{"id":5025,"date":"2024-09-18T05:34:13","date_gmt":"2024-09-18T05:34:13","guid":{"rendered":"https:\/\/labscienceinstruments.com\/?p=5025"},"modified":"2024-09-28T05:43:06","modified_gmt":"2024-09-28T05:43:06","slug":"tensile-strength-te-2","status":"publish","type":"post","link":"https:\/\/labscienceinstruments.com\/index.php\/2024\/09\/18\/tensile-strength-te-2\/","title":{"rendered":"Tensile strength tester machine\/blog\/18Sept\/24"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-post\" data-elementor-id=\"5025\" class=\"elementor elementor-5025\" data-elementor-post-type=\"post\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-12cdd42 elementor-section-full_width elementor-section-stretched elementor-section-height-default elementor-section-height-default\" data-id=\"12cdd42\" data-element_type=\"section\" data-settings=\"{&quot;stretch_section&quot;:&quot;section-stretched&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-ae7519a\" data-id=\"ae7519a\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-66a264c elementor-widget elementor-widget-heading\" data-id=\"66a264c\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Tensile strength tester machine<\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-cbf5fdb elementor-section-full_width elementor-section-stretched elementor-section-height-default elementor-section-height-default\" data-id=\"cbf5fdb\" data-element_type=\"section\" data-settings=\"{&quot;stretch_section&quot;:&quot;section-stretched&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-3505b27\" data-id=\"3505b27\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-f31d2f3 elementor-widget elementor-widget-image\" data-id=\"f31d2f3\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"1600\" height=\"866\" src=\"https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/09\/utm.jpg\" class=\"attachment-full size-full wp-image-4916\" alt=\"Tensile Testing: Methods and Applications\" srcset=\"https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/09\/utm.jpg 1600w, https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/09\/utm-300x162.jpg 300w, https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/09\/utm-1024x554.jpg 1024w, https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/09\/utm-768x416.jpg 768w, https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/09\/utm-1536x831.jpg 1536w\" sizes=\"(max-width: 1600px) 100vw, 1600px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-6ab419b\" data-id=\"6ab419b\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-d3ce60a elementor-widget elementor-widget-text-editor\" data-id=\"d3ce60a\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<hr \/><p style=\"text-align: center;\">Categories<\/p><hr \/><p style=\"text-align: center;\"><a href=\"https:\/\/labscienceinstruments.com\/index.php\/paper-packaging-2\/\"><span style=\"color: #000000;\">Paper &amp; Packaging Testing<\/span><\/a><\/p><hr \/><p style=\"text-align: center;\"><a href=\"https:\/\/labscienceinstruments.com\/index.php\/pet-preform\/\"><span style=\"color: #000000;\">Pet Bottle &amp; Preform<\/span><\/a><\/p><hr \/><hr \/><p style=\"text-align: center;\"><a href=\"https:\/\/labscienceinstruments.com\/index.php\/textile-testing-instruments\/\"><span style=\"color: #000000;\">Textile Testing Instruments<\/span><\/a><\/p><hr \/><p>\u00a0<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3670769 elementor-align-center elementor-widget elementor-widget-button\" data-id=\"3670769\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/labscienceinstruments.com\/index.php\/get-a-quote\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Get a Quote<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-7f85ca9 elementor-section-full_width elementor-section-stretched elementor-section-height-default elementor-section-height-default\" data-id=\"7f85ca9\" data-element_type=\"section\" data-settings=\"{&quot;stretch_section&quot;:&quot;section-stretched&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-795e03f\" data-id=\"795e03f\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-cce0a79 elementor-widget elementor-widget-text-editor\" data-id=\"cce0a79\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>The <strong>Tensile Strength Tester Machine<\/strong> is a critical tool used to measure the tensile strength and elongation of various materials, such as metals, plastics, textiles, and composites. This machine evaluates how materials respond to stretching forces, which is essential for quality control, product development, and research across numerous industries.<\/p><p>The machine typically features a load capacity ranging from <strong>0 to 100 kN<\/strong>, making it versatile enough to test a wide range of materials. It ensures precision with an accuracy of <strong>\u00b10.5%<\/strong> of the full scale, providing reliable and consistent results. Equipped with a <strong>high-precision load cell<\/strong>, it accurately measures the force applied to the material during testing.<\/p><p>An adjustable crosshead speed, usually from <strong>0.01 to 500 mm\/min<\/strong>, allows for customized testing based on the material\u2019s properties and testing standards. The machine\u2019s <strong>gripping system<\/strong> includes adjustable jaws or fixtures to securely hold various sample sizes and types, ensuring consistent tension application.