+
+})(Kinetic);
diff --git a/tests/assets/bamoon.jpg b/tests/assets/bamoon.jpg
new file mode 100644
index 0000000000000000000000000000000000000000..210a19c07911405d377ddf8d869609f05241851f
GIT binary patch
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diff --git a/tests/assets/unitDataUrls.js b/tests/assets/unitDataUrls.js
index 031e0cbe..b8ff69a1 100644
--- a/tests/assets/unitDataUrls.js
+++ b/tests/assets/unitDataUrls.js
@@ -41,5 +41,6 @@ var dataUrls = {
     'custom shape with two fills and strokes': 'data:image/png;base64,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',
     'wrapping to words': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkIAAADICAYAAAAEE46XAAAgAElEQVR4Xu19zet+13GfUrrzJhgXBP0DvGilRRfxzvbCwYhIizpYGEzxpsaRhIxQBbLxKngTKQKDICCQjLHAi4jil5VXTRB4FSKCdgrG2N12oy5USkopPWM/k4w/mtdzz32ee5/vfOHw+z3Pc+85cz7zcubOOXfmDx7pv0agEWgEGoFGoBFoBB4oAn/wQOfd024EGoFGoBFoBBqBRuCRdoRaCBqBRqARaAQagUbgwSLQjtD+rP8PY4iXR/tPo/2fxHD/ZVzzqdG+nbi2L2kE9kagKr9703Or/o+qlxX+VK69Fc57j9sYrEG4imP1+jVUJnshR+hfjfZXo/3X0f5b8r5bXUbG6I8KTsWt6JTjVgXgWgYXsfyPF2yP4IAdiZaVMjQzr5l7VtKM8lvVwez1q69biQH1hXp5FP2p2JfKtVX8svyr9rv6eg+DW+vairmu4kPUT9UurJa9pbw6myO0QlCu3UdVAK7lCCEOSwVrI8hHomXjVH7v9pl5zdyzkuaq/K4c+0h9RXp5Kz5V+FO59kjYr6Tl3h2hlVh5fVVlqXp9NI+l+hY5Qhwt+rMLVf99/PvvRvtfo/3r0f5mtDdHe3s0/u1/j/9ThEm7h/p7fbQ3RntrtM9c7nt8/PvK5Z7/Mf797Gj/qCAhjZHWF95LYP340g//9ssLfTICJpn0fzfS+G/H/RRZ+/RoNOZLoz05Gm+NeZgSqWhwZ3hA/OE/DQPClsf5DvCL7vvPo30f8Jfzop++cJnnDE+tOaHsWLSgaHi0ebJIv/10tD8fjWQxIz+EXcRDpOePxz1/OhrrhJxXFYsfXPhlye//G79reillwsKL6Irkt6qDKM+RPHJE0qIRx494SLr9HgjMX4zPGPmMeKpFhGgLO6s/KLMWDhEdEX/kONG10Viyr+hajS+WjNIRAcs2V9eHiK4IA5oj9pHRT9Knqu3LrFlb7X1VPzJ6VrUL0fW0xuIuFK7Bll7z+q3ZUtSx9GfPEWKG/E9hNEh4vzcaOUP/NNovRnv08pkNrWb4vjKuIUeAAXjico9c+HhhpTH4ejxTozH5S+N6dpwkfX84vv/ZaJ8bTS4C2lagxoQZGrnvvx9jkiNBziJhRE6inL+FKdGpzbHKAxYAEnINA/pd4xNtO2pbYzQPMlAvjMZGbAtPPRnh/i1aULgZY3LIGXOi9cWLrFrYsexJ+ZF0VbFjPMgRIZ4jPYTdn4yG86piEckvj496ybhleGnJL/GmooMoz1lMLZ4Shs+PxmfoGAuLh/yw9vVxDzmw3lNkxAfLEWJ9qTyhZnEgnkl7yPbT4w/zeYUtkrpWwSeS0X9j2CW+L2t7GY9IxzN4MdYV/ayuZ3y9tWaxTZq192jXM/ph2SpNz6p2IVoHvWAEOUKWXlu8wrUh/dlzhDRllYblVxeDT09EfLaI7vn5aF++GB4iRN6jRWPQgJBTQlEcjjxZyqgpmxzrowtdzwn6qK9ISTVvNUujhpl0sjQDgMY6WowjHki82NtHDFBhqoIl58nKK4Xaw4scVE9GogULhduSl0h+o8gg8YrkGrGLZPwTjvwiLlFfGhaR/LIjJPXSMwgSJ+3hQTsLgI6I5H0kzxqmKI9bbICnb1Z4PsOH1Y7QjGyRTcMHG29O3rUZW8RyU8UnklFLt7T7IluCc8Q1IIuXZgOjeVfXM81WRvRW7L3lCFkOx79PrrXRuoYPSNH12YhQFFHMPiyHDpHnCGnGSArqu4YjxNtCcnBvWyrrZGSYzE+SvAjIsB9v90RKusUR0jCThkoTPKRHGtwZHiDTNQxmHCEZyqb7cSu04gh5MjLjCGlv5UXY/e2YgxeeJeXWsMNQMuPNMk6OkPWWoOYIVbGI5DfjCFm8pO1cfAiZcYToKZN1EB2IjDx65wkqWzC8TcgRIeucT8RTuZXMEaBKRFUzxLOyFfGHx1phi6QjFMlphS+WblUdIU1eZR8fJuRZ8qaqn6scIdYXjd5ozUXZqvCB1iPLVkXrkGcXItk7lSMUPVFbESFrK4YYVhV0uaWVdYTofAQbPhYS6SBFC+AWRyjyhDNPYSsjQlJJ0EmsGHIU7K0RIU9GtCczz6PfKyIkt2Uldh8MYjz6vWiGZmirWGx1hDxe7h0RysrjyoiQXMDlGUdJi6a33gIz8yBhyXBFtiL7ImU2ujZji6QjFMlpZQG2dEuzzbeOCK1czzoi9PtHRKKtsUNEhKwzQngWQobgcV8alX8PRwj3W7XzRV7UhZ/M3h/EynM82QiHdNbwbIPVN+4BS5ozZ4Q8HlgG18OAnQ/rbBYuTEQj7SHT9mV1a4yv5/1jjV7tnJj1NF89I4RnmzxlY9okdmysLfq98y10RkhiHOmLxRd0lmmxZ/mNIkIeL/nc35ujPzpvhfKbPSNkybPktSeP1TNCXuiftumjlBAZPmS2xlB/LJm1cKjKlsYffPizeGmdr/Hsp6ezHj4enZpuZW2vdabGOq/n0aHpWiQX1fVMO5eonQGz1odItzPBAhnJ8c4zyjNC0bqGdqF6fWYNxgiUtkZ4D8zub3JrTJ7C5jA/R33ojRr6e+fiLNDEMcKAi4bsj+/bEm2xmCzf+pFPfAScfFtEvinCtPNba18b1z67wBEiGmXIm+j54mjfGu0bo0ncNExxjvRZ0prlAfPCwyC7ZcF90fWvXT48M/59erSnRqs6Qvy2hXybC+elbRt4i4q8Xr755WEXRVYobGzJD9+ryTiG/SU93lZtpi/e3vXkN2ssNV4SbyL51Rx1SwdRnmflUWJYjTxIuUU5Y9mmfyOeRo5QRWY9HCI6Iv7IOUXXevoh+5nBx5NRS7eqjgW/vUxbS5Y9jTCw8MKjFCvWM7aVnr5ssfeob5GN82yVtz5o61r1+uoajI6QtcWOcpv6fObM0hqTU5Pui06HQGbr4nSTugOCj66DVmSRnrgxPcRqdrTMrkb0/P0dXV/Oj/DkDNoRmgSub7sqArSgffIKi9dVJ3UHgx3dsONTarTVsZIlLbMr0byPvo6uL/eB8sQs2hGaAK1vaQQagd8icHTDrm0z8ZZHs7ARuDYCR9eXa+NxmPHO7AgdBsQmpBFoBBqBRqARaATOiUA7QufkW1PdCDQCjUAj0Ag0AgsQWOUIZV4TPUMofQZSL/mb1l8Wqxla7v2exu54HK7K//Fm0BQ9ZARafh8y9y9zzzpCUR2d7AJ1hj3SaK4oNlVFymLV4vlxBLRXmCnNOhe0vQVmlkxreS+WpYRXJkrY3AKLqvx7PKrOoXr9LeSDxjwLnYjPkeiu2uUsr1fKb3bM6nXIhyoW2vVH4m0Vj+XXtyP0cUirQlZVpHaE5sX4iNgdxRGaR3XbnVX53zZa3/1QEaja5SxOZ5TfKhbV67PY3c11Vq0xFg5KNEjV5qOS914yJQLrC6NR9lteNGRCKZksja7FNz1kkkQuQEfZUt8eDetdMZ1WKn2vf052Fc0Vk/e9NDp9cjSOSnj089MhF63ce75Ey+ujvTHaW6NxAsnHx/9fufAV8Zfzk7yj/2MiOPqOElVSdnFKkOjx1etXKpR3XZTUDpN0yWSWUX0bTC6Gc7eUPnKEsjrkyU1GbzDRYJXvWR5E8s/9zMhelKwRZXXVnKPX7FfyhvCxZHwGM0su6fut+oC4yBp1yAtpy2btO/WBY3x+fPfNi63iudKbfz8cjcopybXgsfH51dG8bPFZ+ZXz0dYV6kcWj8bPM+sYlbiRJWF43WQ+sJ3V1ihNpjhTuXa9JfPaXDP2x5PDw/8WOUK8uEcepQSVlI+M8Auj0eKipRDHshjkbMlyDZhinH/nEgCPXq7n8haawlrlIqJrvbliHhI2NOR4yfIcFv1Er2bs95ov0/sE4EvCzkom+UNZiS3eYQFLiROPI/malQmsO2SNj2ncSbk0LLkMgMUby0h6c5c0olJHjtCMDvGCgOVALHwtLLJ8z/KAnUkLY9lPVfYy5Ts8R3hmPOYllh3BRc2zGYxJljcZ+zjDN0suZ/UhU1HcGtPCgnlk2Tut1h2PgXaZ9VuuBZouyohPRX5Rp1An5drGDzuyBIknM5z9XdKeLSvDdMhtdk+mmE7clq+sQ1ppkCNG56cdrj0cISRGZljdo+gcGi0anyNHWHw1c63nCGnZYqWiZQoZSgHS+pO0W4Vt5ZOIN1/NMHhFDLHIraQPjZRmYDJ1u4jebNZdvM5bCCPeZCJCUnazNK5whCK5/OUgjCJuHr6aYcvWbEK+WzhkirLyvTOyF80BtzGi67OyjuWC5MMB6bSnb1XeVO1jdg5ev8zfqs6iraJoxXOj0b/aX+SIRPbxo0vf2hiWI0RREqZnZnxrayzSyX+8rDNU3uPXo9HY/NAT3avZdXTGJb6aU+WdN0TbZZ0R4p2JaB3KyPi0E3KEG/dyhGR4k+aJW1jSQEsj9OG49sejUXSIlVcK97vjexI8KfwYEmRctdBt5lrPEdKEVSoS1dDx6CeFlUKt9bdyvjOLkcU7isZRKJqdy2gR0g4LEzb8Z21fWuNjNI36ibCsGn5vbEtfVzlCMiSOMpwxRBE/KguqhcOnFfm2FpIZ2YvmsJcjJGWJtx/YRkU2o8obGqtiHyt8kzIa2arMg4F35EFLTBk5Ihn7KPGWY6xwhLTxPUfI00lyhOiPjwtwhJ2+i2TGcoReHvdqL35kHCHPdkWOULQO8RZb9kHXspWH/X4PR0gLM/9sIPC50faKCHH/3pMtC2h07RkiQtEcWOCqixEudBgRkoZBOjJVA2hFWzzZiRyhrREhNJLViBBW5pZRBSs8zXyKxorwtbaVZiJCHg/uNSIkbcNXx4cfXewVF6H19K3Km6p9nHWEtuqDthXN8ooRNM/eVCPm1hgrHCEtIuU5QpGdlWdWvzsI5wf4SJ81/LZEhCK7GTlCHRG6SJ0WAn1feKdo1NGz857M6bfnL0Ki7TXKvvkpBfeQ+ayEVlkbz+14XmfmWm+uuI/Lnj9jFdFvLVh7zze7IKIjJHlHv315tG8rAEeLAToZsl/pvKJC43Xe1ljEG+3MAzl2zDuPRpZbyScJA8kMn2OTFbFl5NKTq0guI3z3dIQkD/iM3ptjvlS0FOVfOyOUlT3r/Ny1tgMZY3L2fiPkfDVvPBnXHhQjR8g6q7FVHzxHyIqCRnKasY+WU4X6Yzlj3lrG60dFfvEBR+o9j8VRRLYPkcxotFfPCMkzsJHd1GxP5owQnlG864gQMRbfLqDDX88KR8gKV7JQaAvUa5cfnxn/Pj3aU6ORor8+2k9GozMPtLjiFomkhbp4R9ARPYnI0/HyPim8LKTWtdFc5e9Eu3wziYyHRz/RgVjtOd9qRIgXI413+JvkTTbMbvWLxsUbX75x54XuiTcox5GcU3+W3JK8Wo4Q0Y+hadw6iOTKk8ssvozNDN+zPIjk31rIGCN5tkEz4N4c9twakzyU2xz0/UresA3w5GzWeZQ8pP8jr2b0gfnBW0A8Br0tig9FkSMU2UdvDNQfemsMj0kQbZGOZ+U34rsWQZZnyTyZ0R7okV/yaEdmi9KyXRzV5Gg+26XKOpThK8reqT5n8widalJN7C4IWE8V5BxQdOCIf1bY+4i0Nk2NQBWBaAsG+2t9qCLc1z8IBNoRehBsXjJJfIKIwr9LBt3YSRv+jQD27YdGgB5OPll4EGl9ODQ7m7hbIdCO0K2QP9+4WqhXe3PkSDNrw38kbjQtt0ag9eHWHOjxD4lAO0KHZEsT1Qg0Ao1AI9AINALXQKAdoWug3GM0Ao1AI9AINAKNwCERyDpC3mvLR5yY9Uop0mq9BnrEOR2dpizmR59H05dHoLda8lj1ledDoCrfbQPPx+PfUtyO0MdLF6xgJSkEvSasZQmd7T/bZ/Y6jQ4vmWREt+Ysr8Rgy7wi2vv3OQSqC8XcKOe/q6JX2lk8QgBf6Y9Quba+VOao0X5teiP86PeqfK92hI6ISQa3013TjtA+jtDpBOFC8BZjttoInBXDh0R3daF4SNjIuVb0Snsbk/PrHPnlhMoczyIHVfluG3gWzgKd2RIb0dYY1lbhpxdSakqg+MZob432mdEo0d3jo70yGiU1xJpgXl+U1I4TIVq1qmiKXgIq+XTFRuen48s/v9CH9OATmhxXplh/+zI3SrNONMrEfzLZnlYDLUMHzsnq01JGLykWV0+WSSY1o2vxRsPcS9iFiShnEgaiXGm4srh7PKQ5yURo+FmqjNcPXefhI/uZkfGqLlWvJ/oq8yO8XxrtydE48hndvwIDsgGevlp6EdGGifhkotSMfGo85RpNkV5pMoYZjWXySS0DtZdskvqPbJAnv7O2I8JczlvaC82uPjYufnU0K7sxJSmkWoiUNVraYsYqs25IHs7It5ViRBvbWjtkpn0t+7Mn+xLP/n8BgRWOEDGUFqUXRuOaSpia+4nxGzkIUijZWZKJ+jAFOvf94riXShhgKQpZ1sBTqoi+L42bPzsaFdKT5RK00grydy458OhlfizEUoAzSc/YYEg6POfT63PGEeKFzHuq8/ispePXlJiNOy865BDR2JmFRuvP4hvWnNOcSJminmWQHUIrrb7XD8muJWey9ISVSj+ScZbFrC4xptXrLR3j8SMeZnR0KwaWnlT0QivtE83NW4Q93leiJVZ+LplVP1MEs2qDMnbcK7EQ1bNiZ0zqnWezKWu0tKtRdmNeOzxb7NGAuFs2ypNvzUZZ11trh4VJZo0oLP19qURghSOEiEpjVK2do1W3pv6jonBcCZhp8UKUEX3sqVOV9Y9G+9loVDCWF1f5u1ZFmGhAI0TpzZ8bjf7V/iIlt+pkaX3u5Qh5fN67IGqmlpbki5QHLcKD17LR+/WYJPFCO9uV6UdiZC3KWFaC74lk/JfjQoqGZMsvVHVPK6ga6YKMQmgFLS2erMQAadB0LeKdpuey34yj7vH+CI5QZIOqdhwjUDjHCHPPZkunj21mZCO1shUVGjT9q8p35Hxm1o7IEbrbel+3dM1WOUJYZ4m3j6rGmByhl5WFSDOc3htf3jYS4e3RJ5Xww3Htj0fjqsJ0rxz33fGZnly+A06OtzWnbTlFSq5FXKzaVXs6QhafI0dI4191odGetqRR0Iwn8Qu3LFjfcCuNz2FYh1Iz/Xj48LjWuYNIxrUogFeQc0b3PFnXdEHOBWsvoa7Ih4CVGGBfml5EvPuEoudV+fR4f2tHCPXAOmtUseMZR4jrW8k1ztrCxq0xtKuRjbQcoSwNkY3KyLecQ6TP1trRjtANPKIVjhAyPIq4eMZ7j4hQlb7oKTjj1VvOiLVYR0ruVYLGPvdyhDwcI0coetrKPHFnHCE6I0CRPIwIYVQPVU3u138XHF8vYiP7ifCRjhA6HLxQedHHjgg98oiGgeVUSb34YADsycBW+dQKcMrxVjhCUr5mzgix/Fk2qGonM45QpHfWor8yIpSlIZKBTMSzI0I3cGJWDMlvjWlbOe+PAXiLwDuvggpE1z5/WUyqT6W8b0oH3qiQJ+9bW+cnMvvNGfq+NMaSZ4TwjBPu8/LvVhXhijNiPTmjocn26W0LRnyW5ybkuRai0cMxcoTwTAg/oVsyFv2u7ZdbtFtnLjQjTJE9q8p81E+EDy5EVRnXnMWVESHrPBzKOtONPGL6LF3Zck4K9TGzPSAfLjiaZp392iqf6AhJG0i6gbLJtEmsWD40OWOs//JiF+naSJez9sJy0HEO0XjWHC3Mcf2KIkLRnDVbHOmspCGSgYx8Z84IRWuH5RxmHpZX+AQPsg92hFgI+K0uOjT6bNIRYgF97YLgM+Pfp0d7arSqI0RGQ4axZRhV0khDvSPo85Qqou/1ccFPLgsgRaTwbTRvXOvpCkOk7wkC/2L8/9tAcEbIs316jlDEZ2u7jcmlvjU+R44Q3S/7JoxRxiLaNCMj36Dw3iLEt1ek/GhP8/ItMskqrx+O2ln4yH5mZFyTkZWOEPEw0jHkoXyziuYf3b8HBrg9Z+laxLsV8mnxHvXqBxd74zlC8k0zbTupoi+87cv4azbIs5MoG5r+arYjwlzKQ8YR8uZsPZRWaNgq32h7Z9YOC5PMGoHrYH9OIpDNI5Tsri9rBNIIWFsamQ6882GZ+/uaRiBCYIt8Rn33741AI3AgBNoROhAzHhgpWxaadoQemLDcYLpb5PMG5PaQjUAjMItAO0KzyPV9WxHYstC0I7QV/b4/QmCLfEZ99++NQCNwIATaEToQM5qURqARaAQagUagEbguAu0IXRfvHq0RaAQagUagEWgEDoTAkRyhW2x3PKTwt/c22YFEchdSHsLcvRQXu4DqdFrVqzPzR76V5L3Jem0erBjvSDK1Yj7dRyOgItCOkJ7JuiIuZCz+aLRMvS7qF6+vjLXl2tWLTSVJHNFdvX7LXPFezaBXeLaSllV9oRwdadF6SI6QlkF4C48r9mFvnTqSTElMj4SR9no+0Wpl794iG9l795aLLB0z691NaG9HaLsjhEJxE0YmJLMdoY/nb2LYjsqzBFv/+ZIjLVoPzRHSygJVeDd77d5yeySZOipGt9jJiLDYWy6i8bf8fhPayRGS5QXeHp+xDhcn9pIJ64j5lIjwjdHeGo0SMWLyQyp3QFloK31SVl+ZJA8TiaH3jTRF92Miu5fGeE+OxtEcr38LJ8LnU6NxVmKZCE17KogSA2Zq8ZCgYdZUj3b2zIlOSuYYJeeiLKoWf7nMgTZPrOlEdbs4q692fUQzKxQa5C1zl1hkeRbRKWs0Sf5Z30f9SUOiYUr1k6JFSpMzKyOzxm/SrcdHe2U04p0ll0TrFr1C2ZSyrdmeGXsl8Yz6j3RDZsjG2lyUqJBlyst+jQkOiSZOcoh8reoUz5XnYdnTzDwjGbNkU+IdrRUoP/SZ6/1FNpcT01Yw4mSWFn8oMaO2dnHRbUuWZH98DdElk7Nqn2UtNJ53tM7N2OaoTyzoLB9mMphYti673nnrCmK+/DM7Qr8YPT86miwuikogU6hzunEsTfG9Sx9cKmNrn5EiRjRpTOCU75z1kwy+VUpE9s+ZSzNzom0XzB7NzNNokjhakRutFhArGQsRljdgfmDm58gIRvzlsgFynlwO5YUxUVosMOW+5ul7MiYXHG/uVFcs6icjR1meER/l3LQaRGzcrTpHEb0sK5j2X2JMZWzYsdWciaojRIbwiYv+ckZ4ckTYOGdLmKBeWaUJItm0ZHnGtmC5mIxty5TxINwx+hXpFi8qXBMP9ULSNqNT6AhZtiWiU6tvWKHNo4PmLNcKWtg1u5GxuVWMonlbY1qLbxQRYr2hTPo0Z1x/sNQO4YC6Ha1zEk/NNmv2QevTcw41H4ExIQcvY+sYK2+9u2lEiCZJTzJcIRo9V5owe+ekwLzwYvVvLnr5q3HNij6lkaEFB0sfRDTh/cisSv/anCwByy6qkVJq9ZmYT9FiLLFBZyEaV6trhf1FAovKgddHMiYLp/Lias3dkwvNUdIWQotnEZ0fXfTmOaE/7AiRPmnfR/SygfHOn0TO3YwjJPUZ+WXRohnBSO882dT6k9fP2BYswrvFjmg1+OTWWKRb6DijI+VtYUc6JRfriI5qoWPN1snxrMVQowP5b/XDTq9cm6p0oBxHuFilOiJHSEa85U4F265fjw5obH7o9vSpKp+RbY5smLaeY0QI13PkmWbrkFcR9vwA7a2fFh82fS8jQugIyZAdD8LhccsRYrDeNRyhap9oULfcjzWlaE6V/m/tCEmhwvC7plQodFsXRs0ZQYHFrQJpEDRHyOOnXLy8uWNYHGV1hSMU0SlpkNuh2vcZeqUjZJ0/OYojpMme1CtN7zzZjGR5xragI7TFjmx1hDAiFPGxolPXdoQ82pgWyxGSC6vVT9YRqmAULcazjpC2NSb1mGrgcXQV1x4pU5F9iNZeku2qrd3qCMkHP6rXKW1gZd05pCNkhbpo0pGXbz21VfuMniwriq9tYVT6R0eAx65EF2Y8ZO1p6avjyx+N9rnRuFAtYnvtiJC2fSVp0pTTkwf08PmJMzN3vDez2HgRoSydlozI7z8YxGX764jQ7ziZiQhlMfXC+JZtw6iNlK/q1hjZIemIYbFgKatVnarYw60RoYi2yBHi3YNPjAt/PBofy5D8yThCER3XighZjhDLLm2BfVfMsxJhjfiaiQhtWXsrziHawFM7QngYFRcWba9PbtVowGX79A500jkG3mO1aIr2OUkgvz8ae97vj/9TuJINg9V/xRH6yqVPfHrc6ggxhn84OvrNaHwOib/HcxWSDs8ZsLCQe7mSv9oZIFRsGo/2utnA4f2RPFj8teZu8Q0x1z4jbZrh8fr3jD4urnx4PNMfyxzLrDwPUTkjhHO2+D2zNYY0Wn1nZTOS5RnbUuWn1BWcTxQRirCmCNmXhe6inHuOUKRT0YLpbcNp8/RsRqTvqBOWLcGIoZzjjCOUwcjjrydfUoYjneffeSyO4nMflm6/OG6UZ4mqa69mmzO2tooJ0mXhMeMIeeunNe6m762tMWm85d4nJwxjp0G+kaDti+LeLp5cp3GwT++Q4tb7ZdiR6P3iaN8a7RujkQB5/VteMRoLa5sEFSPz9pbmSHEYWIZZqW9WLHqDT+LKfSCd8nrCgg7zPTuadAot/lL/2jxpjNcu4z8z/n16tKdG46gVPwlz6NTDuzL3qJ8oIhTxzOufDDmFvfmP3/6hhUL7PtItnLekTb65Fc1pht8zjhDKgqZXW2QTZdl6IIlkQLDI1XPC39ONjCMU3S/1BOen8bWiUzzPaAsoM8+MjFm0IR2eLbHsRsYRonGqdsfjz6wjJNdJools3D+MhtEufIuMbaLU7cw6V7XNkX5UMZH65Nm6qiMU2WI57rL/z+YR0pRsGVHd0c0RaP7enAVNwJ0ioEUfabGgSAFFqu/tr23JWo42nmvx/G1v7QjtAOoddNnKdgdM7CkcEgGMsmS2LQ45kSRRbUuSQCUvazyTQFUua0eogtbDubaV7eHwumd6XQS0LQr5ls11qYVuMhsAACAASURBVNl/tLYlazFuPNfiuSkitAMp3WUj0Ag0Ao1AI9AINALXRWA2InRdKnu0RqARaAQagUagEWgEdkCgHaEdQBVdevlH9h35/ntvbK/HYzzXcr2R9xtJblHhm6v0BhB/p729uB9VHy/ZsedYZ+87eqvt7POz6G/bt5iz9+IIReUeFsP2z92RIlIiPk6bjuNUBLY6h+r1e2GwV78rsc3QeBQ8IzoiXDJzrV5zVEdoCxZWRmz5ujPhlB0je12EfcVmRH1d+/dIdlfTEzlCyJM96VvF/4zM7SEje2Kzmu/L+2tHaDmkv9dhRWCrgli9ft+ZXr/3CrYZ6o6C51HokJgd1RHK8LXyVL1apmboOwINM3TTPdeW3cgRwnlcm75ZHKP79pCRe8Emwk79nR0hfJMB075j/RNO5lf9nohYORZn6ZXJrLQ3MDQ6+V4vk/Xrg943RntrNEpUKJNesecuK4Bj8ruXxkVPjsYRI48ObQ7V65nJjLFMuoW0e3zI3C/H8nCSKebfHjexbMkK59SXV2qAfo+wnZ0P19mJZEgzqhQ9oD+vBp80WloiUrw3okNLUObxWdI9owdYhZxwjvTCsguIISZxkwlOZ0pAyP49eeCkpHw9JcH8u9GYn/Q9J8b0EqbSdWwLs9chBlvkmvqSc/GS8mHCWypxQRnLWScfG/9/dbQos78maxkd0uSGaHp8tFdGI7mv2Ciae+QI8e+c1TnSLUtuM/YQ9RJ1JJqrlAtPlggjXFeycq/Jy+fHl9+84M/93PNbjKh/v/1MjhAzGVPgU5pvKo/A2T0xzT8xg5WJEoFx+n/6nrKNvjCalu4bmayV5tDG8vr0vNkolXmk+JgannGhbMnaosSlE3hcUgByhChjKSmHhQvOQZZT0HD05sw8lbRrtFo8ZyfFul9TPAsnlp9HL/JEuEUyV8UWF2tWeE7VzouqN5/KExEZTK12T5TNdwUdGh8zfJrVA80RolI3Hr89OWfZwfw5qC9bHKGMfGlP1dp3Eu9syZNId7MYRHKt1U/kvjN2VtPJij3UxrBq9jFPnrjYAfkgxM6kXAuY/5aNQhtB844co2idsOQ2o7eaXmbniufQKuuKdy/aQU9eKvZPdSbO/CU5QppR56f4r4/fsSgez1fbY9ewkP1TnSiZYpyuz4yF/SLNHhMtOrOLljQMklasaq7h6IUwK3Og+Veuj+amKYScGz/heeVO0JhbOGUL8G7BlubjyVVmPhVDwE+Oz41xKUW+h4UWEfJwjejQjGSGT7N6YDlCnl5IfbWcxkhftjhCkU0j3Z1xhDyb520fzmIQyfVHF/lDOaTxPH3QdDKyGRl+ZB7OsmVcaK3Ahw3PRmx1hLw1hp02T88ivURssrIU6QlWrvf4bskLO0yWE3tmHydFOzlCGkOkUnw4rnl5NDwQ7C3yGHrmsCwJt6y8zERySJScLm0sZpQMXctQb+QIaX3OKD7WOZLCr+GIGFm40NONNofq9dkFGQsd0n0Sj2jbUCqfhqPE6d3R9y9Go/A0Ow2RzNF1FWyxojfK1WpHiPqXYXQOJc/IlCYjnkGKDK6ll9b3Ec1ZR0jy2JNb5k2kL5mF13I+MvI16whZ9kmLjlj2KotBJNfk0GlyiFs8qA9ncIQ+PYjGg+soq1EEqBKx8taYWzpCkZ6gI+Str5a8tCN0USTP865GhJBxGBHSthQ8w0C/eX1aTkTUZ7QAaIZ4S9QCnY8owrNlztHc7jEi5MlVhAdvPc48EUmnL3IgM4v72SNCaC9moyEZrCxH6NYRoUh32TZFT/veVgY+6Uo5/GD86OkDPtDhg5B8YGHHL8OPM0eEPJ7d0hGKZAQdIY/vUmZQBiK7g/J2V5+9M0J8voKr8WbPCP1wIPTXo9H5It7Hff7ymQWKz9FYyoxjeX2yI8T04p5pdl+fn6LeH0TJCux4FkKO450fwP7QEaJ7GRdtDqiY0fUSy2jht/bf8UxNZstFO4+knfuSESHrDMcstjwfS64iPLQzWISnt93BeHtPqZZMRVtjliwjTZl5MZ2zepA9I8Q0R3Ju0YNY4bjR75r84/kSietMRCiLYaS7WQwiubZ0nh3yyM5KnUTZWi27mqx620W8Vng8nIkIWbrl8eyWjhDKnKYHaIssvntrhLTZ186ddXOnit8ak29vEFGYTEyGWuXJfut7ElA63Ex/z4z29GhPXRwjfJsDx5vpUwsPS3CtPuW8aavta6M9C46QfEui8mYTXSvfgmHDbuGizcHD0ZtzZoH0eJ65H5XPwkl7+qR7I5nz3pzQsPXkKvM0a+Ev3wrkOZPRfE8IGL9hhPOyZMpzhCJZnt0aI9pm9MByhCK9sOTc0kvEisb19FM7SCz7juRrxhHyMNQW5RkM0GZ4ck1OpyWH3n38cIuOUMYezspu1RGih8OIh1VHKKNbGs9u6QihzGm2T8r9rLxE2Mgx7u7/95JHaA/GaIq7xzhn7/NecbK2dM7Or63078lv79zhVrr7/kagEWgEVATaEbIFY0+Df0/ieK84Uaj4k6NRaoj++xcE9uR3O0ItaY1AI3B1BNoRakdoq9DtuTBupa3vX4/AnvxuR2g9v7rHRqARCBBoR6hFpBFoBBqBRqARaAQeLALtCD1Y1vfEG4FGoBFoBBqBRoAdocxrwoTWnmHx5sY5EahuZ2Rl7ZxoNNVnQ6Aqv2ebX5beo+plhT+Va7O4nO26xmCCYw/BETqT80bGiJL6YRbvCdZe7Zaq4l3L4CKWR0oYdiRaVgrKzLxm7llJM8pvVQez16++biUG1Jf2Krq0RbfiU8W+VK6t4pflX7Xf1dd7GNyKh6vnuLy/doSWQ/rgOqwan2s5QsiIIxmBI9GyUmBn5jVzz0qaq/K7cuwj9RXp5a34VOFP5dojYb+SlnaEJtC0HCGsVcPVgTm6IpOpyQSLRAImdJJJCLlEBWWOfns0+u2x0V4dzat6/Pr4/Y3R3hrtM5f7Hh//vjLan42GNEgovIhQlVbKli2rJtM4cn7U3xZaMVke9oXzlDWd+LdfDhqoOvheeGJSvpfGWE+OxlEsD1PCCw3uDA8o2Rr/aRjIgriUNI7wIDnhP64NJuXEk/kqT605oezQ+Botki76f6SPPDeURZq3p6sWdhEPkZ4/HuP8qYFxFYsfBPJLyQD/ZjRpQziLPeNm4YVYks6g/FZ10KsxJvXVSxBKdLGN1RJmejzE5J7Ul0zwyZhEPLWSE2b1B2V2hWxp/LF0Vrs2mrPsK7q2msjUss2rbAnbwMge0xy1JItYH9GyIRV6tfVvq3+Auo1ytuSz5giRs0KTf2E0LD3AGXq/NH777Gi04BDDvzeadBIwLTr//k/jOirO+OjlemJmlMWYx3wCxiDGsfHw0oNbjhB/X6GVQNcMH5ammKVVUzYLa606sxR6zxGiBXKGRsaMU7hz5ldagGVZEgtTLrnC2ZpnecDC7yU91Phk1RLLyHwFL09GqnXNrLIOL170zsKanS4pP5KuKnZRyR2yF38yGmJcxSKyB5wVWdoQaQwzvLTkN1tOhO0ZynMW02ypDsbC4iHWPvSiNhEfoizNlYhQFgfim7TdWFIE7YtW7HmLLZJyU8EnklGrRhzfl7UlVikkXG89eZZz1Hi4cj3bwz9Y4uhEnWS2xqRQa6nGpTJ+NAbEom/y91VVj70aNTJaYDkG9L2mrBGtdM/PR/vyxQmkfuQ9WjSmQmv01IFYU3HE50bjIokVR0g6SlkaNcxkKDYq5iojNd+e5IGUaX4aQgwshzVbVDWSeQ8vclA9GeGHhywthC9W4c7IbxQZ5MrmiF0k41YRZl7U5LyivjQsokXGKg9h2TrJS+3hQTsjhI661BV0PtC51HQS5dHiKV4XYYH6Zm2LZPiw2hHScIjo0NYPb0641lRtEctMRBfarQxfsrY5siXeelrBa0Y/q+vZHv5B5MMs+d1yhGRYjwbikLs1UYryUAj1Q8VoS6F5d/zO1/LiHQmVVicqu3B7jpBmjCJaMeTOTPC2pSq0ZhwhiZ+kB0OdUURoxhHSMJPGBwtuavjLOc7wAAVfw2DGEarIfGS8SLY/DYTKEHHl6dpaCCLsuPBmtTZUJOPkCHFFcizOiPOK+trLEbJ4STxBp3LGEZI66G15yW1PlHsLw8gGSHp5m/DrY164WGsPDJ5MrnSE2FFnPWAcInnQnOyK/FdtkXSEIp2t8IX0ImubPVuiyatco7T1tnJGKOLHKkdoi3+wxNGJOtEcITSw0dPxQ4sIoYcuMdacutWOEJ2PYMPHY3MImZzRaAHc4lgeLSIksZcYkFGrbI1VZT5yhDwZ0Z7MPD3dKyIknRiJ3QeDGI9+L5qhOUJVLKIHoygi5PFy74hQVh5XRoTkAo5FoeVCH/FhtSOk2aZItiL7ImU2ujYTnZ7FJ5JRS7c021y1JdF6W3WEVq5ndxURQiUlBXl+NHkGCM+t4BkZPLeA5wtowZbbOVp4+f1xjTx3ko1gMDOYhuoZIY9WPCODC9gejpCFtbZfzhitxFNuNeLZBn6iQF5Z/LfOYFTlRXMcEPtoz1/2kZH5qvzxvr1GqzwXwXxEenEheXN8QXXP+AyMdUYIddGLCPEYEjs21hb93vkWOiPE49O8In1hp1DeQ9958lt1hKT94jOKjCXKb/aMkKTX4psnj9UzQhYPKQJL2/S0zez9ZfiQcYQ8Plnjb5EtjT+WXszYIpR/T2c9fDw6tflXbUlkHz15lnxBuxPJRXU9084lyjGtM0+RfxCI9/afra0xYvprl+6fGf8+PdpTo9FEXx/tJ6PRgVsK3eFTCCs5vd1Ff++Mxm8U4VM7CjW/Efa18cOzl/uqEQzLEZJvDfE2BZ9ZqtDKwiH74zlWacXzTFr4Vb4xIrGmxfs9IQLyTRHJA7pnC55IowynUt9fHO1bo31jNFpIPP4TuWhQZuSFp+1hkN2y4L48mce38KIonycjVtjcWlCJPom53GLzsIueWmkRteSnQr+kx9sO0PTFwsKT38gRYhnT7BfJciS/FR1EeZ6VR+vtsoiH7LjxXNHeCvOgvjkkbXPkCGm8tWTWw6EiW5p9kXOKeBnZoi34eDJq6VbVsSB5jeYQYWDhhUcpVqxnvPZaaxbRssXey7ks/X+X2FgK59LOrEjW0kG6s0MgoIX5D0HYAyfi6DpoRRYpgkDRwz3/Wmb3RPecfR9dX0xU2xE6rsCdVqiOC+lhKaMF7ZNXWLwOC8BBCTu6DmJEJtrqWAlzy+xKNO+jr6PrSztCJ5Sz0wrVCbFukhsBDYGj66C2zSTfVGuuNgLXRODo+tKO0DWlocdqBBqBRqARaAQagXMg0Ftj5+BTU9kINAKNQCPQCDQCOyBwbUfIy3GgTa96/Q4Qlbr03vyRHZ02hOigUeVVFqsSAx7IxY3d8Rhdlf/jzaApesgIPGj5la/PU2p8fs19ViDIQHv9aFlcK9fP0sX3VTL6amNF92cXqDM4QtFcEZ+qImWx2srze7xfe9V5hf5uwcqSaZSLqlxVaYpsULW/7PVV+ff6rc6hen12TquvOwudOO8j0b2X/qyU39Vys3t/Dy0itFWIovuzi3s7Qh/PJ7S7sN/RAFk5u+aUj+IIXXPOcqwHvZDcCvQHOG60Bs1C8qDlV0uoyAZNJkWSCb8IaKxR8oXxnVbWABPBvTSue1JEnrykdzSmvF5LViiZx79rdHPNFJk0Ct+u8JKXUUJCqvjr3U+4ePOh3xmnDMb4RohMpshp1imj6NujYS04ptNKuU+0WP1zUqxorhFvPfo1rPacL/VNiUDfGO2t0Thx5+Pj/69c+JqVcaIdE8bRd5TQkjKmU/LFGd1BA2bpmIadl6QSk9JFeoRJDqXcIo3yc+QIZXXIk4OM3mBCxCrf5Zw8HkTyz/3MyF6U1BFlddWco9fxV/KG8LHwncHMk01MfiiTwGb0AXGRteyQF9K2enYgso84xudHx9+82CqeK61hPxyNyi7JteCx8fnV0bJ1BnGtxRqCHrZ38ZvnCMnSDlIQqunhOW0530eGmbfgNIW3ro8Eln+36CaGed605wgxvZE3jjiREX5hNBIsLdU4ls8gZ0uWMsHU6vw7lwp49HI9Z3/WFBbT4rPgRtdmsIp4ZdFP9Gq832u+zNsnAF9y9tg5lfyh7MUW77DQpcSJx/F0x+oX6xN513lZgDGXDOpdpEfe3D0DGTlCMzrEOotlQzwd1+Qqy/csDxhDz7ZJR4ic4woN2hyuMWdy8GVRWnJUfj4alfHQirpGNs2TUy4V49nHCmbWgrxVH7DsSiaRZGQH+HfL3mk18Xh+aJdZv+VaEK1lFfm9C0cnmoTnCHn1bbCCs7a4RkXxMgKmRXwqVdUr5xMi4WFnhs5iWLV9vC0LiccexenQaBFPZIE+MmT8l7nWc4Qi3mYKHkqstP4k7VwKhSIuXKMuMwdcjLI1frSyIlycEI1URUbRkcgYVZoDXuctMBFvIkdolsYVjlDEU47sek+6mhMxy3dpPyWumeKtW2QvmoN21vJTF7uk8SEqCcO0Ygkk6eiQTkunCO1LlTe4NkX2MTsHr1/W66rOoq0iG/ScsEU4ZrSWRPbxo0vf2hiWIyRt48z4vTU2QK8oHtVReXk07WC17AefLkhYPAWOro8MePR75MhEwhPdT/PzQqj0O25hSQMtjdCH41p0NiV9747ffzEaOgayEjUrpxa6xZC0dq3nCEW8Ihnx6MdtVK2/lfOdWRxkaFryjqJxFIr++mj4lJyVIcKG/6ztS2t8jKah3EW8yepJhka5AKxyhDwZri62M3yXc7J4QDUWUb6thWSGhoo9tgrFzjp/PDZv83I/kc2o8oZwtvDVHhRnHaEV+uAdedASWEZ2IGMfJd5yjBWOkDZ+O0ITjlBHhPAZ4HefPUcweuKRERB6IuAIBD/FZCIkeI9O5ccjDNp1Z4gIZedbXYxwocNogFyspSNTNYBWREjbopBz3TMihEYyG7XCLQiWKRlViB4morEifFc6BR4P7jUiRDxjHnx1/P9Ho31uNC5W6+lblTcevisdoRURUivSjxE0lvkIiygiJKP3WpRO7kpoNMyM345Q0RHi6s9vjvuosJ/c631+fOYQLZ4lYg/3/XGNdkaoej32l33Stc7MoCOj0YtGHR0IzxGi3wgfeQYIzwjhWQjcQ+bftQrc1kKkOTmZa725RrxiXlj0WwvW3vPNPiWjIyR5R7/RmQltezQyQOhkyH7ldhwuEnhddPaCooWsn5He4e8ejbxAST5J+SKZ4XNssnK2jFx6chXJZYTvno6Q5AGf0fMw9hbFKLpxy4gQY0zO3m+EnK/mjSfjM45Q5KzM6gPKlJR3KwoayWnGPlryg/pjOWPadh6vvbiGazbCeoi+y+9nzgjhWyVy68ULIeLbK5qAyXCgdj2e/qc3UZ69OFYZR8gKNzJzvf5x3lpIVFugXrt0/sz49+nRnhqNFJ0Ow/5kNDpISYsrbpFIWqiLdy7zJDqiJxH5xpe8T1Ni69oIqwqvkH76jFjtOd9qRIi3nzTe4W9ybhkZpHlb/Ur+eNd5jhD1gbyReiLlh9+ew9+tsSNHiMbG7Q7Uk0iumFeaXGbxXXFehmXU4lUk/9ZCxhjJp3rNKfDmsNcZIaaZecgvEuBcVvDGw3elI7RKH5gfhP17QlHpbVF8KIocIdRBtI/eGKg/9NYYHpOg/iprmbbWSlt09/+/dh6huwe0J3j3CGgRDXIcKEpCEdIj/j3osPcRGdI0LUUg2lLFwVoflsJ//s7aETo/D3sG10UAozHRlsF1qdNHa8N/BC40DXshQA8nnyw8iLQ+7MWJk/bbjtBJGddk3wwBbetG2ya9GYHKwG34j8SNpuXWCLQ+3JoDBxu/HaGDMaTJaQQagUagEWgEGoHrIdCO0PWw7pEagUagEWgEGoFG4GAItCO0L0Oit3v2Hb3eu/UKKvZkvTZaH7HvyGLeSN0PAr01cz+87Jl8HIGqfN/cBh7NESJA6LXSbF0iZIGWBBD7vKbgtiNUQ3sPXmX7zF6nzchLPhkhoMmI1IHo/uj3LfOK+u7f5xCoLhRzo5z/ropeaWf3CAFMARChcm19qcxRo/3a9Eb40e9V+W5HKEC1KiTV6zNM3XJNO0Jb0DvPvVvk7uZG4Dww3w2l1YXibiZenEhFr7S3Nzkfz5FfZqjMsQjfzS6vyvfNbSBHhNCblsn9KEeDLLaHn717uSwEZfV8ezTul7KWyjIF7LUzIJSJlhINysRdLMwyoRR7/H/rXG+97sx9ayUSfjr6+/PRKOGcVquLxs0kzYocIW0uhAv1TQkX3xjtrQsdROfjo71ywQXp8vqSWFq1rWhOXkJMxprpoz49nGbkgnjCictoPJmcT+MDj+HRgXOy+rSU0eMzJSKkTMqanEorZPFGw9xLNImJz2YSDKJcWfItZVzTlcguyPl7skDXefhkcPT6r+pS9foIJ5wf4f3SaE+OxpHvCJ8VGET6aulFRBsm7vviIPZbo31jtIx8Vu25xEKTsb8fX8p8XjJZpZao0UtOmbFBnvzO2o4IczlvaS+09faxcfGro1mFiinLNNVOxDWasdJ0H3kgeTgj35U12vIpsFC2JSfq91pmaWa+LEXBSeTY8Eth0xYaLAXx6OiUSkvItPuc8twq0cF0YF0VMuQvjMZ1i5BOrA4v6WMBw1IOXBaAmS9LX8wskFoJEZoPCq01FzYgT1xwk0LJTqNM7GeVPXlx3E9zs+aLwlOlD0uEII7WuFyiQMoF4pNJksb89Pgl5+T1uYXP3lOdlG9NZj1nGZ9yedEhh4hkLLPQaPJv8c2Th6pdsIw19kOy6+k094NlXRjXSMZZd7K6VNU9q1wC6gLbTIuHGR3dioGlJxW9kHaH5x7