<\/p><p>The <strong>digital LCD or touchscreen display<\/strong> provides real-time readings of tensile strength and elongation, with user-friendly navigation. Integrated <strong>software<\/strong> offers advanced data analysis, graphing, and reporting features. Designed to operate on <strong>220V or 110V AC<\/strong>, it is compatible with different industrial power setups. The tensile strength tester machine is essential for ensuring materials meet specific strength and performance criteria.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-6516fe7 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"6516fe7\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-1c63db6\" data-id=\"1c63db6\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-d2d0abf elementor-widget elementor-widget-accordion\" data-id=\"d2d0abf\" data-element_type=\"widget\" data-widget_type=\"accordion.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-accordion\">\n\t\t\t\t\t\t\t<div class=\"elementor-accordion-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-2211\" class=\"elementor-tab-title\" data-tab=\"1\" role=\"button\" aria-controls=\"elementor-tab-content-2211\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon elementor-accordion-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-closed\"><i class=\"fas fa-plus\"><\/i><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-opened\"><i class=\"fas fa-minus\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-accordion-title\" tabindex=\"0\">Features<\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t<div id=\"elementor-tab-content-2211\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"1\" role=\"region\" aria-labelledby=\"elementor-tab-title-2211\"><p>The <strong>Tensile Strength Tester Machine<\/strong> offers several advanced features that make it indispensable for material testing and quality control across industries. Here are the key features:<\/p><ol><li><p><strong>Wide Load Capacity<\/strong>: With a load range typically from <strong>0 to 100 kN<\/strong>, this machine accommodates a variety of materials, including metals, plastics, textiles, and composites, making it versatile for different testing needs.<\/p><\/li><li><p><strong>High Accuracy<\/strong>: The machine offers a precision accuracy of <strong>\u00b10.5%<\/strong> or better, ensuring reliable and consistent results that are critical for research, development, and quality control purposes.<\/p><\/li><li><p><strong>Digital Display<\/strong>: Equipped with a <strong>digital LCD or touchscreen display<\/strong>, the machine provides real-time data, including tensile strength, elongation, and break point measurements, making it easy for users to monitor tests.<\/p><\/li><li><p><strong>Adjustable Crosshead Speed<\/strong>: The crosshead speed is adjustable, typically from <strong>0.01 to 500 mm\/min<\/strong>, allowing users to customize the testing speed based on the material being tested and industry standards.<\/p><\/li><li><p><strong>Robust Gripping System<\/strong>: The machine comes with a versatile <strong>gripping system<\/strong> featuring adjustable jaws or fixtures, ensuring that samples of various sizes and types are securely held during testing.<\/p><\/li><li><p><strong>Data Logging and Analysis<\/strong>: Integrated <strong>software<\/strong> enables advanced data analysis, graphing, and reporting, allowing users to easily analyze results and export data for further use.<\/p><\/li><li><p><strong>Durability and Ease of Use<\/strong>: The machine is built for durability, with a robust design capable of withstanding industrial use while remaining user-friendly.<\/p><\/li><\/ol><p>These features make the <strong>Tensile Strength Tester Machine<\/strong> a comprehensive and essential tool for precise material testing in various industries.<\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-accordion-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-2212\" class=\"elementor-tab-title\" data-tab=\"2\" role=\"button\" aria-controls=\"elementor-tab-content-2212\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon elementor-accordion-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-closed\"><i class=\"fas fa-plus\"><\/i><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-opened\"><i class=\"fas fa-minus\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-accordion-title\" tabindex=\"0\">Specification<\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t<div id=\"elementor-tab-content-2212\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"2\" role=\"region\" aria-labelledby=\"elementor-tab-title-2212\"><p>The <strong>Tensile Strength Tester Machine<\/strong> is designed for precise measurement of the tensile properties of materials such as metals, polymers, textiles, and composites. Below are its detailed specifications:<\/p><ol><li><p><strong>Measurement Capacity<\/strong>: The machine typically supports a tensile force range from <strong>0 to 100 kN<\/strong>, accommodating various material strengths from lightweight fabrics to heavy-duty metals.<\/p><\/li><li><p><strong>Accuracy<\/strong>: It provides high measurement accuracy, generally within <strong>\u00b10.5%<\/strong> of the full scale, ensuring reliable results for rigorous quality control and research applications.<\/p><\/li><li><p><strong>Load Cell<\/strong>: Equipped with a <strong>high-precision load cell<\/strong> to accurately measure the applied force, ensuring precise tensile strength determination.<\/p><\/li><li><p><strong>Crosshead Speed<\/strong>: Adjustable crosshead speeds, typically ranging from <strong>0.01 to 500 mm\/min<\/strong>, allow customization of testing conditions based on the material\u2019s properties and testing standards.<\/p><\/li><li><p><strong>Grip System<\/strong>: Features a versatile <strong>gripping system<\/strong> with adjustable jaws or fixtures that securely hold different sample sizes and types, ensuring consistent and accurate tension application.<\/p><\/li><li><p><strong>Display<\/strong>: The machine includes a <strong>digital LCD or touchscreen display<\/strong> for real-time visualization of test data, including tensile strength and elongation measurements, with user-friendly navigation.<\/p><\/li><li><p><strong>Software<\/strong>: Comes with integrated <strong>testing software<\/strong> for data analysis, including capabilities for graphing, statistical analysis, and generating detailed reports.<\/p><\/li><li><p><strong>Power Supply<\/strong>: Operates on <strong>220V AC or 110V AC<\/strong>, compatible with various industrial power setups.<\/p><\/li><li><p><strong>Dimensions and Weight<\/strong>: The machine is typically compact with dimensions suited for laboratory or industrial environments, and weighs between <strong>100 to 300 kg<\/strong>, depending on the model.<\/p><\/li><\/ol><p>These specifications ensure that the tensile strength tester machine delivers precise, reliable, and versatile performance for a wide range of material testing applications.<\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-28c08f1 elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"28c08f1\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-3ccd1fa\" data-id=\"3ccd1fa\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-7b85cb8 elementor-widget elementor-widget-text-editor\" data-id=\"7b85cb8\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><img decoding=\"async\" class=\"\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/4gHYSUNDX1BST0ZJTEUAAQEAAAHIAAAAAAQwAABtbnRyUkdCIFhZWiAH4AABAAEAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAACRyWFlaAAABFAAAABRnWFlaAAABKAAAABRiWFlaAAABPAAAABR3dHB0AAABUAAAABRyVFJDAAABZAAAAChnVFJDAAABZAAAAChiVFJDAAABZAAAAChjcHJ0AAABjAAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9YWVogAAAAAAAA9tYAAQAAAADTLXBhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABtbHVjAAAAAAAAAAEAAAAMZW5VUwAAACAAAAAcAEcAbwBvAGcAbABlACAASQBuAGMALgAgADIAMAAxADb\/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD\/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD\/wAARCAL6AwADASIAAhEBAxEB\/8QAHQABAAEFAQEBAAAAAAAAAAAAAAECAwcICQYFBP\/EAFcQAAIBAwIEAwQGBgYGCAQCCwABAgMEEQUGBxIhMQhBURMiYXEUMkKBkaEVI1JicoIWM5KiscEXNENjsuEkU3ODo8LR8Bglk9OlwyY1REZUVpSVs9Lx\/8QAGwEBAAIDAQEAAAAAAAAAAAAAAAUGAQQHAwL\/xAA8EQACAQICBQwCAQMDBAMBAAAAAQIDBAUREiExQVEGExQiYXGBkaGxwdHh8DIzQvEjQ1IWJFNyFTSSYv\/aAAwDAQACEQMRAD8A6kwbTykmXG5TfXt6EQWe3RNl1RWACIQwisAAAAAAAAAAAAAAAAAAAAAhySLc6iT7gEzmkUU4qcnJ4wgqc6iy3jPYQi6Lak8xl5+nzAPzyuFGrzUo4XZr1P1ObqU+elPBbVrSUvaOXT0DSlN8nSIBKnOeFL7y9BYRTCGC4AAAAAAAAAAAAAAAAAAAACHlgDJDnFeZDpt\/bZHsKfd5fzZnUY1lEpJvC6lcYqpBKpArSS7JIkwFmWZSVHlhGk8dui6FFSPs6vPTfLzLLL1WpClBym0fnhUVR80n8uoGZcSc3zS6l1RSITSXRE8yz\/zBkqBTzL1Q51nABUClySHMvVAFQKeZLzX4jnQBUCnmSHMsgFQIySAAAAACM4AKZsogozTT7kVZFMoRpw9pOTjLyAJgpRr8svToUufvyXxK6FeNZe8vfj3JdVxk4Tp\/HOejAKoTys5LhZjLmecJF1LCAJAAAAAAAAAAAAAAAAAAAAAIfQkpk8AFuTcpcq7luuoUoZ9o1IrhJKp1Qnb0pTdSpJvPlnoATTrU6qUY1E5YLNJXFvNwcXOD65RV7GhUjzUPdlHzTKoVpyjhx6+oBKqx68kMN\/DBMIebFOn5supJABLCwSAAAAAAAAAAAURjhYwVgAAAAAAAAAAAAAAAAAAAAolNJMmTwi0lzy69kAQm5zUU+5TVp1EpSysR6\/MorVqSqRUFnlfXDLsa1K6UqTTT9H6AFNxGdSjGVLLXfC9Cbf2kqDVbPRY6kUqVe3i0pRlBdk+5Vzzq98JfAAop08YSL8IYwIQwi4AQuhIAAAAAAAAAAAAAABDeOrHMvJpgDqySmU4QTc5pJebZ5zcPEfY+1qUq2u7nsLVRTeJVll\/cfUISqPKCzZ8SnGCzk8j0oNeN2eMfZmm89HbGnXWpzXSNVw5abf34MRbh8W\/EnV5Onp3sNNoy\/Y96a\/DBLUMCvK2tx0V2kbWxm0palLPuN4alWnSjzVakYR9ZSSR8jVN6bR0SDnqu5NOtUv8ArLiK\/wAznlrnErfO4ZOpq26L+4z5e2aX5HmpXNW4blcVJVJPu5ycv8SUpcmH\/uVPJfZHVOUS\/wBuHmzf\/WvEdwf0VNVN20Lqf7NrCVV\/ksHhdZ8ZeyLWMlpWjaldPOIv2Sjn4+80abe1nH3SlylJ9Wb9Pk5aQ\/lm\/E0qmPXU\/wCOS8DZm98ZlWpOUrbZlarLPR3F7GC\/CMZf4nyLjxmb8w42G1tCoJ9nVlWrP8pRRr8unYk3I4NYx\/2\/f7NSWKXcv7\/YzNdeLfjJcN+xvdHtU\/KlpyeP7cpHyrnxOccLr629nST8qVjbR\/8AyzFwPeOHWkdlKPkjylfXUttR+bPf1uP\/ABnr\/X4i6rH+BUof4QPzS438YJ9XxJ177rnH+CPEg9FaW62U4+SPN3Vd\/wB782e2\/wBNvF5PP+knX\/8A+q\/5Fynx14x0+seJGtvH7VWMv8YnhQZdpbv+xeSHSa\/\/ADfmzI9DxGca7d5jv+8njyqUKE\/8aZ9S38VXG2hj2m5bO4S8q2m0X\/wqJiQHw7C0ltpR8l9H2r25jsqS82Z2sPGTxVtel5p23bxL9q0qU2\/7NT\/I9Fp\/jd1um1+l+H9jWXm7bUJ0\/wApQl\/iazj78GvPB7Ge2mvVex7RxS8hsqP0fubh6V42Nk1mlrGz9css+dGVG4X\/ABRf5HsdI8U\/BXVUlU3NW0+b+ze2VWn\/AHlFx\/M0K885JT6\/5GpU5OWU\/wCOa7n95m1DHruO3J96+sjpbovETYe44xloO8dGv3LtGhfU5S\/s5z+R6FTTXQ5XyjFvmlFN+Tx1R6DQ+IG+tsY\/o9vDWbCK+xRvKnJ\/YbcfyI+ryX\/8VTzXz+Ddp8ov\/JT8n++50vc0iiU23hdTRnb\/AIseMGjxX0+80zWqUenLeWihUa\/ipcv4tMyjtXxo6Bc1VT3dtG9sGl1rWVeNxD58suSS+XUi62A3tHWo6Xc\/vJkjRxq0q6m9Hv8AxmbIThVxnkb+C7ldan9IgnF9vUx5tzj\/AMLdzVIfQN56fSlJpKjeS+izy\/JKqll\/JsyBOok41aM\/dms9GsP4kVUpVKL0akWn2rIkqdWnVWcJJrsZMLf2ceeUvf8AJoqXNUfvkLmqNc2WXoxSPM9CYxwioAAAAAAAAAAAAAAAAAAAAAhvBblV9GAVyaLTlKbxFFE6q7lcHKdBOlJZb7gFEoyT95YKeRTaTlhFyVTmfsIPmf2n6EcvvOLS6MAr9ylDkgurIpwx1Ko08di4lgAJJEgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAENpFuc8AFUmmW4TUcxl2YUZVFnsimcJQeH2YBPPbUesY5fwWWKuKlJVUmmsNZKYRpuWZrPoVybm0ksJAEKVSaxJlyEMLAhBIuAAAAAAAAAAAAAAESeFlLJbqVoUoSnUajCPVyk8JL16gFxvCKXLHl2+JiPfvig4X7L9raWmpT1\/UKeV9H0xqpCMl5TrP3F8cOT+BrvvnxX8Tt1OdvodWhtuyfRRs\/fuGvjWkuj\/gjElbTBbu7yajori9XptIy5xa2ts1pZvgtf4Nw92772nsu1d3ufX7LTqePd+kVlGU\/4Y\/Wk\/kmYB3t4vdu27nb7P0m81KfXFev\/wBGo\/NJpzf4L5mq95e3mpXM77UbyvdXNVtzr16sqlSb+MpNt\/iWPvwWW15O29HXWek\/JfviV+5xytV1U1orzf74GQt0cd+JW6HONbXZWFCf+xslyJL05nmT\/FHgK9evd1pV7mtUrVZdXUqSc5P731KH2Cylgm6VCnRWVOKS7CIqVZ1XnNtkZ5n8WSoQSw+5PnkPr3PY+B2fRkEgAAAAAAAAAAAAAAAAEN4JIys4yAMv0GSQAAR8GSAAAAAAAD0O2eI+\/NmVIy2xuzUrCEXn2EK3NRk\/jTlmD\/A88R5nxUpxqR0ZrNdp9QnKm9KDyZsXs\/xnbs032dvvPbllq9JfWuLSX0at83F5hJ\/BcpnLZviU4TbydO3pa+tKvJ4SttUj9Hk36KbbhL7pGgXUYTysd+\/Yh7nALOvritF9n19ZEpb41dUdUnpLt+\/8nUynWhVhGpSnGUZLMZKSaa+HqVqXwObezeKnEHYM4\/0V3ReWlFNN2spe1t5f91PMV92H8TYHY3jRtqjp2nEXbcqD7SvtM9+HpmVGb5l\/LKXyK7dcnbqhrpdddm3y+ictsct62qp1X6ef2bSg8\/tPf20N82X0\/aW4LPU6SxzqjU9+n8JweJQfwaR91Sb8uhBzhKm9GayZMxnGa0ovNFYAPk+gAAAAAAAAACG8Ft1F6gCpLGcEcsKsMR6NfkUYlUfukO3q037SlU6+j8wCZVaFu1TksvHoS37FKpTWYS7r\/MicKd3Dtyzj0+KZMoxhTjRTzjABKqx6+zg036omnDHXzEIL0LqSQAXQkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFEpYKm8LuWJzaax5AEyqY+BanKbjzKMseuPIvxdO4Sl5xfb0LMrtwqunOGIpgF1xjVUJ5bilnC8ymPtKzcppxgvqoVJTozTgliXdfEOdSfRrCAEI+rLqivQQhhFYAAAAAAAAAABS3hZLdWvTo05Vqsowpxi5SlOWFFLu3nsviDGZdk8LKPz3l\/Z6fa1b2+uaVtb0Y89WrVqKEIR825Pol8zBvE3xa7N2t7bS9mUobj1KOYurCfLZUn261F\/WdfKGV+8jVXfvFPfPEm69tu3XatzRjLmp2dP9Xa0v4aa6Z+Msv4k5Y4Dc3WU6nUj27fBfeREXmNULbqw60uzZ5m0nEXxfbL2+qunbItJbivY5j9ITdOzhL+NrNT+VYf7SNZd+8ZeIfEec4bj3DVVnJtqwtW6NrFZ6Jwi8z+c3Jnifi31JLbZ4Ta2WuEc5cXrf48CsXWJXF3qm8lwWz8joumOiWEvQgkEkaIKW+uF5lRTHCl5GAThp9SSZPrggyAAAAAAAAAAAAAAAAAAAAAAQkl2JAAAABBIAAAAAAAAAAAAAACeO35AAH6dO1PUtHvqepaTf3NleUetO4t6sqdSPylFpmduHvi\/3jt+VKy3xYw3DZRxH6TT5aN5BYxlvpCp96i35yMABM1bmyoXcdGtFP389psW91WtXpUpZe3kdHNg8Xtg8SqHPtbXaVW5UeapZVv1VzS9c031aXrHK+J7FSz5dzlrQuLi0r0rq1uKlGvRkp06tKbhOEl5xkuqfyZnnhp4uN4bZlS07fFGW49OjiP0jKje0l683SNX5Sw\/3irXvJupDr2rzXB7fPY\/TxLHaY\/CfVuFk+K2fj1N1AeU2LxO2TxH0\/8ASG09co3XIk61vJ8lehnynTfvR+eMPybPUqWfJlZnCVKThNZNbmWCE41I6UHmioAHyfQBDeC3Kok8ACo0iHGNSGYd0W6k8ompU+j0o8sctsAW0m1OD6TRaoRuIV+Vp48\/QvdK6Vai8TXT\/kwq1VrEkk10eACKmVXcoPDxhlcYZ6vuRCDzll5JIAJYWCQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAUSngqb8izUnyyz6ACVTrgpjCM4uc3iJXUh7aHNHpLuiimvbUHQk8Sj0aAIVKK\/W20uvp5P4FSVG6ipySTi+vqvgU21CpRlKU2sYChmcpR83kAqm\/aT6LouhdhBYyRCGC4AAAAAAAACG8LIAbwskOeFnH3Hy9w7m0Ha2kXGubj1O3sLC3WalavNKPy+LfkllvyRqZxb8Wmt6+6+icNlW0fTmnCeoT6XdZesF2pRfr1n\/D2N6yw6vfyypLVvb2L94GleX9GzjnUevhvM98UuP2xuF9Kdpe3T1HWOXMNNtJJ1F6OpLtTX8XX0TNP+JvHTfvFGtUoavfKy0lvMNMs5ONDHl7R96r\/AIunpFGP6lWrVqSrVas51Jyc5znJylKTeW2+7bfmygu1hg1vY5Sy0pcX8Ld7lSvcVr3nVzyjwXzxHX1+8kAlyMAAAAAABS1gqIayYA8upJC9MEmQAAAAAAAAAAAAAAAAR1fmMYAJBHmSAAAAAAAAAAAAAAAAAAAAAAAAAAAACCQAfq0vVtU0O\/o6ro2o3Fje28ualcW9R05wfnhxa7+a7M2W4V+MGrSlR0bina88ekY6ta08SXxrUo\/8UF\/KavE9cYz\/AO\/uNO7sKF7HRrRz7d68f1GzbXla0lnSll2bmdQNI13Sdf06jq+iahb31lcLmpV6FRThNfBr\/wBrzP3KWfI5ucP+J+8uGepfTtq6tOjSqSUrizqZnbXC\/fp+v70cP4m4\/CLxF7O4mex0u6cdH3A1h2NeonGu\/N0J9Of+F4l8HjJSsQwSvZZzh1ocd6718+xbbHF6N3lCXVl7930ZaqMiChyOXf1DlzLCRRB8lTD7PoQpLlM6Kqx56NRdevVkxknD2VzDDXm+zKmqdsm4LrJ5IjVlKGJRWQCYulSjyUUuohAU6fTsXkkgAlgkAAAAAAAAAAAAAAAAAAAAhvBS5pd2Uzlh9+5TUpS6On18gC+AAAAAAAAAUyljzKi1VbAKZVH3x09S3zKc1F+bwXvaJUuflyl3RadCnXiqlGTjnqmARdVqtGpFxXuY6lclGtBV6bcJepPPKMVGvTz8V1TIlN1MKMcIAiMpzSUpZ+RdhDCEIYXYuAAAAAAAAhvCyRJ8qzgt1bilSpyq1pxp04RcpSk8KMUstt+SBhlfOvh+Ji7i\/wCIDaXCyhPT3Japr84J0tOozXuZXSVaX+zj8H7z8ljqsV8bPFaqLr7W4VXMZzSdO41rGYxfZq3T+s\/94+n7Kf1lq1cXFxd16l1d16letWm51atWTnOpJ9XKUnltt9cvqWbDMAlWyq3WpcN77+Hv3FexHG40s6dtrfHcu7j7HpeIHEvd\/EzVv0tuvU5VuRt29rDMbe2i\/KnDPT+J5k0urPLDpnOCS406caUVCCyS3FWnOVSTlN5tgAHofIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABDWQiQYAABkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEdPMqU5RalFtSi1KLTw012x6P\/kQR8DANiuDniu1Xb7obe4k1K+p6YsQpanFOd1Qj5e0XerH4\/XX73Q2y0rWNK3Dp1vrOiX9C9srqCnRuKFRTpzT9Gvz80+hzD8sYX3rJ7jhfxg3dwo1L6VoVz7fT60ua702vJ+wresl5wn+\/H5NNdCuYngELjOrbdWXDc\/p+nuTuH41OhlTr648d6+zoi5KpGKxnPmVxhjyPFcMeLG0uKekfpLb124XVGK+l2FZ4r20v3l5x9Jro\/XOUvbxmspYX4lLqU50ZOFRZNFtp1IVYqcHmmVJJdiQD4PsAAAAAAAAAAAAAAAAEPoAG0ilzKZy6\/MorRcI88cteYBEm5v3U2RGdag8VIPk9V5E0ptUJVIrmeSm2uZVm6dRJ\/cAfrAAAAAAAAALc45LhDWQCzTeJOD7SKa05Qap01ypeaK5Qecr1ElztN+QBTmpOKTZchTSKoxSRUAR2JAAAAABDeFnAb5Vlnl+IHEXbHDbQKuv7mvfZU0+SjRhiVa4qYyqdOPnL8kuraR9QhKrJQgs2z4nONOLnN5JH1Nxbl0PaukXOvbh1KjYafax5qterLCXol5tvskurfRGk\/G7xF65xMq1tB0F19L2ypY9jnFa8S7SrNdo+ap5x5vL6Ly3FfjDujizrKvNXqfRtOt5N2WnUpt0qC7c0n9uo13k\/LosI8K233Zd8JwSFrlWr65+i\/P6uJUMSxeVy3So6o+r\/AB2efAeWPyQALEQgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHxQAB9Hb249b2nrFvr+3NSrWF\/ayzSrUn1x5xkn0lF+cWmn5o3V4HeIvROJdOloGu+x0zc0I\/1KlijepLrKi35+tN9V3XMstaMlVKtWoVYV6FapSq05KcJ05OMoSXVSi11TXr3zgjcQwyjiEMp6pLY\/wB3G9Y4hVsZZx1x3r93nUxT5uxUa0cAvE7T1uVtsviNdwp6i+WlZ6nJqMLp9lCr5RqPyl2k++Jd9lFPLwigXdnVsanN1l9PuLta3VK7p85Sf47ysAGqbIAAAAAAAAAAABDeClzRE5YTI9lmOebqwC1Uk328+hW6lOhGFOcvrebLNWNan73LlR65RcqUoXcIzhPqATh20m4RzTl1aXdP1JjUor3qcMN\/ARXsKXs3PmfxIp016AH6AAAAAAAAAAAAQ0mEkiQAAAAAAACmTwuzYlJxWcZPDcWeLO3+FG3ZarqrVe9uE4WNhCSVS5qf5QWU5S8l6tpP7pUp1pqnTWbZ8VKkKUXObySLvFPittvhXt+Wr65UdW5rZhZWNOS9rdVF5L0ivtS7JerwnoXxB4h7m4lbhqbi3LdqdRpwt7eDao21LOVTpp+Xq+7fVtn597b23DxB3Bcbl3Leyr3Vd4hFZVOhTz7tOmvKC\/Fvq22z4PwL\/hWEww+OnLXN7Xw7F+6yk4jiU72WitUFsXHtf0Rl+uSQCZIsAAAAAAFOfREv\/EJYMAdfgPTuSRjIBIIXR4JMgAAAAAAAAAAAAAAAAAAAAAAAAAAAEZ+BIMAhNPPvJY9RlMYGMdhrBIAMgAAAAAAAAAAAAAEZXqASAAAAAAAAAAAAAAAAAAR80SACO697D79zZrw9eJWenStdjcR9QlK0yqOn6rWm26PlGlXk\/s+UZvquieV1Ws3bqu46PphNduvn8zUvLKlfU+bqru4rtNi1uqlnU5ym+\/tOpsKkZpOLymsprsys088OfiNntyVtsPf99KelSapafqFaWXZt9I0qkv8AqvKMvs9n07bfxqKbXJ1TWU0+jRzu+sathV5up4Pii82d7TvaenDbvXAuAA0zcAAAAAAAAALdTs8FuGJQlSb+RekslmScJqSXYAmLdCmlWqczKZqjNc9PKk\/TpkqrwUpKWeuPyJhTAKYQfd9S8o4JSSJAAAAAAAAAAAAAAAAAAABEm0uiy\/QN4WTzm\/N96Dw72zdbo3FX9nbW65YQj1qV6r+rSgvOUn0Xl3b6Jn1CEqklCCzbPmc404uUnkkfP4o8Udv8LNs1Ne1uXPWm3SsrOEl7W6reUI+iXeUuyXxaT0C3xvjcPELcdzubct37a5r+7CEf6u3pJ5jSpryivxby223k\/VxJ4jbg4nbmr7j16ry5zTtbWEm6drRz0hH\/ABcu8n19MeV+46BhGFRw+GlPXN7Xw7F+6yk4niUr2ejHVBbO3tZPfuACZIoAAAAAAEN4DeCnuYBOctFRTy+pUZAAABH+RIAAAAAAAAAAAAAAAAAAAAAAAAHyAAAAAAAAAAAAAAAAAAAAAAAAAIayML0JABHVDOSSMYZgEgAyAAAAAAAAAAAAAAAAQyQAR81n4Gy3hq8Qz0epa8O9+X2bCbVHS9QrS\/1eT6RoVZP7HlGT+rlJ9OsdafiOjz6NYfyNS8s6d9SdKqvw+JsWt1UtKiqU3+TqdGTbw4tFZq\/4YuP8r36Lw03vet3UUqOkX1WWXWS7W85P7aX1G\/rJYfVLOzyll4wc5vLOpY1XSqeD4riXu0u4XlNVIf4KgAaptAAAAAAAplHOSoAFHJ1zgqSwSAAAAC06qx3JU\/uyWq0JQ\/WQw16FVdyUliLawAXlJMksxm\/NMup5AJAAAAAAAAAIbwm\/QN4WSiU1ytvoAfi1vW9L29pN3retXtKzsbKlKtcV6rxGEIrq36\/Jd3hLq0aBcaeLuqcWdzyvZOrb6PZOVPTbOT604Po6k129pLz9FiPZZfsPEtxue\/dWez9tXWdu6ZVxUqwl7t9cRfWfxpxfSPk3mX7Jgz5\/MvGBYT0aHSKy672Lgvt\/u8p2MYl0iXMUn1Vt7X9fvAdPJEgFjIMAAAAAAFPN6B5zgqUUlmXcxtBHI2shLHcduhJkAAAAAAAAAAAAAAAAAAAAAAAAAAjK9TAHnjJ6zh\/wt3rxNvqlntTSfbQoYVxdVZ+zoUc9lKb82vspOXwPJpuTSisyfRJ+vkdGeDO19O2jw80vR9OoRgoU+atNLrVqv682\/Nt5+7C8iJxfEXh9FOCzk9hJYZYK+qtTeUVtNcKXgo3y4J1d46FCeOsVRrSSfzws\/gU1PBRv5L9Xu\/b8v4oV4\/8AlZuRJZRGOnf8irf9QX3\/ACXkix\/\/AAdn\/wAX5s0ouvBtxUoJ\/R9U25c48o3VWH+NM+Jd+FPjXa5dPb1jdJf\/AMPqVJ5+Sk4s3yafqw4prDPuPKO9jt0X4flHxLAbV7M14\/g51ajwM4waU39L4da1JLzoUVcL\/wANyPJ6loetaPJ09X0bULCS6NXVrUpNf2kjqDyopqUadaDp1qcZwl0cZLKa+RtU+VFVf1Kafc2vs158nab\/AITa71n9HLKMoyWYzUl6pjr\/AO+h0h13hFwx3In+mdiaLXlLvUVpCnU\/twxL8zHe4PB9wo1RTqaRLVtGqP6qtrv2tNfy1VJ4+CaJClyltp\/1IuPr++RpVOT9xH+Ek\/T98zSIk2N3J4LN22fPV2tuzTdSgllUrylO2qP4Zjzxf34MS7o4NcUdnKdTXdl6jChDq7i3p\/SKKXrz0+ZJfPBK0MStLj+nUXs\/JkbWsLmh\/ODy8\/Y8YCMp5Sksrv17fAdumTeNMkAAyAAACMr1JISS7ADP5kkYyO3yMAkAGQAAAAAAAAAAAAAAAAAAAAAB8QACacpU5RnTlKEotNSi8NNPKaa6pr1N2fDZx0jxA02O0t0Xa\/pJp1LMKk3j6fRXT2i\/3kenOvipebxpKfs0fWNS0DVbTW9Gu6lpe2NWNehWpv3oTT7\/AB9Gn0ayiPxLD4YhR0JapLY+D+uJu2F7Oyq6a2Pav30OoKll4xj5lZjrgrxY03ixtWGqU4woarZ8tDU7OL\/qquOko+fJPq4v5rumZCU8vGDnFWlOhN0qiyaL5SqwrQVSDzTKwAeZ6AAAAAAAAAAAAH46VzCM3Tbfs\/JvyL9SU4JSgk4+Zap2nK81JJxRPV+5B+7noAVqbn5YXoXY9iiEMIuAAAAAAAAAiTwsgET+qzW7xV8anoVlPhpti7lHUr2knqlenLDtreS6Uk\/Kc0+vmofxJrKPGnipY8K9m1tYkqdbU7rNvpltKX9bWx9Zr9iH1pP0wumUc+dS1G\/1jULnVdVu6l1eXlWVevXqPMqs5PLk\/nn7l0RY8AwzpE+k1V1Vs7X9L3IDGsQ5iPR6b6z29i\/J+ZYSwuiXoiQC8FRAAAAAAABGAAVPDWfMpSwM9c+RgEgAyAAAAAAAAAAAAAAAAAAAAAAAAAQ4ryJAApvlbaXVdn6G\/Xh64h6dvPZFrQ+lQ+m2qcKlJtc2fPp8H+RoKnjol2Pt7W3fre0L\/wDSOhX07eovrRxmE\/4l\/n3+JF4rh6xCloJ5NbCQw2+djV0ms09p01KXJLoaZ6D4vd+2Vh7OvoWj3MlJ+9UlWzjH8TP3f\/GrvKlP9dsvRKi\/duasf8mVJ4Bep5JLzRZ1jdo1m2\/Jm3+UDU+08cF8mvp3DmjL\/sdUa\/4qR9yx8be1qsl+ktjaxbrzdG4o1V+bieUsDv47afqvs+44xZS\/v9H9GyoMJaZ4vODt\/JRurvV9Ob6P6Tp8ml99NzPaaNxv4Sa\/JQ0ziDospy7QrXKoSf8ALU5WatSwuqX86cl4M2oXtvV\/hNPxR7khlm2vbS8pRr2dxSuKc\/qzpTUov70Xebp2NR6tTNjNMcvxI5F5+uSpPL7EgzkeM3dwe4bb3jKW49o2FevLP\/SadP2NfPr7SGJfi2jBu8\/BXbyU7nYO66lF\/ZtNVjzxfwVWCyvvi\/mbSMhxyb1tiV1a6qc3lw2ryZp18Ptrn+pBZ8dj8znBvbhFxF4fSlPc+2LqhbRfS8or21s\/T9ZHKX82H8Dx\/l8H1R1NnShUjKE4qUZJppro16P1MTb+8MXDDeyq3dtpn6B1KeX9J02MacZSfnOljkl9yT+JYrTlNGXVuY5dq+iBueT8lrt5Z9j+\/wAGhgMt8RPDJxI2Kqt9Z2a3BplNOX0nT4SdSEfWdHrJfOPMviYkaw2n5ZTXpjuiy0LildR06Mk12EDWoVLeWhVi0wCMdcEnseQAABC9CQDAAAMgAAAAAAAAAAAAAjLz2HUAkEdyQAAAAR1XVMkAHq+GPEbWeF+7rXc+kNzpxxSvLXmxG5t21zQfx84vykk\/VPobtbc2j7w0Gy3JoN0rixv6Sq0p+fo4yXlJNNNeTTOY5nDww8ZXsHcS2lr91jQNZqpQnOWI2d0+kanXtCXSMvLPK\/XNex3DOlU+fprrx9V9rcTeDYh0efM1H1X6P6N4AURnl9u5WUUuQAAAAAAAAAAAB+WKqSWJSb+ZejDAhDCLgBHYkAAAAAAAAhvCyfk1LUrLStPutT1O5p21paUpV69abxGnCKzKT+CSP1S7Gqvi84tdY8K9Cuu6hX1icH5fWp0PyU5L05V6m3Y2c76uqMfHsX76mpeXUbOi6svDtZhXjLxPveKu9LnXanPT06hm3023l\/srdPpJr9ub95\/NLyR4QnK9AdLo0oUIKnTWSWooFSpKtN1JvNsAA9T4AAABCfUN+hCMAlde6JGSOvkZAfoH0XYY9SH7xgErJJCWCQAADIAAAAAAAAAAAAAAAAAAAAAAAACfKslOcsno+hLSSwjDBct6zpZi\/qy7kVZJvo0UAZDMLoADIGSOjWGsr0fYkAwfr0vWdY0Oqq+iare6fVXadpcTotf2GjIu3vEvxk29yw\/pW9Toxf8AV6nQjXz\/AD4U\/wC8YvHY8K1tRrrKrFPvR7U69Wj\/AE5NdzNp9reNmOYUd57Kkstc1xplxlY\/7Kph\/wB9mY9o+IHhPvOUKOm7ttbW6qdrW\/zbVc+i58KT+EWznqQ0pLlayn3T7ERccnbSrrp5xfZrXkyToY5dUtU8pLt2+aOpyqKSUlhprKee6JUubqc3dncWOImw5QW2N2X1tbxf+q1J+2t3\/wB3PMV92GZ82N40oSlTtOIe2nDPSV7peZL5yozeV84yfyIC55O3VDXS667NT8vpk1b47b1dVTqv08\/vI2oIaysHnNocRNl79tPpu0dw2eoxX9ZTpzxVp\/x05YnH70j0Kk28YIOcJU5OM1k+0mYzjNaUXmh7Pr1fUxxxK4AcPOJUat3qOmKw1aaytSsYqnVb\/wB4vq1P5k36NGSW8Fuc8rGT6o1qlvLTpSafYfFWjTrR0KizRoNxP8O2\/uG3tdQ+j\/prRoe99Ps4PNKPrVpdZQ\/iXNH4oxYnlJp5T80dRarTTT6p\/gzBHGDwsaDumjca\/sanDTNZm5VqlBdLa5k+rXL\/ALOTfmunqvMtmH8otNqnd6u1fK+UVu+wJxTnba+z6NMgfR17bmu7X1CppW4NKubC6ptp061Nxbx5r1XxR84tMZKSzi9RXGnF5PaAAfRgAAAAAAAAAAAAAAAAAAhrzQTJIMAkAGQAAACGk+6ySPuyYBux4WuL73ttz+h2u3bnrmh0lGE5v3ru0XSM8+co9IS\/lfm8Z2jLPkcytm7t1fY25tP3TodTlu7CqpqLeI1YPpOnL4Si2n80\/JHRnZW7dI31trT91aHW57TUKKqRT+tTl2lTl6SjLKfxRQ8ew\/olXnqa6kvR8PHavEuWDX\/SafNTfWj6r9+D7wAIEmwAAAAAAAAAAAAAAAAAAQ3hZxkkpl2APG8WeItlwy2Pf7ouVGpcQj7GyoSf9fcy+pH5faf7qZzs1PUr\/WdRutW1W6lc3l7WnXuK0+9SpN5k\/wAfwXYy14n+J\/8AT3fU9F0y459G29KdtRcZZjWuc4q1enfDXIn6RfqYcz3L\/gVh0O35ya60tfcty+SkYxe9KraEX1Y6u972AAThEgAAAh58kSF6YAIj36kgAAAhv4AB+hIBgAAGQAAAAAAAAAAAAAAAAAAAUp5kVtdcgEAdh27gDp5lOW+iGckpYMAJYJAAAAMgAAAAAAAAAAAwCB0JBkF+xv77TLylqGmXtxaXVF5p3FCrKnUg\/hKLTRnfh14vd5bdlSsN72kdxWMWo\/SI8tK8gvXPSFT70m\/2jAJDSxhmrc2dC7jo1op+\/me9vdVrWWlSll7eR0d2JxZ2LxJtfb7V1unXrQjzVrOp+ruaP8VN9cfFZj8T1bhz8rpvGfj5HL2zvLzT7ulf6fd17W6oSU6VejUlCpTfrGUXlfcbDcLfF5rWiTpaVxJtZanZdIrUbeCVzTXrOC6VF8Y4l8JMqd\/ydqUs52z0lw3\/AJ9PEs1ljsKnUuFk+O78G3jja83spNOXzJclQj7Kbai+kX\/kfG0PcG3d5adS17a2r22o2dbtUoTzh+kl3jJecWk15n2KrU3GPdpZZW5RcHoyWTJ+MlJZxeaPibq2ZtLeulT0fcuiW+oWsnzKNSLUoS9Yzi1KL+KefL4GpHGLwu6\/s1V9w7JVfWNFjzVKtvjmurSPm8JfrYL1iuZLun3N1I0\/xK1TS7G9Y4lcWEv9N5x3p7PwaN5h9G9XXWT47zlksNJp5X+I8+xulxt8L2kbz+kbn2NChpmvNOpVt8KFvey+PlTqP9pdG\/rL7S051fSNV0HUrjRtasK9le2k\/Z1qFaPLOD+XmvNNZTWGmy+WGI0cQhpU3rW1b1+O0pt7Y1bKeU9m57mfkAxh9enwYJA0wAAAAAAAAAAAACE2SAAAAAAAAAAAAAQbAeEviq9r7mlsHV7nl0vXanNaSk\/doXuMJfBVEkv4ox9Wa\/lVOrUo1IVqNSVOpTkpwnFtShJdmn5NPqa15awvKMqM9\/o+J72txK1qqrDav3I6mKXXGCsxvwH4l0uJ2wrTVK9WH6Usv+ianTXdV4pe\/j0mmpr5teRkg5jWpToVHSntWo6FRqxrwVSGxgAHmegAAAAAAAAAAAAAABD7GKvEbxMfDnh5cSsK3s9Y1nNjp+H70G179VfwR6r95xMqy+qzn\/4ieI74icR7ytZ1\/aaVo\/Np9hh+7JRf6yov45p4f7MYktgtl025WkurHW\/hePtmReLXnRLd6L60tS+X+7zF\/bKXYkA6KUYAAAELqySEuhgEgAyAAQ+wAz5IkhLzJMAAAyAAQASCH06vt6l+hY31zS9ta2NzXhj61KjKcfxSwYbS2jaWQHlSlB5Uo94tdV815EYMgkAAAAAAAAAhkgAoafpgnmlnCfcqysYZRKPXqsGAVxjyPnm8CS5nkpxJ922SkkYASSJAMgAgro0atxVhQoUp1atSXLCEIuUpP0SXVv4GQUg9ZS4ScU61ONWlw43JKE1mMlptXqvvRZr8MOJVqs1+H244L46ZW\/8A9Tx6RR\/5rzR6cxV26L8meZB++72\/r9hlX+ganbY7+2sqsMf2oo+c5xT5ZTin6N4Z6pqWtHm01tKgMPGcdxgyACMEgEDt\/wCpIAIWV0ZJHlhhAEgAAAAA9BsviBu7h3qf6W2lq9SzqywqsH71Gsl5VKb6SX5rya7m4PB3xLbX4iTo6Lr6hou4Z4jGhOf6i6ljvRm\/N\/sS6+jkaOvqE2vqrGO3wZGX+FUL9ddZS4rb+TfssRrWTyi848DqapdUuUuGmvBXxUantp2+2+I9avqOkRxTo6l1nc2sey9p51YL1+sv3uiNvdL1XTtasLfVdJvaN5Z3UFUo16M1OFSL7NNdyi32H1sPno1Vq3Pcy5Wd9SvYaVN6963o\/Y45WMmOeMHBPbHFnS8X0Y2esW0GrPUqdNOcP3Jr7dNvvF9u6aZkZPPlgSWVg1aNapQmqlN5NGxVowrwcKizTOaG+dhbm4da\/V25uiwdvcQXPSqReaVxTzhVKUvtRfyyuzw0ef8AmdIuI\/DXbPE3btTQdyWzljM7a5ppKtbVcYU4N\/mnlSXRpmhnE7hhuThXuCeia\/S56NTmnZXlOLVK6pJ9457SX2o9107ppu+4Vi8L+OhPVNbuPavopeJYXOyenHXDjw7\/ALPIAdV0+4E0RQAAAAAAAAAAAABD6okAAAAAAAAAAEdfJ\/IkAGU\/DjxM\/wBHPEK2jfV\/Z6PrbjY3ybxGm2\/1VX+WT6v9mUjfpSz3WDli0nFprKaaa9Tffw18SHxB4d21K\/r+01bQ2tPvW3700l+qqv8AihjL85RkVHlLZbLuHc\/h\/HkWbALvbbS718r58zLQAKkWcAAAAAAAAAAAAFLfKslREscryAYq8R\/EZ8P+Gt5Kxr+z1TWc6dY4eJQc1+sqL+GHM0\/VxNBcJdF0S6IzD4pN\/PePEy40mzr8+nbci9PpYeYyrZTry\/tJQz\/uzDv3HQ8Ds+iWqcv5S1v49PXMo2L3XSblpPVHUvkkAEwRYAAAIXYkAAAAEPPkCQAAAAAAAPkff2PsTc3ETXKegbU06V1cSXPUqS92lb0849pUl9mP5t9EmfW4VcJ9ycV9fWl6PT+j2Vu4yv7+pBunbQfZfvTf2YJ9cNvCWTfHh\/w72xw30Cjt\/bNiqNNe\/WrTxKrcVMYdSpLzl+SXRJIhMVxiFgubp658OHf9EthuFzvXpz1Q9+77Me8MPC5sLZdGjfbitaW4tXwpSq3dJO3pS9KdF9P5pZl59DM1K2o29KNGhShSpwWIwhFRil6YRcUUupUUavdVrqWnWk2y40belbx0acckeX3bw12HvehKluna+n38mulWdJRrQ\/hqRxOP3M1r4n+D7UtLp1tX4ZXtXUaME5S0y7klXiu7VKp0U\/4ZYfxb6G3bWVgp5M+f5HvaYlc2T\/0pauD1r97jwusPoXa\/1I6+K2nLe7tLrT7qtY39tVtrm3m6VajWg4TpzXeMoyw016MtP4\/I374zcBtt8VLGd7FQ07cNGny22oU4fXx2p1kvrw\/OPl5p6N7r2lr+yNcuNu7ksJWl5bNZi3mM4P6s4S+1F46P7ujWC84bilLEY9XVJbV9cUU+\/wAOqWMteuL2P93nyAQMpvBKEeSAAAAAAml1KZScn1KiEkgCQAYAABkEN8qb69E+3c3x8PnBnSOHe17PWL6ypVdyalQjWurmceadCMllUKbf1YxTw8d3nPklohTn7OcajjzcklLHrh5wdPdB1ay13R7DWtOqRqWt\/bU7ijKLynCcU1\/iVjlNWqU6UKcdUZN5+GWSLByfpU51ZzltWWR9BRXccpUCl5FtKORN5fU+bqW1ds6xlatt7TL1Puri0p1P+JM+qDMZOLzi8jDipamjGus+HTgxrSnKvsOwt6k\/t2TnbNP\/ALuSX5GPtf8ABZsi7jKe3d0axpk+uI1+S6pr8VGWP5jYsh9V5G7SxK7o\/wAKj8Xn7mpUw+1q\/wAqa9vY0k3L4PuJ+jqVTQrrStdpLLUaNV29Vr15Knu\/hMxJuTZm7dn1fY7p23qWlSfRSureUYS+U\/qy+5s6aci9WW7iztryjO2u7elWo1Fyzp1IKUJL0cX0ZK2\/KW4hqrRUl5P69CMrcn6M9dKTj6r79Tlt8fwBvlvTwu8KN2+0uLbSJ6FeTy1X0ySpxz8aTzTa+ST+Jr5vrwmcRdsyrXO250Ny2dOPPi3XsrpR\/wCyk2pPp9iTfwJ+1x2zudTlovt+9hC3OD3NvrS0l2fW0wfnqkSXbyyvNOu6ljqFpWtbqhJxq0K9NwqQfxi8Nfei0TCIvYAAZAAAAAABHnld\/UyPwg43bm4Taiqds53+h3FTmu9NqTxF571KT\/2dT49n5+TWOSMZXVZPKtQp3EHTqrNM9KVWdCaqU3k0dLdjb721xC0GjuPa+oRubar7s4NctShU86dSPeMl6efRrKaZ6HmbaXL3ObfDriTubhlr8Nd23dY5sQurWo26N1Tz9SaX5SXWPl0ynvnwv4n7a4pbfjru36zjVp4heWdRr21rVf2ZJd08Nxkukl1XmlQcVwieHy04a6b38Ox\/Zc8NxSF6tCWqa3ce49m1lYPN792Ft7iLty423uW19tb1ffp1ItKpQqL6tSm\/syWfk1lPKbR6JSy8Y6FTWURMJypyU4PJolJwjUi4yWaZzg4o8MNwcK9yS0LW4OrRqZnY3sItU7qkn3XpJdFKPdPHk03474nSbiNw52\/xM2zX23uCk+Wfv29xBL2ttVS92pBvzXmuzXRnP3iBsLX+G+5rnbG4KCVai+ajWgn7O5ot+7Vg35P07prHdF\/wjFo38NCpqmtvb2r5KTieGuynpQ1wfp2M84CM+RJNEUAAACMrOA1lEOOfNmNYKgR28yTIAAAAAAAAAAAAAAAHmZT8N3ET\/R\/xLs\/plx7PS9bxp15zPEYuT\/VVH\/DPCz5RnIxYQ+qx26eTPG4oRuaUqU9jWR6Ua0qFRVI7VrOpynmWMFZjjgFv7\/SHw10zVbmsquo2adhqHXr7emkuZ\/xRcZ\/zGRzl1ajKhUlSntTyOi0asa1NVI7GswADzPQAEN4AJAAAAABDaSz6Hj+LO+KfD3h\/rO6HKPt7ag4WkX9q5m+WksefvNN\/BM9g3hepqZ40t7+31HRuH1pXThawep3sYv7cswoxfxUeeX3o38MtemXUKT2bX3L9yNLEbnotvKotuxd7NZKlSrWqSq15yqVaknOc5d5Sby2\/i22yCPIk6XsOfgAGQAAAAAAAAAAAAACACT3HCPhPr\/Fjca0rTua20+1cZ6jfyhmNvB\/ZXlKpL7MfvfRM+Xw92FrvEjdFrtjQaS9rV\/WV68lmnbUVjmqT+Cz27ttJd+nQbYGw9B4dbZtdr7etnChQ96pVlj2leq171Wb85PH3LCXRJEHjGLKwhzdP+o\/Tt+iWwvDXey05\/wAF69hf2Zs3b2xdAttt7ZsI2tnbLt3nUn9qpOX2pvzl93ZJH3VHDzkKOH3+4qKDKUqknKbzbLrGKglGKySAAMH0AAAW6iymjFfGvhfonEjQnb3sY0NQtVKdlexh79GT7p\/tQf2o\/f3wZWmlg+HrNLnpSXbobFtVnQqKcHk0a9xSjVg4TWaZzc3DoOqbY1a50PWbb2F3ay5ZxzlP0lF+cWuz\/wCZ+BY5c5NpOOfD+huezd1QhGGoWiboVcY5k+rpy+D\/ACfX1T1dqW9a1qVKFzTlTq05OM4SWHGSfZnRbG7V3TUt+8ol5au1qaO7cUghPJJvGqCH8CQARjzZIAAAAAAABBmvgf4ktT4YWkds6\/Y1dW0CMnKjGnNKvaOTbkoc3SUM9eRtYbbT8nhUjCNe5taV3T5uss0e1C4qW0+cpPJm8lHxecHKsFOd3rFFtdYz02o2n6PlyvwZ+638VvBOu8T3LdUfL9bptwsfhBmhywuqQ+BDPk3ZvY5ea+iVWP3S3R8n9nQmy8RPBW\/koUOIemQb8