NzVuEq/a86gjJLPz8wGzRg9UOMjbI0++MflrHOfCB0CoNhTabskxLuxo9sPPa4dliTfeZD1kb5cl3ZY221o6S44MXkyOET3Z0DXtdXGGbhenX4zeaOC/00b2/Gtdi+m/poWcMLzo2cg4oqJFQaYIt5/rL0Tk9OXmKggKQVSpc6JEXkrZqinmtGjb1H81XFvfbSp/EcaZorOYIUfTpudHoX+0vUnLNsFl97uUIeXyOKslr/JNPsBlDqxkZKbOo60xvpNskO5ZdQB2VEWXNvng6zb9ZdiOScU2nvVpfVd3TCrBGuiB5WCnAuRIDpEHTi0gGND2vymfVnlsLnpXYdKsjFNmgqh3HCBTKYoS5Z7PlXNlmRjZSq1tZoSGyURn5jh5WpT5pPoUlE+nv2RGS21R8M4bMeb9VHj7DsCbeazlCLwtnShKrRZfQEcJaRnKrJ3KENEMiBSXzxLDSEbLmUjXG5AhpmEbzRQfD20aieTPWGn1SCT8c1/54NI4C0r0S53fHZ3SQ0RGiz1K+tH3+SMmjenayzz0dIU9mvYiQxr/qQpNxhDReRLrNBlmzC7i4RfbFw0c6QjMyrun0SkdIewiRcqnpguQhFrlFXZE6ap29iPQ8Y9c0XYtk4BOKnlfls2rPr+kIZWwQXVOx4xlHKNIXa81c6QhlaYhsVEa+pY2KZNlaO9JOj3YhO0I/Gz9+bjRrn03uy31XLHBR6FBjzJaIEN575oiQN5cZRwgdD1Zi5K0VAUBHpEpf9BSc8eotZ0STI2vBQEOT7XMvRyiSWc8Rip629o4IzdoFdIS8fiJ8pCM0I+MdEXrkkUqkW+raBwN8j3db5RMXyYw9rzpCUr5mzgjxeJYNqtrJjCMU6d01HKEsDZEMnCYiZIUUNbC/M76krSPe74vu1YTH2uemcz/Pj+btjaLQ0SJC93DkQe5fUzQAF3frjBDvv2YWFksI+enp/XFB5oyQN5eqI8T7pm+OsemgIO9bvzj+r50Ryuw3Z+j70uj/s6NRdEA7O4D7wnh2jORJPvFWnJGtjhBGk6yxUYY0PmtyZy3gKLOeI4S6EslY9Lt2psqiPdJtiQvaBakjUT+RTuNCVJVxTadXRoRYVyNZZ7qRR9YZI01HLdsZ6XnFrmkRcjyAbPEkkj/8HR2hyJ5r9ptp0eSMx/vLi13M6HLVBkXyi9s+ZO/kGoH6F+mL1C2cj+WseTRoW2MVGiIblZHvzBmhaO1AXEqfrbfGqJN3Lgu65rXLPX884S7v1UCm32XIVW7BoRBq4Vq65rXLLJ8Z/z492lOjUTTLul46V8w4eiNM0kqOU2arRQIs+6JtIzpM/uwFN21bRlv0tLlUHSGcu8TUm6+nVKxkFn2vjwt+Mho5xrQ9gG+jeeNmFJa3XJjGvxj/+TYQnOEXhl3fE33IPj1HKOJztIXnyaznCKGuaDIW0aYZGfmWnfcWoafbkV2QrPL6YT2xdFr2Y9mNqk6vdITkCyCaTdF4KN+sovlXdHQVBrg9Z+lFxDtJz6x8Zu35Dy72RjqdLB8andobkRV9ydggz06ibGj4aLYjwlzqhNRvy656c7bW6AoNKANV+UYbOLN24FpW+ny0hIol4vviRuABImCdE8lAoTmOmfv6mkYgi8AW+cyO0dc1AksRaEdoKZzdWSOwOwJbFpp2hHZnz4MfYIt8PnjwGoDbINCO0G1w71EbgVkEtiw07QjNot73ZRHYIp/ZMfq6RmApAu0ILYWzO2sEGoFGoBFoBBqBMyHQjtCZuNW0NgKNQCPQCDQCjcBSBO7FEbpFyP8hhYC9N6qWCuQBO3sIc4/eXLsmW6p6dWb+yDdz+C1dTvtxTcz3GOtIMrXH/LrPO0JA1hqjDM6c/+ZsUzyrI0TGQuLu1awinuD11+LT6sUmmifOq3r9Slw0g17h2UpaVvWFcnSkReshOUJectkZXlfsw946dSSZklgeCSPtFXWiVcuiPyMPM/fsLRcVmiq8on6nae+IUIUtv39t1WBnRppmZKbzDde0I/TxHEYM51F5VmH3kRatql6tls0Kbluvrc5163jy/r3l9kgyNYvb3hjd4gE+wmLvOUfjfDl6swAAE7JJREFUb/l9mnat+jwzRyZd0xJTEcGy9Mbb4zPWovqzy6xk0jbqn5LxvTHaW6NREjJMAPg34zvKxFrpkxL7eTSj9400RfdjIrOXxnhPjsZRNK9/CyfCh5I9cmZexotg054KouR4Fp/QKGHmUI92okUb1yo2S5lELf5yqn9tnhJfGvMLo3GNJO36iGZWqJVzl1hkeRbRKesUSf5Z30f9SUOiYUqZbaNFaiu/SbceH+2V0Yh3llwSrVv0CmWTPs/oIScw1eyVxDPqP5Pgk/vD+lSU3JNlyivkjEn+qD9ODIp8reoU0xatAZl5RjJmyabEO1orUH7YbpCMRzaXk7NWMOKEjhZ/KDmhtnZZpas8R4jokomLtc+yHhjZS/ocrXMztjnq0ytUnsHEsnXZ9c5bV1B/1c+eIyTLJ1hPXZwB8tHRuyywiddr5RewPAOVgqA+uFzE1j4jRYxo0pjAqeZ53mTwrXIasn/O3pmZExaZlYzTaMrwCUPwUqlYiLBEAPMDK6RHRpBTqlv8pf7Qc+eSIFRmhc5IYNp5zdP3ZEyes/DmTqVBon4ycpTlGfFSzk2rw8PG/WfjP1r9v4helpdKKRtvjll+P3HRX+lUsHHOlvFAvbLS80eyacnyjG3BMzsZ2+Y5MlKfMSIUYc2LytdHJ1zWRsqepG1Gp9ARsmxLRGeUVT+izaODZEmuFbSwa3YjY3MjOtDuRPO2xrQW4ygixHpDFQtozrj+YLmZqEzVjG0m2rfIfIQJrUUZW8dYeevdLhGhjDJrKb3RcyUg2TsnBeaFV/Yvf9cq1s/0KY0MLTjSu87QhPcjsyr9a3OyBCy7qEZKKQ048ilajCU/0FmIxtXqGmF/kcCicuD1kTxwZXTm8y/Gf+hpm56YcO6eXGiOkmYULJ5FdH50oem5y79sMPkpVfs+opf78M6fRM5dNSKET4TIL4sWzQhGeufJptbfVtsiZSnip2bbvO2vqiOEjjPe720TRjolF+sZHY9oqdCGjpC1Vkje4AMEO72s99xnhY5ZRwjHjBwhGfGWOxVst389OiCe8EO3p0/VdS6yzVtl3irhEdk6XB8jmeQHaG/9tPjwiBcR2uIIyZAdD87hccsR4sXq3XGDXLhYwKt9okHdcj/WVSKaKv3f2hGSQoXhd02pUOi2LoyaI4YCi1sF0iBojpDHTzSQTD/OHcPiKKsrHKGITkmD3A7Vvs/QKx2hl4XxlEbgKI6QJntSrzS982QzkuUZ24KO0BY7gtGlqiOEEaGIjxWdurYj5NEWOUL4YPNjQTzbjawjVMEoWoyjRR8X4igixOsM1YHj6CquPVKmIvsQrb38oCht80yfUq4zmFg2sLLuHNIRskJdxESN+Zmntmqf0ZNlRfG1LYxK/1rkDD1e+hxFSqqCIefIT4RfHV/+aDTedomeoq8REdK2ryS/NUfIkwc0OJW5472ZxcaLCGXptGREfv/BIC7bX0eEfsfJrbZF0yFty9KybasjQtIRw4K5UlarOlWxh5lq9p7eRLRFjhCdw6HdhU+MRk4QH8uQtizjCEV0XCsiJIMOkg8su2+OL78r5lmJsEZ8zUSEtqy9GUeIaUQbWF3vovUTbfs/f94jIoQHcXFwba9PbldowGX79A7wUvie91gtmrxDcPQUQgL5/dHYg31//J/ClWwYrP4rjtBXLn1q+USqgqEpwR+OL38zGh8WZGzxXIWkwzNqFhZyLxfPiOBnVGwa73mh+Hh9JA8Wf625W3yjfjKOkMWzCp3W06H8ng+Pe/SiUWGZlechCFs6pM8yEM1R/m7xW+pOdmuM9SLSq6xsRrI8Y1s0HcrKC2IVRYRQ3vB+ipB9WfAN5dxzhCKdihZMb+tLm2fFEULamJZorcCIoexnxhHKYOTpgidfUoZxfpYjhJFs7gP1hnX7xdGxPEtUXXu185kZG1bFBOmy8Kiud7hOWON87Ps9HCEaBE+Z03ecMIydBvmGl7YvivusmT697byt98vwHdH7xdG+Ndo3RiMB8vq3vGI0FlaIkBlXFQxkOIeBZZiVrmHFojf4JK/YcCOd8nrCgg7zPTuadAot/lL/2jxpjNcu4z8z/n16tKdGo8PV2vUe3poTac096idyEiKeef2TIaewN//x2z+06Gjf03URvZLnkjb55lY0pxl+zzhCKAuaXm2RTZRl64Gkgml0racbGUcoul/qCc5P42tFp1h2oi0gmkeGzsjZtmhDOjxbYtmNjCNE41TtjjfvWUdInhEimmiL/B9Gw2gXvkXG0UGp25l1rmqbt8h8FBHybF11vYtssbSNv/f/W+QRyuyLmgT3D4dHoPl7eBY1gSdFQHvipcWCIgUUqb63v7YlaznaeBp4tiO0VtC6N/0MWOPSCDQC2xHAiE9m22L7qLfroRfutdg3nu0IrZWo7s1EoJWthaMR2AcBbYtCvmm4z6i367VtyVrsG88DOUJrWdu9NQKNQCPQCDQCjUAjMInALbbGJknt2xqBRqARaAQagUagEViLQDtCa/HE3rwcIvuOfP+9N7bX4zGeTbneyPuNJLeZ8I1WeouHv9PeQNyPqt9P1Hrtsfec1x59R28/7jHmEfps27eYC/fiCE0nUtqIJykiJdPj1OdbHKHqHKrXb5zq1W9fiW2G+KPgGdER4ZKZa/WaozpCW7CwslrLV5YJp+wY2esi7M+8yEWyG829+nvkCCFP9qRvFf8zMreHjOyJTZWvV7++HaF9Ia8IbFUQq9fvO9Pr917BNkPdUfA8Ch0Ss6M6Qhm+Wtdo8rNapmboOwINM3TTPdeW3cgRwnlcm75ZHKP79pCRe8Emwk79nR0hfBsBU7djvRFOyFf9nohYORZn2pUJqbS3KDQ6+V4vG/Xrg943RntrNEo2KBNXsecuk4ZhAruXxkVPjsYRI48ObQ7V65nJjLFMnIW0e3zI3C/H8nCSaeLfHjexbMkq5dSXVy6Afo+wnZ3PL0fflHU8kiHNqHKNI6+OnjRaWjJRvDeiQ0sy5vFZ0j2jB1hJnHCO9MKyC4ghJqeTSUpnyjjI/j154OSafD0lsvy70WTNKk5u6SU9pfvZFmavQwy2yDX1JefiJdbDpLVUpoIyerNOPjb+/+poUXZ+TdYyOqTJDdH0+GivXPSvYqM0+2s5RpScN6Pjltxm7CHqJepINFcpF54sEUa4rmTlXpOXz48vvzlh/1COT/2ZHCFmMqaxp1TdVMOFM3Riqn5iBisTJfPiNN/0PWUMfWE0LWU3Mlkrr6GN5fXpebNROvJI8bFUBONCGY+1RYnT7/O4pADkCFGGTVIOCxecgyyJoOHozZl5KmnXaLV4zk6Kdb+meBZOLD+PXuSJcItkrootLtas8Fz6ghdVbz6VJyIymD8bDWtORRl5V9Ch8THDp1k90BwhWlQ8fntyzrKDOXBQX7Y4Qhn5ykaEJN4WhqTTsmxJpLtZDCK51mogct8ZO6vpZMUeamNYdfeYJ09c7IB8EGJnUq4FzH/LRqGNoHlHEaJonbDkNqO3ml5m54pnwSrrincv2kFPXir279ROj0Y8OUKaUeeneK2wHfej7bFrY8j+qdaTTBNO12fGwn6RZo+JFp3ZRUsaBkkrFiPVcPRCmJU50Pwr10dz0xRCzo2f8LySJWjMLZx+NS78xWj0VEYp4bW5oBxUsaX5eHKVmU/FEPCT43NiTjSHCPfM4h7RoRnJDJ9m9cByhDy9kPpqOY2RvmSwsrbsIptG8jXjCHk2z9s+nMUgkuuPLvKHckjjefqg6eTesqv1j7Iu8aW1Ah82PPu71RHy1hh22jw9i/TSmys5dfJP9hXpCVaf9/huyQuNHdkdxOeuPpMjpCm3FNoPxzUvj4YHgr1FHkPPHJYl4ZbVkxlMDolSNWFtLGaUDF3LUG/kCGl9zig+1iqSAqvhiBhZuJAiaHOoXs94RnPDYoW4iEfbhlL5tLEkTu+OztERimSOZKSCLS0YnlytdoQILxlG5+3YCPfM4h4ZpMjgWnppfR/RnHWEJI89uWUZjfQlg5XlfGTka9YRsuyTFh2x7FUWg0iuyaHT5BC3eNDOnsER+vQgGg+uo6xGEaBKxMpbY27pCEV6go6QZwcteWlH6KJInudNzgkKJAFnPR3h9xgR0rYUPMOgjVWJjsw+CWuGeEtECJ2PaA4ejpbjlHWE7jEi5MlVZrGPHBDrCUg6fZEDmVncIzq2OEKaHmewicb0orqz0ZAMVkeNCEW6y7IUPe17Wxkoj1IOPxg/evqAD3T4IMSRW+ksZviR2a7PFue9dkTI49ktHaFIRtAR8vguZQZlILI7lv27i++9M0J8voKrx2bPCP1wIPPXo9H5It7Hpf1z+swCxedoLGXGsbw+2SlgenHPNLuvz09R7w+iZBV1PAshx/HOD2B/6AjRvYyLNgdUzOh6iWW0uFn773imJrPlop1Hknv92YrM8h6MQiAPLV5ZchXhoZ3BIjy97Q7L6cSwNi0qKFMerogD6kjklFiRn1k9yJ4RYtmJ5JznE/EUx0Wea+dnkCd4vkTq7kxEKIthpLtZDFhPLbm2dJ4d8sjOyu1qlHdLx2Zlt7o1xmuFx8OZiJC1Tng8u6UjlNETlPuqvJCNiuzOXTg81iT4rTEGm96Moj9MJiZDrfJkv/U9CSgdbqa/Z0Z7erSnRpMHZeXbMXK8mT618LCcs9WnnDdttX1ttGdHk46QfEui8mYTXSvfgmHDbeGizcHD0ZtzZuH3eJ65H5XPwkl7+qR7I5lDIyfnq2GLbwlJOc48zVr4y7cCec5kNN8TAsZvGOG8LJnyFpNIlmcdIaJtRg8sRyjSC0vOLb1ErGhcTz89RygjXzOOkIehtijPYIA2w5NrcjotOfTu0x5O9pbdqiNEa0XVRkSOUUa3NJ7d0hFCmdNsn9SpWXmJsJFj3N3/7yWP0B6M0RR3j3HO3ue94mRt6ZydX1vp35Pf3rnDrXT3/Y1AI9AIqAi0I2QLxp4G/57E8V5xolDxJ0ej1BD99y8I7MnvdoRa0hqBRuDqCLQj1I7QVqHbc2HcSlvfvx6BPfndjtB6fnWPjUAjECDQjlCLSCPQCDQCjUAj0Ag8WATaEXqwrO+JNwKNQCPQCDQCjQA7QpnXhAmtPcPizY1GoBFoBBqBRqARaASuikA7QleFuwdrBBqBRqARaAQagSMh0I7QkbjRtDQCjUAj0Ag0Ao3AVRGwHCGsVcPVgXlrTCZTkwkW5fYZJ0yUSQg5FT9ljn57NPrtsdFeHc2revz6+P2N0d4ajZI+0n2Pj/bKaDQO0nBVEHuwRqARaAQagUagETgnApojRM4KOR4vjIalBzhDL5ad+N64VpbQwLTo/Ps/jeuoOOOjl+tlpmnPEfqrcf0TMAY5QOygPej04OcUvaa6EWgEGoFGoBG4PQKZrTGZYVdLNS4LLn40puQVcF1V9RgLxFmFVW+PcFPQCDQCjUAj0Ag0AodFwHKEyNGgStX8x9tbliNEUR4q4Pfh5T4uuEr3yzfN3h2f+VqucBzVtdLqRLUjdFiRasIagUagEWgEGoHzIKA5Qhhd6YjQefjZlDYCjUAj0Ag0Ao1AAYGMI0Q5hp4fTZ4BwjNCXxm/y4rteEaIf7eqHss8RnxQ+33oU54h8iJCHLWSNBQg6UsbgUagEWgEGoFG4KEgYG2NkWPy2gWEZ8a/T4/21GjkZNBB6p+MRgeYPz2afCuMbqEzQ7T9RW930d87F4eGDl7zb7SNxltjeA/197XRnr3cV90aa0fooUhvz7MRaAQagUagEdiIQJfY2Ahg394INAKNQCPQCDQC50WgHaHz8q4pbwQagUagEWgEGoGNCLQjtBHAvr0RaAQagUagEWgEzotAO0Ln5V1T3gg0Ao1AI9AINAIbEWhHaCOAfXsj0Ag0Ao1AI9AInBeBdoTOy7umvBFoBBqBRqARaAQ2ItCO0EYA+/ZGoBFoBBqBRqAROC8C7Qidl3dNeSPQCDQCjUAj0AhsRKAdoY0A9u2NQCPQCDQCjUAjcF4E2hE6L++a8kagEWgEGoFGoBHYiEA7QhsB7NsbgUagEWgEGoFG4LwItCN0Xt415Y1AI9AINAKNQCOwEYF2hDYC2Lc3Ao1AI9AINAKNwHkRaEfovLxryhuBRqARaAQagUZgIwLtCG0EsG9vBBqBRqARaAQagfMi0I7QeXnXlDcCjUAj0Ag0Ao3ARgTaEdoIYN/eCDQCjUAj0Ag0AudFoB2h8/KuKW8EGoFGoBFoBBqBjQi0I7QRwL69EWgEGoFGoBFoBM6LQDtC5+VdU94INAKNQCPQCDQCGxFoR2gjgH17I9AINAKNQCPQCJwXgXaEzsu7prwRaAQagUagEWgENiLQjtBGAPv2RqARaAQagUagETgvAu0InZd3TXkj0Ag0Ao1AI9AIbESgHaGNAPbtjUAj0Ag0Ao1AI3BeBNoROi/vmvJGoBFoBBqBRqAR2IhAO0IbAezbG4FGoBFoBBqBRuC8CLQjdF7eNeWNQCPQCDQCjUAjsBGBdoQ2Ati3NwKNQCPQCDQCjcB5EWhH6Ly8a8obgUagEWgEGoFGYCMC7QhtBLBvbwQagUagEWgEGoHzItCO0Hl515Q3Ao1AI9AINAKNwEYE2hHaCGDf3gg0Ao1AI9AINALnRaAdofPyrilvBBqBRqARaAQagY0ItCO0EcC+vRFoBBqBRqARaATOi0A7QuflXVPeCDQCjUAj0Ag0AhsRaEdoI4B9eyPQCDQCjUAj0AicF4H/DzgZEk0ecsOPAAAAAElFTkSuQmCC',
     'wrapping to chars': 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rTVHrSARbotZ9Do8wiLaEaIP4lrs3RyOUg+FM+M7yVCkZ/lezh/NECgmYfInjX8tswIRX4zSoSiGZJMsp/VgSgRWmkfV50Rkowgm8UaJ98DxNeQecCgpxS5dkfrstop2VYg0p7gM21lAOP9yHVcyvw/uGTyEf1WwNqb32xAlIrDZYfvvjkurClbyYD1xCCTDN6vF4RlO29KNZKNtucBiR3JzqOREnguJ44BdIb2sfHTrfnMpadXkV5GDn7PRIjLgPbovTH4xQGkUv+1PUJZ3bP2zx2xNAZZEsZI9n7L9Hy1bDL+cRaziq+K7MFLhKxZ0EhPM/7RCqjSfqxkTFvOIxuXe0Yy+sv3/Ui/R2PRLCL5h0hnNNqre4T4XiVPp2BXmu/J7FWlMTKzhxwbTwbVREjLH7L2If0V7T+y9ghl9xV/ymtmaQzEv3JB5unx+6lxPTkuBJTXxvXOuLDnAcFVLpGQQuANJ/y8PS6aLoyeRPjueH4fFxIpqdU2mv7l34N2/mYShOzRDzpkMN+T3+qMEAUjTXbyOy6bjKFYOiFn8bx20dqylA02MT6j6A+9PSe/9/QW+molQsBCTk3LpYNIrzy9zOIrNz9mHUZFBpH+k63N6p7Hw55LY1yGfJkDn6+UDfkAyz/KvWDRjJC1aRXjrLAHkgctAZF88baofCiKEqHIP3pjSPvBW2NyRgi0cX8K/yxtPKu/kdy1GWS+l8zTGe2BXsqLb+3ILFF6flPzPZU4lJErj7GRDCI/Hvnhil/jvHNMozjN+VFtrI/Y4BDdn7+tpwokB5gdOOOPNe19RlqbpkagikC0BCP7a3uoItztGwEDgU6E7qdqyKw4mv49A0rt+M8ghaZhLwTwcPJw4UGk7WEvSXS/9w6BToTuncg/ZVib6tXeHDkTOu34zySNpuXaCLQ9XFsCPf6dQaAToTsjymakEWgEGoFGoBFoBKoIdCJURazbNwKNQCPQCDQCjcCdQSBKhKxXK+8MAAcy4r0RciAZPdSBCPTyxYFg91CHI1DV7/aBD4roGvG1KrPDlWrhgGl9u1YiBAJRUEurvDmLQ7bPbDuNDq9AY0S39prhSgy28BXR3t/PIXCfnM4cQn+4q2JX2v429CFfk4/oOdpeKjxqtB9Nb4Qfvq/qdzowZQYfbc6ISZL0T5vdaiIkcY90+1pySuvbtRKhirKcqW0kcI/WtFDOxHDTsgmBaqDYNNgN31yxK+0NR6pZc+YN/xUeb0WUVf1uH/igZG81EZL6eVbdTusbJULyPBV6uiJB/d3g/K/GheJ18twv+YTGiyrysuVvjXvpOxRApOJe9ERIZ1dp54pl6JBM86J4XkErEqpXaIpOJOaFGzWna+GIMaLCU7JwFS/uOFOED8UuXx/Xm4bcuDJ7MgRPvLiY/D/bD9p5+PB+In0kOcijQSTP+P6xcb00LtzD9QA8V9qDPg8nyR/GemFcT4yLZj6j+1dggCJ+nr1adhHRtlU/NZnSuUeRXWk6JqsE84q82vE/XgHHjA/y9HfWd0SYc765/9D86qOj8cvjsqp3o/AfzhdEJXHuiwkrzab4+Cv02yrboY1txQ5eMJT3l4kRxI/Vt4eF5i9kUb8qvhmaPR3J3C+LEFZ8UhS/qQp3ZL+zcorKvET2o42r2gcSISpV/dz4m85RkuW45TEadASBdlwBP6KAymI/Mvrmp8ZyAjOFxIhhToeXWHh9WllipuKml/l6OEalyOVTLgUdBHIE0ZlECAHRkptWfVgmprxEORVgpITQKlWvJaP8SBUkHpqe8eMcrPL0Vil1qYuPX3SNOzVK7LUjYKrt5REqcnzCxpKhdT+XyVYMLDup2IWGVcSbF4Q92VeeKK2aV7xSfeZgyaoPyvhJ7wiR6IwoSsYyRwMQr9yvRv6LKiB7vtijIeujPP3WApPV3oodVnKYiRE8EUIl6woW5IMtn5qJdRJfrc/ogVmzS8veI5lpcYn3X9EZ6+xF8KzJ3YvlJCf+cENnBdJDOZ2ZVtU3MxHSsv53x4d7HawqgaGM9dnxhTwplmiLjNw6a0frc69EyMNx70NGM+dTUXZPJ84TvdoMj2xLjvc34ybIQtvblemHY2QFZan8nE7SS0oaOJ1kGNmS7dqsgXcEgnZIKR//k0GopI/PQlQOqVyJgaQBNibtIpJdxFsmUfdkf4ZESMNF2rTFQ2YGSvIYYc4PLZU+kyd95DMjH6kdBVGhQbPXqn5HySe3J+1UdymP9BP/uFF72MKMBuEXYaH5l4jemT4lpnw2HvxHPi+SSaV/SwbaA281EfIeGmTCSnLiSVrGn6b1g5bG5NlKtORgnTCPbBrEfTwuLGnx2R5ukO+N76gtT3IkkNr5KVzpIyPXMlurzz0TIQvHKBHSAh9X2EygiYSuOU9gLJcsCHe5REn7MGh2RUv8+In2Wj8ePtTe2negYcT1QpsF8BKbaiKknX7Mx9dsgfMizzMCv5pe4/OVGMi+NLuIdOAhxc6r+unJ/tqJkLQDbdkbbSp+UuKuJUKRvXAbk0tj0q9GPtJKhLI0RD4qo9+ch8ierdhhYRLxn0mEPCysRIjkoNEb2ZXWp/bgAt/Df8g3R/drMqn0f+1ECDyTztAyHCVQkf5AllFM/AwLJELa9NORM0JcwFawzii5leDIPvdKhDwco0QoetpalQhhDVubEZIzGTLJ4WvFPxKJL7WNljgjfHgiJJNrClQ9I/T5WafKE6IVDD4cAHs6sFU/tUMt+XgrEiGuX5kZmqy/sPSSY5IZT0uEIrs7IhHK0hDpQPUJXesvmmGRfikd6MaNmUTIw0KLQRG9kU+M4pqGKcdg5v5oxigTj4+aEeJ+/9vjn5+NCytVtEzmxQPMqKb1Q0uEcPP3LsGODJyv52lrlHKdju8LycwIEfjWE3IkcG1GyOrTcoA8+8RJzJTNfzD+pqUgzjs3LNwrAz3HMUqE5J4QbWw5rYyMl9MWrcNatFt7LjQnTFm5dnJ71E+ED41X3R8j97PttTRm7YeTuv7GYAQH10oZUjJr2cqWfVIeBtbskjabZu392qqfMhGStiF1k2jL6hlh/dcX7DO2XHkgqtp3xndE9uIFfeuB0fMR2oxQhYZIBzL6ndkjFMUOKznMxAjpY/jSWISFtgeJ6+0MvhHNhKlll9H9RFPkkyK75zhJ28L/XlyU7SOaZVyl9tia8NtxITbjR/MRkg5vv9UDNkpLY7jhlcsAT4/fT43ryXHB+b82rnfGhc23mKLjb+rgFjIQvFGGn7fHRYlDxmBpyYWU9MeMWfosA56cdn2fbh6/eZ9eIsR5AZ/YHPwM4ydawrNwjBIhkMr71saOaNOcDH97SMqNwaOePUZy1J7m5bq1lBN/i4Drg4cPp4djId/MQGKt6ZqmIyuXxiBDT9c1GfI3/2Dg0f17YCCX5yy7IPws2a3QT83H0NMdLUtgWeonF3/jJUKcTu1N04q9ZHwQZOPpbzSe5jsizLk+REtj0hdLH6IFatxToUHqQFW/pe+diR0WJpkYQfdGKw+aDVBSYvnULX16+2U8+WRWCiKZef1bOlPd2pKemRkCkokQZEZL0nJbRuRPPX17wD6iOkJc6frvYxGwnuQzVFgza5l7u00jkEFgi35m+u82jcCZEGifeiZpLKalE6HFgC7sbkugaaNdKIjuSkVgi342pI3ArSHQPvXWJFagtxOhAlgHN90SaNpoDxbWPRxui37eQ7ia5RtHoH3qjQvQI78ToTss3GatEWgEGoFGoBFoBHwEOhFqDWkEGoFGoBFoBBqBe4vAXUyEvLfC7oqgvdcCj+axukRyy/Lhb1jwt+GOxnyP8c6kU3vw1302Ao3AHxCo+uw7j1s2EaoUPANo1fYrgdYcOsp/81pAXjnwlbSs6gs8cR7OFLSqRnXLiZBWzXSLjKVcvb72tqkz6RTH4UwYaa8ag1arEvUW3cjeu7deZOlAu4qsrh0nKnzNtr2WbCI5VHx2lYdq+1lsl953HxIhCdhNCkowcaagVTEqcpb8gNelCr1zZ1VeV5Kzt96eSadmcdsbozNumN2b51lZZO67Zdpvmb+KH6vKqNo+g+PubZAIwbhRNPH1cb05LhSrk2eZ8AJT9PQjz1FBsSM670lrL5+mrAJ/0iHLip9RP5ZDp6rIGm0c6Kh/Ku6Ee3ghN+vzqD8+toapPDNFSyYqBatQhEvKG7J4bFwvjQv4aAXqiE5Z7PCF8cUT46IZt4hfS74kF64X/GiPt8YY8gw87R5pNB49lSJsXL4YA0U65fk3+Fw6GVmsj+5FhVSvMBnaRTZFvBIfvNgbl2GGzygRsnRT2o7lS+gQUasfS9aQMU+cK36HCjNaBetQMA7HzqDyLtcvOtTX0iXeH7cLXmgUdMr/+VlWVBwu0s8Z3xz1ieK4WzCxfF1U1DUTV6Q+gVbLzi1dqn6OMSO/VenTi4OcP0+XLflo/lv6a8+voK302RWb4lXz6Qy0VX4qkkPk56q+6LP2lAhB2eQxGq+Oz+gwVZnlwWnBQJ8bFypBytLWWlYohWOV5ZbLD9KhRP1EDj3KWL3+rbNfQOO746JzULhAInqprXW0BDDGkSc8GHg8RkGPqpE+fpEvHR0BZ0POOXscB9GMBAWJkFVmn+uS5izlsRPU/nejT1SSfoTpIvDKYhq1zVRm5bKUSU6ENQVaOt9N6h7nY8amiDaig9twJTnWjqip0ObRAZ65PC2/QVVsPVlXMcrIR9MvLnPpXGUSwb8nu0FFevBMRxdUbJvbHulnxTdv1XlLDsRn1tdFOon+PF9M90e+gY6PIN1AkKfkFkGbf47K5lbM8nyKPKoi26fHn6UTz190x0uEonit2b7URfLZ4K0Sy6s2qNlP5KcsmWtHfllbLTT9477ogYcdnghx4OnpzHLg0lFI45AKIJMZ3C/HoD5lqXLuGJCIyOMdZD9bEqGIzk/G+Hiqe/bymzsH6/OIXurD238S8VQJelrwl/KyaNGcIE8Ojjh4MZIRzTwA16jtR6ON93SsnSf34rhHzn5ZTkviIRMpy4iJdp5cZ4JG5Dy9Uv6RjnGbt4KhlnhYdi55pKQXs2ywJfrZglE2EZJjSv9G/2t7hOQMJhKr34wLbUlPPHvy/IOmn5Fv3qrz1rEKka/D9xU/RA/Q1n5NTcc47w+N8bTDmbP7+Hj/OMfKk4M1VjUO8vYWnZHOav7bi4GRz5Y+LorlW3iOeIviR8Vfl3yRlwjBoMlBaE5YLhVwh6AlQnxamMC0lmDIoDA+D1RyCk/rJ3LoXkDJ9M/b8E2S2ueZ/ngixIMsV7iIp4oD2pIIacbLg7s8lww8SIXktGr98fbvjfu5HlLwzOpShH/FsDD21hmhSI4Vm+L6ETmYzMzXFtpkoiAfqqQvQQCjH/Ib2USoglGESxT0pdPX+pNtaCmUZlc1vZFJBS0xSH9mJUKeb96q8xlMLB9Y8UNRIhT5ho8HWJq/9Pa/WLqDRMjzKUiELN9c0UeZCGl9RjprJUJcJyIfKzGq8lBt7/mHSvygJUfvga7iiz6Tx+yMkLZ85T29etOp0pFQsEN/3x7Xz8ZFS06ZfjIOvfIUotGHz+TMFbXjn384PrSWzDQHqj3hoF3EU8UBbUmEoqeLKKPHbA2nNXrq+/VoryVCWUwjfYmczooZIe5g5b44z2FVnswiPrYmQpG9R84HSxWYXZZP1pzHTCIU0SEfciJcMkGf22mUCNGT+Rvjph+Ni7YWVGZYo/EyM0KefazERPrAih+KEqHIN1RnhDzdQSLkYWbJr6qPMhHS/H0kn9UzQtqh2l4s38JzxFsUPyoPrtMzQnId+ltDavyVc/6/BAMGgH0sfE8Rb09E0TqllVxIhwoF/e24sLEUP5l+oqTB2v+S7d9z+rwPZK2UwWb4ruwjiHiUyQaC8QcXeW5JhCSN9GQo+5ZrvFwXNGdptdcCVUYHpIw8/D2sokQI43j3w8l8k+mv1HsvEYpsKgqY3jKclFu0Ryiyd4m35Uuk0+U8ziRCGYw8+Xj6xXUysnn6Xgj9nJ8AACAASURBVM5kUx/RfhBLP619Dp5vzthHFRPLX3uzvVHQ0/aWajod+QYknXIvkLZH6Kej3d+yGMV1h/aeWHKw5Of1iT0oXqzJ+nvLx3rxmss38tmeTWo8RL4gE1+jJXxL5pkHuqwvesC38xkh/saJfHLVpkIBNjaf4efpcT01rifHBfC09tr6uleUjqbf+BQzTzT421+8nyhJsKZ1JYBa/1Ca95m14s0hJGk0HU5f0ecZernxc9r4smHEk/yelB9vAEKW2Lz5zLj4hmaujNk9QqCV04i+vz6uH4zru+OCcvGx0V7K2KNVtrdm3Sq6FLX1sMokQtH93E4kf5pcKzYlddabMs7QGW3It2iTdHi+xPIbmUQI41T9jsf3bCLEfQNowhL5P46LP+HDTqy3xrQ3+jR/Q46/6pu36Hw0S+b5uuqMUOSLI19i+UvPj1o6HGE202fEn9Vnxn9HNma9aan57KpNVdvP+inpLzPJdcUXfRZ7raUxHpz770agEZhDQHs6ghPBEw+eYu/aT7R0dNf43ZufxnNvhG+v/9aJnMxKOHUilAO1WzUCMwjIGZ/MssXMOGe5p+R8zkL0ieloPE8snCuR1jqRA76EUydCOVC7VSMwg4A23c7fNJzp88z3lJzPmRk5CW2N50kEcSIyWidywijhlD1iIzd0t2oEGoFGoBFoBBqBRuCGEOhE6IaE1aQ2Ao1AI9AINAKNwFoE9kyEvMJWa7no3uRelLuACF9WojfP6C0avGHjvXG4J/+t13l0o7cd8z3dVstr6EjWB5SWDG4L9qZ2EoGqvmZ1bZKc42/bkggBDBQmpFpDkvoquBH3XkXo6N6V30d0RLispIX6OqtibsHCqmIti5Blx8i2i+SzWq+j8VZ+H+nuyrHQV5QISZnsSd8q+RNfR/o+jBlhk/UBt5gI3RLNK/VstT1a/VV9WlbXttJ/mH/YkghFTFbBjfqLHEF0/6rvz0IH5+coxVyFYaYfTX9W61SGjr0T/BkaZu85WnejREjycTR9szhG9+2hpxE2WR9wS0kF4XyLNEc6cqbvq/qa1bXVPEY2MD0eEiFeFv6t8T8VU+SnkmMA73gAfC+LQ+EU4CfGJQ+opMJhvD9SdF4kioqOUVltXnAs8+YNPw9F9hVVttxCh1ZUTOuPHw5KApTnBKGYZOZ8FTnma+O+18f15rhQVFGe6aaNww+6JHpkYS9ePDFT5dMzGPlGlTyrjp9HhQKV/zAu+RmKWcoxLN6y7aQxbdFr9KXpIWTv8a/Z5KPjnpfHtZfugh6pN5DJY+N6aVywP6lHHg/gPUqE6Pu/HG1xpmBk45ZsPf9BdhbZSMQr1wtPl4CR9H383ggzqS9fHTd/P4FNVr8zWO2hm1Xd0jDjuk/fV2nF6QdebJuxA0s3tL6kDc3GqS14bvVpVlkQLbZb+QU//d3ykav8g/Tpn/ufEiGc5/TIuOiIDFIuWer6VdZGC/hUopwCKJwLJUISPF5sjoIqLxuutbfOCNOCl3Z2jPZkwbPhFXRouHh8Ee1RGf7syeHEoyzBTrJDBV8Y0XPj8srcy5o3UqZbEqGMfmVnhDje2bL1aLcCA+1oCq7X2tk5JG/PHqi6r2aTUSI0a0Mkk8cvNs6DBVV312w26yMyiZH3xOfJLGO3ml1meZUVxqu+z0uisvoSPQ1LO7D0W8MKfZN/ILlbcqUK4DO6OYu3NSMU+RGNVk0PNb2epTXy/xxr64yzbJyaoTHr17N2PSsDsgnvPMhKDpD16WpSxBMhPJXRrEB04F3m8EweyBAQeLl5EEOZIg5jzBymFjkCziBlvM8ynvB9VsG8pCOiQzOEzGm52p6YDM0yGGs8cqzlTJSliNrnWtKYTdCkfGSiKmmcSYQsDDXnF9GD7yMMIr3+5KJ/Ug/l8QvSHrTDZvfWXa1/7+gVzYlLGWZnhOgswci2LJlR8M7qYpVX/vQqdSnSEZ5ERXK39AVjRth4s6+cRg0rLjfQ4NnmKt30dEvibSVCUZyyDm2uxqIKrZH/l1gj5q6IU1kaI32NDj7NxH7OoyaDTKy2EtatkyGlREgLKFIZucCtja0vjlExIwRw+SncREx2ySo6qVhjTjvnZe9gIoUXjcedpLVOm+kjY3yY9aNkl09Fgma57InPIplumRHK6NdsIkQ65z3FU2DhS20zGER6Daeh6aFc4pH2sCrYSAy9YFpNDr40iJYb1z0foTm2yhOfJ7NrJkKRnchEyPODlr7MJEKWjVuJEPmHjwO5vje+574EtEU+astBz1b/lo/itGi0RranPZRnk4yM/6dZa/LFq+JUlsZIX+UhrBr+UeyPZCDjtYbBTCKUiWulRCjKtDNZoZwR0paqiKjIkGYSIeqbK1603yYT3CtPZhm+iM6jZoQeEo7uPs4ISaxnMfCWvqTBcT38cHzp2YN0lrPBZs9E6OgZIU9m10yEoidsmQh5cuc6I3Wg4neqWN23GaFqLMomGdlE6JejIVZC+Oz81jiVpTHS16NnhDydrzwoZX16KRGy1v2+NXrR9vzIvRmU4X1waU8JBu0hksRkEga+jkvOxZsOtpIsfo9FZ7Q0xnGQvESzM9bMT3Z/i6TZWhqTe4SIZpnxg97vjYv2h8kE8o3xAQ4IjcaNvuc4ZfRrZkYoi6E0mlkMIr3WeIZuUUJu2YOWCEknu1p3qzNC1l4Sy0doT3jePik5o+fJ7JqJUOT7OB9yf4bqlC8fSnlo/o/f7z2lc/0mrCz/QDot94iQXK3T6at+1QvcUreqe4Q8WiMZVO3AWzalviysNd2g2LMST05jpK+R/K14U9UXTfejGWXPBrI+vZQIoTEBhreO8CML2Eknxqe3sMzA3zACeMQkfzNEFsrzEhBt+sxKhADK+4xjvHVE+xA4X6Dzz8f1zLiQ4GVmhKxpPBpuNhHC/bxv/naBR7OlmPxNNe2Nv1cuBD89fj81rifHJY1aypRjhXErdEkFjPRrJhHyMNT2q8xgUNFrJJ2WHnr2YAWbPXV3JgBEMqzuEcrYliazayZCUuc038d135O7py8ZbL7I/Bywt7DCRup3xoU39bDEKf2DJ1crSa/q5kwixGMH+UdaRtbilEVrNRZlZ1sgZ83/W754ZZyq0BjF6qpdz+gL2YSHgZdj/MXoAA/o/MfSeRnXZCz6wp51hD432OIPrOWMxcPcXHfW09MKRqzZrBV9dx+NQCPQCNwlBPb0xXcJp6vzcsuJEDLgh5Ws8OqgXpmAPY2vE6ErC7eHbwQagZtBYE9ffDMg3AKht5wI3QK+16BxT+PrROgaEu0xG4FG4BYR2NMX3yIep6W5E6HTiqYJawQagUagEWgEGoG9EehEaG+Eu/9GoBFoBBqBRqAROC0CnQidVjTLCOvlrD9AmSm1sAz0QkcV+VTaFki4qaaNwRpxVXGstl9D5XwvWXu/i8tXVVllsZqXxsnv3CsRiop/nRwWk7wZvmbuWYmPNAooPcqUUz2oaKxs+9XtIrqq32uvcnMcriWnitOqtJ3Bp6IX1f5XtfcwuJYMV/FGCfsKOUT2WPULq3Vvq6yi+7PB/RYSoYhXqX9VWWWxWqnnp+qrE6GaOKoKid5n7qlR5beuGsXKsc/UV2Ts15JTRT6VtmfCfiUtdz0RWomV11dVl6rtIz622lt0f2TvRF8nQuedLY90aNn3SISgCCiw9fq43hwXClOhwNZj43ppXChixYv7YXBZkIoKcvETq4lIrfCRZECe//K10QBn8ljjoEASfceLVUk6+dkj/DuvX9Am6fmT8dmfXbCQfFWx+MnoAIXMrOKRKKaHEuyo6PzWRRay6rOFl6QdPL8wrifGpVUE12QvMdSq/9IZXbytV/wKdJFMo4JjcnxZcAt98QKZJI9IplZxP5z5A3nwYm0ZnV2hW5p8uG3IAptSlhHPvK+obbUQqMY/zmla5UuoCFqEgeaP8BnJMPIhFXoz9uKNR0dZeLZdtQ/LF3j2GPmFyI9EhWfpe803Q0cie9OSE0rEUNT11YS9Zv1RJo7MyFTGQu0sw8h3ZeNpZCMV29fsidNu6XCW35l8w4t3Vnwgv+7lB5/5R0qEoJiPjwsBlzNEwUuWttaCIy+tH2Xr3EFbxyI8f1F4WbobRsDp/Mb4/8vjypx/RuN69FNVXzpaAvTBWT43rj8dlzz9toqFZ+RIVmj8Ry58yqqYnB46g42wl0c+ELZQZCsRguw5hpAdYYyxOX9eEUveLnvUBWFhyZCMjs7l8fQqkkNU5biis1kcoG/cdjLykc6RjuGQsrRK4XPZcTur4BPpqHXGGt2X9SURD+SLLAzkMRyaDD2+afwqvZa9WMeOkEx+NwTyq3FZtg15aYmQZx/oT/NVODaHKk2TXDwctXEj3bMe5ghXi26yC+sk8Uj/MmdPSn9EPtzymatlGtlbxTY93xTJNrIx6eOpPyvuWjqc5bfqIxAPLdnRpIEWH6LYwvH/tLK0pnReuW4ctviLcX3zknygw0rAeoCA8Q8yOnmKNdpowYaPQ08WljHSyeDPjr4wu0Q/6NejXx5KyumVuER9ITmT90RGbh2vIHHj/Lw7/vnKuLSDMLW9ANJBcgylLGUiBCwlptKBWzKV7SIsZMC1puczclidCGk4RHR8MgAgWVGC6/Hktc0cjpjVefkQkZGLxv+ML5E8cv2r4KUF10gemg/xfJ91cjsdoqnRy/mh4yDwtMp9ErftysycdlI49RU9wHh+QfO9vH12Rig6s/GoREj6Ts7fHjKN9I4ftppp6yVCkawyfiLSlUiHMzyQDKo+Qjv2yYp3FR194CFqNhGCEeOMGv7DlzQqT9dWINCCKQcxOkkejPIpNZoql9NsxAPRj0ToxXFpm4m1RKiKRRRkMokQX5YA/TR1CZnIpHImEcJTJjlrb4qZLyHxdt5+goqjlxm/te4fyVQGepmQaUHUSjx5ckGyr+hWJB/qX9N/jqsWBDXdQn9VfCIdtWyr6uQ0feV9fJzQZy6nqn2uSoTIXjR6OT/vDWK5bWk6VrEP6IDlq6Q9RnpXaX+LiZDlM61EaItMM/am+ZGZeLrCT0Syj3S4wm/VRyARsmSH2Sl6CKk+zC1JhORTnDToaiK0x4wQZ5SWFRDcPxyXR783m6E52ioWUZCJEiFJH38i2HtGiMuZY4qEIDImurfi6GlWj5Jua53dW6rSxl2RCFG/Fd2Knt64zkZtM0963NlGelqRi2Vb2sNJNLu894yQx3fVKe8xeyB9Z0UOPSP0/w/T9nD0fOYeMs34o4pt3sKMUORfiN+qzcmHJRnv+EQEjw9RnN2cCMl1e+2phu+LoAGtp/nqHiG5H8abftXAJ2dN69+Sfm9/C/YI8b1Qcn12BgvKpj8YN/M9Qtb0uTRq4Ir9ANg3Reu3b4y/cTKv7Ns6qV6uj3MeLblJRduyR8iSIRw9lmB/qAHLPsvIIbM0xvnWkiWNDG2WMqtbmnxkgmXJ0lr7lzygv634eHRGs7SZpSa5H4F4kPv1PDrAp/Q7Ed9Vp0y+z7KXSCbRQ47UuciZe/sZ+R4h6dMiv1BtL/uLZozkPh2510vioNGrxRhun96DGfeZe8g00jtOZ6atx2skq0gnrZgQ2SSPTxkeViVCXHZIkqz4ENnO5kSIv7HF37R5+xLIrWlzK6ACID61xpfYSMh4kw0/fIyIUQTR95nG8TeN6N4M/Zwebamt0hctoXC+kMXiTYhnLvhlneUrF96eHr+fGteT44JsOI3o++vj+sG4vjsuS+n5zno56yIdioWpt4RmvV0WyZDoJV6lDmgOxZJplAhpsrV0FsnoCt3S5MN5imTp2QfvB39Heip59XTUsq1qYgF9jXiIMLDwIlvz+NYCdiZx8+zF40fOokoZ4f/KjJD0tdm3OCO/ADoi3D39yCRCmr1xPLz+rRjD79fsXfOZSISwGfedceHFEQRX6QNnZBrZW8V3RVhVZKX5UM/2ZXtLh7P8zvgI0GfFO/4dpzWjg5/JYK86QtLAK1OFmnPoz/ZBQFPKfUaa69WaWcTTCma89vxpnd0T3dvs++z2cpuoNtWNwBwCy+LDUYkQCH74gOA1B+f9vevsjl0+qVSmYLdKtXV2K4J37/6z28vdQ7w5agRsBJbFh6MSoRbmORE4u2PXplv5m2rnRLWpuqsInN1e7iruzVcjoCGwLD50ItQK1gg0Ao1AI9AINAL3FoFOhO6t6JvxRqARaAQagUagEViZCHlvhTXS10HAK2x4HYp61EYgj0Drbx6rVS2jtytXjbOqn2zc6WXNVYjfwUNa90yEoKAooa5VaF4nEr8nS/mlg60UgJyh/VpYrAwkVR6q7WdwXXHPrdApeT0T3XvZz0r9XaErWh9SDlUstPbXlG0nQjVN2UNW2T6z7TSOqnrK+9B0ZGWs38JXTXqX1nsmQlMELb7pLInQYrbS3d1CIEkz0w1Pi8AWp+oxdYv6W8Wi2n5vJehEaG+Ez9H/Fr3LzsKdg9MEFZQIybNCvjbu1Q4F9NpFBiQLZPFCf5niR1kaOdtRIoRChjgZmhfh095KkrvTtVLevMgaL2wGemSRNBTwen1cb44LxSLR32PjeulCi7yf8+ThIAtTvjBufGJcclYO/FRp0Aq9HcFz9IrkStkAZwvfGcw8E9xqDxIXfh6Ppj+EkyczD0vwIsf46vjs+4r9/HR8hjOAUBX7rYt+Pzp+vzwurxJ8Vn9Bi0cr+uEHK8v/vXshF0k7qrbj+Bpezp98JMkBlXZRkE/zJZpOUYV7rb2l89S26n9ID7MFTOlQZtwnaVlpH15fHEvraJ0qfehzVv8tvYBMOF4r7DBr21ZC4sk5G/OuGeujeOnFxym/gEQIAkZQfG5cXunzqJ2XCMn6LxQEoOAI0lEihGrLGRrJ4D3Dx3fVpTFNMeVRH7zsfgaLxwcdcLBU4h0GRc7VKqnuyYAwpOMdJMa8pDjJo0KDlggdwbN2ThAPcitlk8G3gpnUR6mXlqwie5AVwjPFH0nmlszoe1laHw8KlAhY5wnJp0vSvUcu9/Jq9FYiVNFfLQBKm6H/yfHzY088naHK7px2eYwB1xN+lAXo0rDwfJe1NEbBNZKLdkTETICkhyXPd620D+t4kOcHhtA5Sw/laeSc3gx98ngU0m/C0RqXji/ieiH1cIUdVvrcImdvRuiasT57DBTJzdMHskd+7JDqF7SlsYwwMYBs5xmQ1idPRjKOnweVLI3RjBAZv6cU8mkSdNDTwXfG3x+NC08a3pOulkTw9l5ZfyloC4fMgateghjREPEgk8uofTQe0SpLuvOAh4NHeVK0VTYyceF6ph3OmOXB65fkW7UHji89vT07BtJmcjF+NBsQHeL6yaVvbQwrEcIsCdEzM761NBbZJE6iJr35zYV3svXo3l+P9r8aF6fdO4hZS6qwX8I6H0/6rigR0nxd1f94du/ZrQzKK+1DHqZJfUf8Qrb8x1umieyX4wj9lok+/17TC4nPCjvUHnJgQ5rd7ZUIRf5q71gfxQ4uF64PkW2bfoESIT6dBxCsqUivnQeO5kiqjj9LIxfiqkSIT4lT/zQ9d3QiZOGgORYrkGi4REE9Us69EiHubGj5gZJIOX27VTa438J3ZSK0wh68JQtvedc74Pbng3/M/lByJvWE483HWJEIaSepe4mQZ5PkHHE/zoTjS/2RzliJ0IujH+3Fj0wi5PmuKBHSdIXLhZbYqodPU4JaTYRW2Qf8lYZpxK9M9L1lJB7LrFPmKen9eDT29P89JUHWEkXLRrYko1afeyZC14z1UayRD8c8iZ7yC0iEtKUHbQo8ardnliidZHVGSJ4Grk2jW09x0VjRk6411TczI+TJ4K7OCEHJSQbfHn//bFxfuQTr1bLx8F2ZCK2YIbWcoOUkIj2NZoT4k5c2S8ftR6NhZnwvEbKW6cgp8j0dP2IJXqQzGu1bZoQivxklQtEMSeZBbEsQ5nq20j72mBGq0rd6Rog/hM/aoYwXXp97JUKRzu4Z6zPx0psRmvILWiIEJrHuzZ8MIQwJjmwXrS0j835jXDgskzLcD9hTljbVT9/LRIiPra3tcuWBo+HriZqCysSI3y/3N/Hv8Hfk4DOCjWZjaExPBrSG7WHsOcSIhihL33NGiDBGsvfbcdGyw2rZePjOJEJRsjJrD56ztGZBIz2l5Wm5R4Kvr1v6I+3HCgKejcs9I5qPkOPLBxxumzQWzSISX5HOaLRX9whxzCK/qfkezdYsuVS3FXgy0PTKS4Q0P5x9wJP+ivalPH/x1xk9hLyr9H1j3PPlcSGx59hH+k/6yZdM5fha3OB4zMQLr09vWTCSsxfzIp3dM9Zn9wh5fqnsF2hpDIxZx9xL52K188BBH3x6D0tv2MT4DEuEyNnQW1Tye4vGKBHC2HKaTy4dZKcz+Rseb19ozziiKImIkpCsDCTG/M08bbN01mlhqSTiYc9EiMuQL3Nwx7JCNuTYNB1fmQitsgfaUEtLQKQnP2bJopW84HMpM26D+J50HLrjjSHtB2+NyX026C+y8az+RnLXZpD5XjL5Zgnn1Qp4nDb+1kpmidLzr5rvkX16cokSXG73GRlEfjzywxWfYmHq8ct9IdmrfMvNst/Xxg3vjAt7OjEjJbeAeONmkvtVdiiTOyzvarbtJUIVW9OW0j2djXRkRayXLwvwt/28twg92zb9wso6QlJBo/+tae/ovv6+EbgFBKIlGMlD28MtSLVpbAQagSoCW3ybNcNdpcFt34nQUji7s0bgMwQwy/fwuLAUnPnZ4iwy/XebRqARaASugcAW39aJ0DUk1mM2AldCYIuzuBLJPWwj0Ag0AiECW3zbnU+EQvS6QSPQCDQCjUAj0Ag0AnsicM2lsT356r4bgUagEWgEGoFGoBEIEehEKIToc2/WxHd0i0bgdhCoTlt7b6rcDtfrKD1k6l6QW5XZOm6P7+k+69t94D16A+0QjetEKIb5PjmdGA27hVYYzmqtveKItvLV+IgeGBEK+WkVf6N7Z76v8Kj1fzS9GR6r+r3aOZ8Rkwxu1OZWEyGJe6Tb15LTan2L+JSyr7av6E7UVksSuL+7Jm0R7db3Uo86EZpF8uD7qoHiYPJOM1zFKLWidlSDQ6tpcRYmKzyeheaIjqp+rw5MEX1n//5WE6EzBXxPxqv1rWrD1fYr9TXi/Zq0reLztImQfFqXxYvkWT3WU7zVzusf36Ho1evjenNcVFzxsfH3S+NC0TxezKzaHsKr8IexXhjXE+OiWYfofq4gsxig4BcvIMV5Rv+8QKTEA/dScUGvYBi+4wUXM4UhNX7orCNe0DBKZqzqvryiqVbA0Cva6OFSkYl2ZhOdYK7xWNEHbvT8CIi3BoGQx6Pjenlc1rlRKPb3y3GhIjXdgwrwhJUld4v/Gf2WjsvjX+NRVqzXCnV6uk+8WH17WGj+gtvPbJ+RvUY+L7pfFh6s+CSLJ+gKitZR5e3IfmflZOkLVf+N7Ecb17IP+DAZP+SZkBqfVb8W0Uw6upJ39En9ZWUW0WnFkdn4kvGzUeKzVd7wo1a+wOl74G9taUwSyktxwxFD0Z4bFyqWWmW6rZL0Vvl0OgKDnNjjo2/p4Cnh0sqiV9vL8u1yfDJS4gPgIhGyyrDzIzy4o+bHikQl5CUNvBQ8l4lXqM+THdEe8eYFYU/2lacTKxHi1Vszh0lmceEysXjIJIIajx7msqqvTISgH49cdB3Vu6MqwVT1mN/DHSQdPWLZpcR9Rr81R2XZEx2jIOnlTkjrz9J9fh/RXsGCZMz750fwWPRm7Mqjecv9kcy0YzGkz5Z6ZumMdd6ibE80ZeTEH26g4/BfVOWbzkmz9Kda0T6SL/qTNkx+2YppW2ze4x1HfES+I0oaIp/r9a+dLQg5z8YX7uus+A+McXyXrARu/R/5Q5J3Nv5Lf/yZP5GJEFdSOmSRnii+M+7iBy96oEkFoAE1kHn/ZBjZMu3VYw+0g0n5+J8MQt8dFx3qCbr5LETlYMqVGEgacMLus+PiJzFHsot4yyQCPBBJWUZGye/dKxHScOHjyr85D5kZKMljhLm0Fy0R4mcXRYavHf9QoUGzv6p+R8kntyftJHcpg8oToOZsOX4RFpp/ieid6VNiyo/3AP+Rz4tkUunfkoEWJKuJUObEe3k0BU/SMv60oh+aD5PxK/JTkV+L9CE6nJjOyALvnl5oiVJFZhGdiAdWHJmJL5xvK/ZpCbiX7EX+UJN35bgqNxGKjrHn02boSDv3w9p3oAHEmdVmATzGqomQduIxH//jwc/Px8Wn7zkv8qwS8G/tEViJgeyLT+XSMpSc3iUh09TwQwFvmUTIk33kYPZOhCgxJ/21lucsHmYTocheON97JUJZGjT7q+o35yGy5/cG85iN4MnK3omQh4WVCBGNGr2RXWl9ag8u8D38Ry7ZWEmF5nMq/V87EeLBj5Z0iNdIfyDLFYkQ10HNT1X8WqQP1sOP5D3Tz5YZoUz/Whyx/GimP9JvK/bdVCIkZ0S48WpTfVr7lbMhKxOhuzAjZD0VfzgE5ckumg2IEiHtwDo+3opEiOtNJjGRjoJ0VT6FcgPlie6KGSEPcy/oazRGT0DWjFCWhkgHqk/o0QzvNWaEPCw0fDMzQtU+oxkd7aHASoQ0mVT6t2yhMrsgA1ikp3IJgvTk26Ojn42LZtwj/ZGzItG4MzNCUUzTZoGz9kZJBdpnePf8hZZEeD5Xw1b2H/lLrjtRfPHyBOthMEqMZuS9ZEbIWrKwAgmMCWt+cgNkdY8QTRdWp7qqM0LaSfXaevobgyecEUVZ8Afjb2+PENGfWSd9fvSF/UByXdzDwMqwtdk02gMklV7KRPIm9xrI72UiJGXPcURfRBvnk2jS9IzG++sL9tJIInqj4ILvpdOTPMhlHzyRkuy1PXGRvVQToYhnLRGq0BDpgLUHjut3Zo8QtbdOcrccY+T4oqWxCAttb4tm/3wGK9unt4EXm6Etu4x4JgwjnxTZvZyVi/anw9J5wwAAEpxJREFUeLob0SwTIWqPB9Hfjov2smk+QvoRb1bE8s/fGGN8eVxIpGR/8v/IJ1h+zcJb4hbx7vWTmRHSYg9oiPQ24y8r8YX3t2qPUOQPq/kC9oipP9pmaWKe765/e9xNb01BOK9cent6/H5qXE+OSw7Cp9LkmxmYqsQbYfjhfWsGtnJGCDSSkLTxQQ+nW75ZBQOP7udAr8JALl+8zwb5seJYLNlJ3vA21DNMtpw38C6/92Qvp1l/Mu5HAPASIU6nfDMOLGbooY12wMjChcvE4yEaT5tKjuxFjk30Wk/qHg1WYlGhYat+S+fs2YPFo4VJJcBafXtYkOPkb6Xxpf0tfXr7ZTI0efdHMvP6t3RGytFaJiFZVZaotE2ptPz0tdEh39sY+VNP36SPiuQr/Tstn1f8Gh6QK/aGMS3eo36iRCiSmdc/Hmw1f+n50YjeTOyLeJqRd3ZPcSkR4sz033cbAW8t925z3tzdRwS0ROs+4nBXeW753lXJ7sxXV5beGeCTd9+J0MkF1OQtRaAD5VI4T9dZy/d0IrkNgjoRug057UVlJ0J7Idv9nhGBDpRnlMo6mlq+67C8Vz11InSvxN3MNgKNQCPQCDQCjQBHoBOh1odGoBFoBBqBRqARuLcIWIlQdcnEqudyC8DynfD8DbZboD2iMdqhH93f3zcCjcBtIFD12bfB1TmobGyPk8NVcolOhD5fW2aryCFIlKqncgNef5UihDN0nTUROhNG2iuhwNqqTD0jh+o9e+tFhZ6KrNDvmWiv8Jltey3+IjlUgnWVh2r7LJZnabcS2wxPZ8EzoiPCJcNrtU0nQlXEFrWvOJBFQ37WTaSIW8c7ayJU4WtvjM64wXJvniv4V9veMu0ZXs/KX8WPVXmots/geEttKthm+DoLnmehg2N21URIFv57YVD2BJvVkE/N8nwxSbzXnkrao1LqW+OivqjqMxXZ084wI8C8/itF2ajQFfWL4oSowIpCgF6BM1l0CvdTYUOvUBnaoaAYnanGCwrKGQjigxd/40UHM3xGiRCXO9HGi53hM4zz2rheH9eb40IhSln80OrHkjX45icOa/dbGFGhRks+KCD3y3FJ/bKKaXmJEOjiByNq//OzrahYXKSfFp4fXXRP04uoT09nM5hwW+Dy1QrpaTrp0c4dXeRLLF2qfk66C1wsn1LpM2OzGNPTZa/6dGRjnl+BvKTPrtgUr6JPZ6Kt8lORHCI/J3XHw2k2tlSxzdjiFhvhPONvzTbJ3qKK5lvoyNq+PF9t1g7k6QZbYo/EUBaq/fpo8INxfXdcv8fSGAmVSn3TDUhEvGMlcEwEHa2hASaPkKD2vxv3obL0I+x+EC2VUZY254x5baMzs2TVU5ntRwkGBZXvDIKohDs/tZnTBixhuM8B7ItC85LoXkZOdPBy8dXqrl4iFNFGeGt0gG4uT4tHqmrryTqiQ2KUkY+mX9IwJH/cofC2pIeosg2epZ3Q0QecDxw7wxM9rsukn/IYAG5Pml5s0XlLDsQngua746IzoCxbi3QS92V0OvINElMEeUpuEbQJa3yOKveWfXmYyaMrsn16/JHvlPTTsTpR0PJ0QrN9y2eDt4rfqdog149IJ+h7S+b0AGz5uWgs6Yuk7Ufj4wGpgq0M1qTz8ogkj5/KTIxlm5Ef1PyMZg88dkkfqeGSkdOsHWiJEB5kLLtALuHpufTxlr18mghpQPPk4IiDGOWTNhig7J4SDu60+VO6bBtlylsTIYmHTKS8qT2JdSZoRM7Tm7mKZoS44lcMzpIN+uP9UNKLWTY+07QFo8gBZM630pwrn4XRjl34zbgJY9PeL8idH+C6RT8lnlIvIvuIdD7ChGYPnhVyAk/V5NvTaU3HOO8PGZhaWEvHzfvHuVaen7DG8vpE0PT4s+iMdDZzWCiXQ+SzrUNPKdGNAvFKPxXFj0h3OS8ajlx/tEN+I52TB7tG2IKfrfEnwl/6ZfhOaZszOiVjVURH1faJ7lk7sBIhHuOysYevAEQy/TQR0ojmgMnDNsGsFAIHTOuPt39v3I+snQdHOY1LgGrnT0VtK4aFcbbOCEXJhlx+40H22omQRxvJwHI+XIZWP9lEqIJR5ACioC8Dnbc0xg0b5/LQ0pemNzwR4stlUpc1/aQnKLIJLRGq9sn1OoMJtyu+TFt1htVEgeP/8QDrRZZscvy1z/G9pTtIhDzMkAhV+8wkQlqfkc5aiRC3scjHakEOiTr9RH6nYoPchiLeovhBS47eA13WF2mxJYpH0JEKtkiEttgirQx4MzHSR2m2GeGeWRnZMxGasYNsIpSJPTwRinKcU80IWVPzmlJ4bSMFWTEjxA3B2y8lBbDySSuj6F6SFtEWOR8sVWC2Tj5ZV2eEIjpml8bkLJTUI48/3pbvO/jR+IKWg70Zoap+ZmaEqn1WEyHiWSZlKxOh6Om8OiPk6Q4SIQ8zS35VfeS6MvskvHpGSCYfkd/ZwnPkb+/ijNAWW5xJhDTbjBLITHzYMxHSZssjXckmQpnYU54Rkut5lH1+cHkyI0DlGi/f65LZI0TttadTuU/JClr4PNNWTiMjcSF+okQIY3j3w8l8c1w/NIj0ni7wHfaPUDCFInIcK09aUmmk3LS17AptMlGQ67REt3S6nMfMjJB0whmMPPl4+sV1OJsI0VhIrLBeTX1E6+C0Hi3VxNpzJfeO8f+36nxmRsjCYyYRinTa8iXevh1tj9BPB9F/y+yJ6w7tPbHkYMnP65NmhCz+rD6xh4nvG7N8rGVj0pYjn+3ZpMbDjA169sOT8Ch+ZAJ21hdlbV/6Xa7jEbZEb2Tf3gyX5ve97QIZ27R0qkoH91dV25cJ2xvjA76nL7KD7B6hTOzhiVAk009nhPDDp94ww/HAjurxP3WEN4bwIwsPSiF67eUTpxQy36thFTikwGC15eODH2x0fWZcWm0fOaUMeqL7wS82adIPp1ObhaG2T48bnhrXk+OCoKzlCPSbyZ4zdPJNuxXapFz42wfaLJjGYyYRwjgczwxGHt9ZZ+jpHb7D8tA/jos/2ci9Olx+2ht9mn6SI/Xw9KbCZ3Q+SoRgA1j6ox96A5JkQzqU0UlPp6Vt4X9p4xam1uee7kR+YqbPiD+rT09nMzohbTfy2VWbqraX9uMFXC8eZHQq64us2FKNXxG2nl5lEjtNh6xEyLPNjE55col0eTYRgrxm7MBKhGZij3xLWMr0gZygj9hg3j/5p5XN4ykX2e9d+8nsoblrPO/JT+O5J7q32XfrRE5udxUnbck4h8jdbrWnvB+YAOlEqK5IMnPPLFvURznPHXsq43m4PI6SxvM4rG9lpNaJnKTuKk54uH74jj5I5ySrt9pT3p0IbZHMuFebFuVv2Wzs/nS376mMp2P2AIIazwNAvrEhWidyAmuccjjdlVZ7yrsTobuiJc1HI9AINAKNQCPQCGxDoJfGtuHXdzcCjUAj0Ag0Ao3ADSNwRCLEl5LoDRHaWY83YKw3w/aGVXtbbO8xb7V/rx7RrfKUofsaOpJ5jRa07zltnMGm2zQCjUAjcCcQyCZCcM6ohKm9fh4BYVV1lAWXsmNk22XosirLRvde+/uoENZq+qJESMpkT/pWyR8YRX3tkQhF2HQitFp7u79GoBFoBBwEsonQFhC1YLJHgKnSeAYaqjRT+yiYzvZr3RclQvK+o+lbzS/1t4eORNh0IrSXNLvfRqARaAQUBPjp85XDO3lX8i0qeaYNP+8Ghdr+YVzyM1Rp9gqGYTw65ynbTrIrCzzh5OonxkWzXB4f6IufxeMVz5MHdlJF3LdGH/ju0XG9PK7oMFVeRIrG+2jch+rGvKiefGMNfLw2rtfH9ea4UAQT4z42rpcu98oz3CLeo0SIvqfqyx59wJLLgsuW6NB4x+GI+JFFvqq8cr3wdAkYSR3h90aYSX356rj5+4HsJH9bsfJo5EeHVHRzC94cv/67EWgEGoFTILA1ESJHK0vmvzq442cyySUo7UmbB6VsqXq0g2NG6W46w0Urfy9r/VD/SBAoEZJBkRdO1M7LIQF691FF30cYHlElVdo/xcvta2NYh/ZR/49fxqSjBpCcUDLJebNK4HMZZhMhOnbEm/XwZJbhXat2muVVHq+i9UWl8zUd8ZKorL5UZoSqWKFvkhvJ3bJNqvo9o5uzeJ/C6TURjUAj0AhwBLYmQtEhiniKzy6N8aBkHV6oPTFzfqwKndrnnC4kOr8YF84Qo5kHemLGwaKfjAvnlT17+U1jyiMX8Dm/79fj/1+NCzMluB8/2UQoOiMmSoT4/TL4cny1wyk5D8BjZSIkLZDLhoJ3dnZSw9LjVZZd53xFOsKTqEjulr6A90oiVMVK6qw8HHIP3azg3d63EWgEGoHTIbA1EdISFhmcZhMhayOzNjvCl9rkOVgA3dqwTWMgEeInypOg+BKSdi6LXOKR991CIvSlQbTcuC5luDoR4stGwIxkds1EKNIRmQjN6MtMIlTBip+19HEg1/cWJemdCJ3OrTdBjUAjUEFgayJ07RkhGby2zAjJp2cLRx5sPhyNvPu0QwDv+4yQJ7NrJkLVGaEZfUHyVJkRqmLVM0IV79dtG4FGoBEYCNBbY3KJAA77g3FZ+2cIPGuPEN+nMzMjlN0jJAMF+PjeuGh/EtEp+6OZHOKR9qbQ/hBPOXgi8/ejITYvW/dZpyF7eGdOL9YOfpUyyS6NWXtJuAxnZoS0vVqg0ZPZNROhSEf4jJDcc5bVF0qELGzQj7dEzPWbsOJ7yTJ7v2hs60T6qm56M0KabrXjbQQagUbgVAhQIkRBgN4weuCIeuGcJQP8XnwnCyTOJELoR77l9eXxmbVf5ZULUU+P30+N68lxyf0gvD8sxXx9XD8Y13fHhSCnnSFGvPzx+P59xjjefqONwd59VrDx8M4kQtoy3WwiBJwiGVYTIY8+CvaazK6ZCEmd03SE6/6svmSw+SLTL2BvYYUXBd4ZF5JxLHHKZWFPrlaSXtXNToRO5dKbmEagEagicEQdoSpN3b4RaAQagUagEWgEGoFDEOhE6BCYe5BGoBFoBBqBRqAROCMCnQidUSpNUyPQCDQCjUAj0AgcgkAnQofA3IM0Ao1AI9AINAKNwBkR6ETojFJpmhqBRqARaAQagUbgEAQ6EToE5h6kEWgEGoFGoBFoBM6IQCdCZ5RK09QINAKNQCPQCDQChyDQidAhMPcgjUAj0Ag0Ao1AI3BGBDoROqNUmqZGoBFoBBqBRqAROASBToQOgbkHaQQagUagEWgEGoEzItCJ0Bml0jQ1Ao1AI9AINAKNwCEIdCJ0CMw9SCPQCDQCjUAj0AicEYFOhM4olaapEWgEGoFGoBFoBA5BoBOhQ2DuQRqBRqARaAQagUbgjAh0InRGqTRNjUAj0Ag0Ao1AI3AIAp0IHQJzD9IINAKNQCPQCDQCZ0SgE6EzSqVpagQagUagEWgEGoFDEOhE6BCYe5BGoBFoBBqBRqAROCMCnQidUSpNUyPQCDQCjUAj0AgcgkAnQofA3IM0Ao1AI9AINAKNwBkR6ETojFJpmhqBRqARaAQagUbgEAQ6EToE5h6kEWgEGoFGoBFoBM6IQCdCZ5RK09QINAKNQCPQCDQChyDQidAhMPcgjUAj0Ag0Ao1AI3BGBDoROqNUmqZGoBFoBBqBRqAROASBToQOgbkHaQQagUagEWgEGoEzItCJ0Bml0jQ1Ao1AI9AINAKNwCEIdCJ0CMw9SCPQCDQCjUAj0AicEYFOhM4olaapEWgEGoFGoBFoBA5BoBOhQ2DuQRqBRqARaAQagUbgjAh0InRGqTRNjUAj0Ag0Ao1AI3AIAp0IHQJzD9IINAKNQCPQCDQCZ0SgE6EzSqVpagQagUagEWgEGoFDEOhE6BCYe5BGoBFoBBqBRqAROCMCnQidUSpNUyPQCDQCjUAj0AgcgkAnQofA3IM0Ao1AI9AINAKNwBkR6ETojFJpmhqBRqARaAQagUbgEAQ6EToE5h6kEWgEGoFGoBFoBM6IQCdCZ5RK09QINAKNQCPQCDQChyDQidAhMPcgjUAj0Ag0Ao1AI3BGBDoROqNUmqZGoBFoBBqBRqAROASBToQOgbkHaQQagUagEWgEGoEzItCJ0Bml0jQ1Ao1AI9AINAKNwCEIdCJ0CMw9SCPQCDQCjUAj0AicEYFOhM4olaapEWgEGoFGoBFoBA5BoBOhQ2DuQRqBRqARaAQagUbgjAh0InRGqTRNjUAj0Ag0Ao1AI3AIAp0IHQJzD9IINAKNQCPQCDQCZ0SgE6EzSqVpagQagUagEWgEGoFDEOhE6BCYe5BGoBFoBBqBRqAROCMCnQidUSpNUyPQCDQCjUAj0AgcgkAnQofA3IM0Ao1AI9AINAKNwBkR+H+N5AqL9p+QGQAAAABJRU5ErkJggg==',
-    'no wrapping': 'data:image/png;base64,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'
+    'no wrapping': 'data:image/png;base64,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',
+    'crop filter': 'data:image/png;base64,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'
 };
diff --git a/tests/js/unit/shapes/imageTests.js b/tests/js/unit/shapes/imageTests.js
index dbdd083f..c59e9c95 100644
--- a/tests/js/unit/shapes/imageTests.js
+++ b/tests/js/unit/shapes/imageTests.js
@@ -407,5 +407,44 @@ Test.Modules.IMAGE = {
         imageObj.src = '../assets/lion.png';
 
         showHit(layer);
+    },
+     'crop unicolor background filter': function(containerId) {
+        var imageObj = new Image();
+        imageObj.onload = function() {
+            var stage = new Kinetic.Stage({
+                container: containerId,
+                width: 600,
+                height: 200
+            });
+            var layer = new Kinetic.Layer({
+                throttle: 999
+            });
+            var bamoon = new Kinetic.Image({
+                x: 0,
+                y: 0,
+                image: imageObj,
+                draggable: true
+            }),
+            filtered = new Kinetic.Image({
+                x: 300,
+                y: 0,
+                image: imageObj,
+                draggable: true
+            });
+
+            layer.add(bamoon);
+            layer.add(filtered);
+            stage.add(layer);
+
+            filtered.applyFilter(Kinetic.Filters.Crop, {
+                threshold: 10
+            }, function() {
+                layer.draw();
+                var dataUrl = layer.toDataURL();
+                //console.log(dataUrl);
+                testDataUrl(dataUrl, 'crop filter', 'problem with Crop filter.');
+            });
+        };
+        imageObj.src = '../assets/bamoon.jpg';
     }
 };