q7nR\/8A8kUer0re+ztcS\/Qu6tIv3Lsra+pVH+EZM5l5fqynlhnm5I59cdV8meE+TFF\/wqNd+T+j2jyhqr+cE\/NfZ1QUhzr5nM\/RN\/75201+gN4azYJfYo3tRQ\/sNuP5GStueLbi5orjDU7jTdcoxWMXlsqdTH8dLl6\/NMj63Jm5hrpSUvT98zdpcoKEtVSLXqbzKWWVGue1PGdsvUJQobs29qGi1HhOtQauqOfV4Sml\/KzNe1d\/7M3tb\/Sdqbk0\/U4pZlGhWTqQ\/ig8Sj96RD3Fhc2v9aDXbu89hK0L23uf6U0+zf5HoGsrBb9jHnlPLy0l+D\/5lXM08NFSeX2NTabR4re3DLZ\/Ed3Npu3btO4jSp04292lyV4P3s8lRe8sZXR9H5pms3Ezwj7m277TU9g3NTXbKOZO0qJRvIL93GI1fuUZfus3Oaz0KHTTTXk\/UkbTFLmyf+m+rwez8eBoXWG0Ltdda+K2\/vect7q0urG5q2V7bVbe4oycKtKrBwnCS7qUX1T+DLZ0S4l8Ftj8UbVrX9OdG\/hFKjqNtywuYY7JyaanH92Sa69MPqaccV+AW9eFlSd7cUf0nofNiGp20HyQWeirR6uk+3Vtxf7WehccPxqhfZQfVnwe\/uZVb7Ca1n1l1o8ftGNAGsf80CZIsAAAAAAHoNib83Fw53FQ3Ltq89jXpYjVpSy6VxSz1p1Eu8X+KeGsM8+FjzPicI1IuE1mmZjKUJKUXk0dG+F3FDbvFLbcNf0Sp7OtTap3tlOWatrVx9WXqn3jJdJL45S9kp5fRfec2OHXEPcPDLctDcu3q\/vwXs7m3k2qV1Rz1pzXp5p94vr6p9A+H+\/dA4j7attz7euHOjWzGrSnj2lvVS96lNLtJZ+9Ya6NN0DF8KlYT04a4P07H8F2wzElew0J6pr17T0zWTH3GXhJpHFja89MuZQt9StFKppt645dGq+6l5uEsJSXyfdIyDnsvUSWVgiqVadCaqU3k0SVWlCtBwms0zl9r2hartnWbzQNcsp2l\/Y1XSr0p91JfHzTWGmujWGfhN2\/EvwRjv8A0R7r23aZ3HpVJ5hDCd9brq6T9Zx6uH3x81jSRpptYaa6Yaw\/j0OjYbiEMQo6a1SW1cH9PcUO\/sp2NXQezc+wjHqx8iQSJpEJ+TJIayEASAAAAAAAAAAAAAAAAAAQSO3UAz14QN9\/0f39cbRu6vLZ7jpfqlJ9Fd0k3H+1DnXxaibqKWehy70jVb3QtVs9a02o4XdhcU7mhL\/eQkpR\/NY+9nS3aW47Pd22tL3Pp0k7fU7Wncw69Y80cuL+KeU\/imUnlLa83WjcRWqWp96\/HsWzALnTpOg\/7da7n+fc+yACtFhBD7EgAAAAAFMpKKyAUXFalbUKlevUUKdOLnOTeFGKWW\/wOa3EXd1bfe+Na3bUlJw1C7nOgn9mhHEaUfugom6HiW3u9qcKdXjbVHC71ZR0yg4vr+typtfKmpmhnwx2LjyZtdGE7h79S+f3sKpj9zpSjQW7X9EgAtRXQAAAAAAAAAAAAAAB083gvWVld6jeUNPsbWpc3NzVhRo0aazKpOTxGKXm2yz8jaXwi8IYzX+lTX7ZPPPR0anNdl1jUuMfHrGL9OZ+aNO\/vIWNB1peC4s2bO1leVlSj49iMvcDOENlwp2pCzrRp1tbv1GtqdyuuZpdKUX+xDLS9W5PzMlKPK+j6fIlR659Co5pWrTuKjq1Hm2X+jShQgqcFkkAAeZ6gAAAAAFM+x+C5tlcRk33Xkj98llH5+sJ58n3Mp5PMw1mY23doLr0pumk8+RrBxX2DUU6ur2dBqtSX66CXWpBea+K\/wAPkbs6jpFO4VSopcuVnHk2Y23NtWndRmpUOq9UTeG37oSTIe\/slXizRLlUOuShyeTIvF7hrc7Qvv0vY28v0ZdzcWorpQqv7PwUvL45XoY6SS7MvNGtGvBVIbGU+rSlRm4S2lQAPU8wADIAAAAAAAAAAAAAAAAAAHTskXLa6urO5p3tnc1re4pNOnWo1JQqQa81JPK+5lsgxtBmjYnis4mbTlStdbuKW5LGOE4Xr5bhL4Vl1f8AOpGyvDnxGcN+IbpWNHUnpOq1MJWOotU5Tl6U555KnyT5vgjQMPr09epD3mB2t1rS0ZcV9bCUtcXubbU3pLt+zqbzolS64NC+GXiV39w9dKwvbmWv6NDEXaXtVupSj\/uqzzKOF5S5o\/Bdzbvhrxi2RxQs\/a7c1LlvoRUrjT7nELmj8XH7Uf3o5XxKjfYRcWHWks48V88P3WWeyxShedWLylwfxxPdSXMsFmvbUbilOjcU4VaVWLhOnOKlGUWsNNPo00XFPLwkVPqRXaiRyzNXONHhOpXKuNycK7eNCt1qVtFbxTqeroSfSEv3H7r8nHsar3Ntc2N1Vsry3q29xbzdOrRqwcJ05rvGUX1TXo8HUh0000+qfR9O5ifjX4fdvcU7Sep2bp6buOjT5aV6o+7XS7U66X1l5KX1o\/FLldnwvH5UmqN0848d67+K9e8r2I4LGpnVttT4bn3cDQvzB9Tc+19e2brdzt3cunVLK\/tZcs6c+0k+04vtKDXaS6M+UXOMlNKUXmmVWUXF5SWTJAB9GAAACDIHBji1qvCbdENQourcaTeONLUrOL\/raafScV29pHOU\/Pt55XgAu\/U8q1GFxTdKos0z7pVZ0ZqpB5NHT\/Q9a0vcOlWmuaLe07uxvqUa9vWpvKnBro\/VfFPqmmnhn0GsmlPhf42S2VrUNj7luktC1Wqvo1WpLCs7mXTOfKE30fkpYfTLZuopczxg5xiNhPD63Ny2PY+KL7YXsb2kprbvXaJYSbbSRpv4rODi23qkuI+3bRQ0vU6qjqNKmulvdSfSpjyhN9\/Sf8SNxqj93C8z52u7f0\/cOjXmhaxbU7qyv6MqFxRmuk4SWGvn6PyaTMYfezsK6qx2b1xRm+s43tF03t3PgzmIuy\/yJPVcTeH+qcMt4Xm1tRhUlTpy9pZ15r\/WLZt8lTPbOFhrykmjyp0mnUjVgpweaZQKkJUpOE1k0AAeh8gAAAAAAAAAAAAAAAAAAAAEG4\/gz3m9V2dqOy7qrmvodz7agm+v0atlpL4Koqn9pGnHbyMqeGfeH9EOLmle2q8lprKlpdx16frMOm3\/AN5GH4si8YtulWc4rata8PwSGF3HR7qMnsep+P5N\/QUpt4yio5wX0AAAAAAH4765VKlJ+iP1yeItnkd2atG1t2ufDfU9KcNOWR5VZ6KzNWfFvu96ruXStr0auaem0JXdVJ\/7Wo+WK+6EX\/aMBZSPQ8QtwT3PvLWNclNzjcXUo0m\/+qh7kPyivxZ5\/kjKK5fmdLsqCt7eFLgv8lAvK3P15VOL9CE2+mCc5EcoYXobZrEgAyAAAAAAAAAAR9xI79PXoAes4W7BvOJW99O2pbc8KNeftbytH\/Y20cOpLPk8e6v3pROi+l6bZaRYWul6bbxt7Szoxo0KMFiMKcViKS9EkYH8HvD+GibNuN9XtHF5uGfLbtrrC0ptqOPTnnzS+SibBqKjjD7FAx+9dzc81F9WGrx3\/RdMFtOj0Ocl\/KWvw3fZUACDJkAAAAAAAAAh9S1UhkvENZQBYcY1KPLLyPx3el0rym1KKTx3x+R9Hk+BUkZTa1ow0mY83Rw\/0zcWlXej6rbKrbXdN06scYfXzXo10afqkzRbiFsbVeHe6bvbOqxlJ0Wp29ZxwrihL6lRfhh+kk0dKKtGFVYkll+eDD3iR4RR3\/smpqek2\/Nruhxnc2nKver0+9Sj8cpZX70V6snsGxR21ZU6j6svR8fshMVw5XFLTprrL17DRT4EkZTWY9n1RJfCnAAAAAAAAAAAAAAAAEN4DaRjMEgjK8iRmAADIAAAIP0WF\/f6Xe0dR0y9r2l3bTU6FehUcKlOXrGS6plgGGk9TGeRtZwb8WtO4dDbvFOcKVR4hR1mEeWnN+SrxXSD\/fiseqj3NnqFxRuqdOvb1IVaVWKnCpCSlGUWspprumvM5a9c5ykZb4KeIXcPC25o6RqbrartqUsTtHPNS1T+1Qb\/ABcG+V+WG8lXxPk\/GpnVtFk98dz7uHt3Fiw7G3DKlc61x++PftN9SGlJYPk7Z3VoW8dGttwbb1GlfWF1Hmp1ab\/GMk+sZLzi8NH1ebLSSKdKLg3GSyaLVGSks4vNHguLXB\/bfFjQXYaovo2o2yk7DUacU6lCT8n+1Bv60X37rDSa0L3tsrcPD7cNztnctn7C6t+sZJt061N\/VqU35xf5dU8M6ZNZWDwfFzhLoXFfbktL1Jq3v7dSqWF9GCc7eo\/8YS7Sj5rHZpMm8IxeVjJUquum\/TtXyiHxTC43a5ymspr17DnW1gk+tuzamubJ1+72zuOzdtfWc+Wcc5jNfZnB\/ahJdU\/808fJL7GSmlKLzTKZKLi3GSyaAAPowCCQAMc3Rrv0fxN1PC1xje9dA\/oZuC659c0WkvY1Kj9+7tV0jJvzlDpGX8r82aVn1tp7n1bZm4rDc+hV\/ZXmn1VUpvPSa7ShL1jKOYtejfngjsTsI39B0\/7lrT7fybtheSsqynue3uOmdTL8u3ciftKlH9W8Tj5ep8PYu89I4g7V0\/deiy\/6PfUlKVNvMqNRdJ05fvRkmn+Pmfdp5hPq+j7nN5wlCThJZNF+hJVIqUXmmYj8S3DKG\/tgVNRtbeMtb0KMrq1cV71Snj9bS+OUspftRS82aJHUavTzNuTyu6Ro\/wCJ\/hZDYe81r2kWipaNuCUqtOMI4hb3K61KS9E\/rx+cl2SLVycxDLO0n3r5Xz5lbx6yz\/7mHc\/h\/BhkELqSW8rAAAAAAAAAAAAAAAAAAAAAAK7evXta9O6tqjhWozjVpyXeM4vMX+KRQR8jG0HTPY25KO8NoaPui3cXDU7KlcPD6RlKK5o\/dLK+4+8YD8HO6Hq\/Di627WquVXQb6cIr0oVv1kP7zqL7jPhy+9odGuJ0uD1d270OiWdbpFCFTivXeAAapsgAAH5r+sqFtObfy6mAONu8paXoWp3NKridO3lGGH152sL82jMu7dQjbWjjzYSWWac8etwTu6MbGE3m4ueaST+zHr\/jyk3g9tz1ZZkPitfmqbyMLNfZ74WMsq5eVEYkmsol9Xkv5SgADIAAAAAAAAAAAAB9Hbmg3W6Nwabtux\/1jVLulaU36Ocks\/JJt\/JHzvx+4zZ4RdsLXOK61WrBSpaFY1bpZWUqs\/1UPylN\/ca15X6Nbzq8F67vU97Wj0itGlxf+TdTRdJs9C0my0XTqfs7SwoU7ahD0hCKjH8kfQKUupUctbbebOixSSyQAAMgAAAAAAAAAAAAAAApksprJURL6oBoD4j+H9PYHE29p2FD2em6xH9JWaS92HO2qsF6KNTmwvJSRi43U8YOzY63w6obno083O3rqNSUl529VqnNP5S9m\/5WaVHRsGu3d2kZS2rU\/D8ZFDxW26Ncyitj1rx\/JIAJUjgAAAAACCUm32L+n2F7qt9baZp1vUuLu8qwt6FGmsyqVJNJRXxbZuLw38I+ydI06jc8QaUtc1WpHmq0PbTha0G8e5FRac2v2pP5JGhfYlQw+KdV63sS2m5Z2Fa+k1T2La3sNM8NeTGHnqdB5+HHgnUWJcPdOWf2ZVI\/4SPk6h4VuCd3F+y2tWtH622oV44\/GbRFx5TWr2xl5L7JF8n7lbJR839Gh9Kk61T2alhepTcUalvPll1T7M3D1fwXbDu\/\/wBR7l1zT6nde1lTuIL7nFP8zw2v+DzetvCpDRdx6TqvIulOtGdrUn6Y+tHP3o2qWOWVV5aeXen\/AINapg93TWuOfczXm6hGhyKHmuvxLUWsdWe33fwr3zstZ3VtPULWlBY+kRpurQ\/+pT5or72jxlaNrFYoT5m\/NSykSdKrCrHSg812EfUpSpvKSyZSCEunf5knqeYABkAAAAjrgkAHuuE3F7cnCfXPp2mTd1plzJfpDTpzxTrx\/aX7FRLtJfJ5XbfTY++Nu7\/2\/b7k2zefSLWv7sotYqUai+tTqR+zNea+9dGmc0Pme54ScWNe4Tbijqmm81zp9y4w1GwcsRuKa815RqR+zL5p9GQOMYPG9i6tLVUXr2P4ZMYXikrSXN1NcH6HRbmy8EtZWD4u0d16HvXQLPcu3L1XVjew54S7Si+zjJfZkmmmvJn2yhyi4txksmi6RkppSi80zFXHngtZcV9ue0s4U6O4dNhKWn3MuntF3dCo\/wBiXl+zLD9U9Cr+wvdLvrjTdStaltd2lWVCvRqx5ZU6kXiUWvVM6ky7M1r8VnBX9NWNTibtizlLUbKl\/wDNaFKOXc28V0qpec4Lv6x\/hWbJgOKcxJWtZ9V7Ox8O5+5AY1h3Ox6RSXWW3tX2vY1EBHT1TXquzJLsVIAAAEEkAGevCdxTe092S2Rq9xy6VuColQ5niNG9xiL+CqLEH+8oG6TSlLt95y1hUnSnGpTnKE4NSjOLxKMl1Uk\/J5Wc+p0J4EcSI8TeH9lrFzVi9TtH9D1KCaTVeCXv49JxcZ\/zNeRTeUljoSV3BanqffufiWnAbzSi7ab2a13b14GQeTr16s8bxd4eW3ErYWpbYqOMbqUPbWNWS\/qrmHWnLPkm\/df7sme3KZdIsrNOpKjNVIPJrWWGpTjVg4S2M5a3NtcWVzWs7uhKhXoVJUqtKaxKnOLalFr1TTRbM8eLjh2ts74pbxsKKhYbki5VcL3YXkElP5c8eWXzUzA+Ph+J0+0uY3dGNaO\/9aOeXNCVtVlSlu\/UAAbJ4AAAAAAAAjD82ASCOoTTMAkAGQAAAB08wADPPg53K9K4l3WgVJ4pa5p84xjno61F88f7rqm6qfVYRzX4YbhW0+Im3NwSm407PUqLqtPH6qUuSp\/clI6TRzn4FG5S0ebuY1F\/cvVavbIt+AVdO3dN\/wBr9\/zmXAAV0niG0u7LdSpypvInIs14qFCVScsPGUAzHXEbU5ULWvLP2WkaX8TNQlea97PmbVGHVfFv\/wBEjbHifdqemzTqe9J9vM0z3PXnW3BfVJPKVVwX8vT\/ACLpgFNJaRUsaqZvI+Upt90B55BZyvgAAAAAAAAAAAAAAEfH06m3Hgj0X2Ogbl3DKHW6vaNlCWPs0qfM\/wA6pqQby+EWw+icG7Svy4d7qF5Xfx\/Wcn+EEQXKKo4WLXFpfPwTGBw0rtPgm\/j5M1gAoJdQCM4HMASCnnXYlPIBIAAAAAAAAAAABGCQAeX4maNDX+He5dHqR5\/pelXVOKx9v2cnH80jmtFuUIyfeSUunxR1A3BcU7XQ9Rua0kqdG0rVJN+SUG2cvoNeyhhdOWP+CLjyWb5upHdmvn6KryiSU6b7H8FQALUVwAAAEfAkAGWfCzZ2V7xp0f6XCMnQt7qvQi13qxpNL70pSf3ZN9Fjm6d2cydobo1LZO59N3VpEoq602uq0YybUZx7Sg8eUouUX8zoBw54t7O4maXSvtv6lS+lcmbiwqTSubeXmpQ7tL9pZT9fIpnKW2qutGulnHLLu1lqwC4pqm6LeUs8+89tKaXmWZ1GymVXMuXDy+hNW5hbcseRvJVyxlVFudKXI\/ey0fkhRqzqJYkpLzP1OonD29FdfNPpkmNw5r3YYfzAKZpTg6VWCeej9GY43v4d+F++Y1Li92\/T0++kul5p2Lepn1kkuSf80WzJUYZeXll1RXY9aNapQlpUpNPsPOrRp1o6NSKa7TSLiF4TN+7VjUv9q1I7l0+GZOFGHs7yEfjSzif8jy\/2TCFWjVoVqlvXpzpVaUnCpTnFxlCS7pp9U16M6l8iz3Mf8TeB2xOKFvKprWn\/AEbU1HlpanapQuIvy5n2qR\/dln4Y7lkseUk45Qu1muK2+K+iv3eAxl1rZ5Pg9ngznj279PmSZD4q8D958KLmVXU7dX2jyny0dUt4tUn6RqL\/AGU\/g+j8mzHjTXl+RbaNancQVSk80ys1aU6EnCosmgAD1PgAAAAAAynwD403nCjcaoahOpX27qM1G\/oLL9jLsriC\/aS6SS7x+KRvpZ31tqFtQvbKvCvb3NONWjVpyUoVISWYyi10aafQ5cGzvhM4zO0uKfCvcl03RrSb0WtUl0hPq5W2fR9ZQ+OY+aRV8fwvnYu6pLrLb2rj3r2LDguIunLo1V6ns7Hw8fc2yfVdy3UpxnCUZpSjJYafZlUZZeMFTWSmFs2mhXiO4Sf6M93u+0i3cdA1qcq1nhe7b1e87f7vrR\/dePssxL950i4n8P8ATuJWzNQ2rqEownXh7S1r460LiPWnUXyfR+sXJeZzo1jSdR0DVbvRNWtpW97Y1p29xSf2ZxeH816PzTTL\/geIdNoaE3147e1bn9\/kpGL2PRK2lBdWXo+H0fkABOESAAAR26+nUzH4XOIstj8RaWk3tfk0zcfJY1lJ+7C4y\/YTfp7zcG\/Sp8DDpMZSjJSpzlGUXmMk8OL8mvkeFzQjdUZUZ7Gj1t60rerGrHamdTE3n4FT6rCZ4Pgnv1cR+HelbhrTUr6MHa36Xlc0\/dm\/5ukl8JI96cuq0pUakqc9qeR0SlUjWgqkdj1mP+N\/D+PEThvquh0aalf0ofTNPeOquKeXFL+L3oP4SZzvw10cXF+afdeufidT5LMWjn94jtjrY3FPU6VtR9nYavjVLRJYSVRv2kV\/DUUvuaLRyZu8nK1l3r5+H5ld5QW2qNwu5\/H73GMQAXArAAAAAAAAAAIaJABC6kgAAAAAAAEPmaaj0l5P0Z0r4b6+t0bC2\/uFT55X+m29ao8\/7RwXP\/eUvwOanXyN6fCVrT1Xg5ZWkpZlpV5c2XxUef2kf7tRFa5TUtK3hU4P3\/wie5P1NGvKHFexmgAFJLeWG0pp\/Et39H2lKU3NqKj2RMlJdZRZZuIylTcVLo\/iZW0wzD\/FS0t1aSkunJGU5Sz1NIri5ncV6tWeeadSU38cvJvJxtjT0rZeuajN9aGn1nF\/FxaX5tGiqi89S88n3nRlIp2N6qqRUnkkhIksJCAAAAAAAAAAAAAAAA368L8FDgftpxWMxupP5u5qGgqN8fCndq54J6LSTy7eteUZdezVxN\/5orvKZZ2kf\/ZezJzk+\/8Aumv\/AOX7oy+AQ+xRi4lE5Y6lFRSjHnz088Co8vBCnKjyxq\/Vl0XwYAg06cprPcqhPK6kqnCEZdfdbyUqNFLMZZXwYBeTySW4PzLgAAAAAAAAAAIbwskN4Wep5zfW\/ts8PNArbh3Pfxt7eHu04R96rXqYyqdOP2pP8F3bSTZ9QhKpJQgs2z5nOMIuUnkkeM8Su+aWzeFeq0oVlC+1um9MtIZ6v2iaqSS9I0+Z\/Nr1NBsY6Jdux7fi1xV13izuV63qcfo9nbp0rCyjLMLak31y\/tTl05pevRYSR4hdOn5HQ8HsHYW+jP8Ak9b+vD7KLil6r2vpR\/itS+yQASxHAAAAEY80EwCfkTTnOjUjWpSlCpH6s4vDXyZAMZA\/dT3BrtGXNR1q\/hLOcxuZp5\/E+pR4kcRLeKhb7+3HSiuyhqtdL8pHnQfEqVOX8op+B9KpOOxs91tzjhxS21q9vq1Leeraj7Bt\/RdRv69e3qZTTUoOfXv080zOO0vGnYTcKO9dnV7friVxptZVYr\/u6nLJfdJmqhH\/APw0rnCrS6\/nDX2avY26GI3Nt\/CWrt1nSDZXFnh9xAgltXc1pdV8Zlazk6VxHp50p4l96TXxPXc+XhHLOnUnRqwr0pyhUpyUoTg8Sg\/JprqjM\/DjxUcQNmypWO4qj3LpcMRcLqpi6px\/crd5fKefTK8q7ecmpwWlayz7Ht89j9CdtcfjJ6NxHLtWzy\/ybz5+AaymjxfDvi3sridZO52vqancUo81exr4p3NDP7UG+q\/ejmL9T2ampPoVqrTnRk4VFk1uZYKdSFWKnB5pn572ws9QtK1lqFtSubevB06tKrBThUg+6lF9GsepqRx08LlfQadxu7hpbVLrTY5qXWlRzOrbr9qj5zh+59ZeWV23AksrBRKPTubVlf1rCenSeretz\/eJrXllSvYaNRa9z3o5Zd+qaa75JNsPEX4cIX1O63\/w9sOW7XNW1HTKMeldd5VqMV2n5yivrd173SWp3xOg2N9Sv6XOU\/FcGUi7s6llU5up4PiSADdNUAAAguUa9e2r07m3rzo1qM41KdSDxKEovMZJ+TTWV8kUEdDDB0F4DcU6PFLZNC\/uqkI6xYNWup0kkv1qXu1Ev2ZxxL4NyXkZK5kc9OA\/Em54a7\/tdTqVH+i75fQ9Tjnp7GT92o\/jCXvfLmXmdAadeNXklTmpRmk4tPKafZp+aOd4zYdBuHoLqy1r5Xh7F5wq86XQ638lqfwz9UmsdzU\/xi8Mlb3NpxP0q3ShcOFlqqiu08Yo1n817jfwh6m1kpOLUX8z5O7dsabvLbOpbY1aCla6lbyoT6dYuS6TXxUsSXxRrYfduxuI1ls39282L61V5QdJ7d3ecyvgSfQ3FoWobX13UNuarDkvNNuJ21ZeTlF45l6qSxJfBnzzpkZKSUovUznzTi8ntAAPoAJ4a64\/yBABsR4Nt8PSd3ahse6q8tvrdH6TbRb6K5pL3kv4qbf\/ANNG46ll9jmJtjcF5tTcembmsG1caXd07uCT+tyyy4v4Nc0fk2dMNI1O01rTLPV9Pq+0tb6hTuaMv2qc4qUX+DRR+UlrzVxGvFape6\/GRbsAuecoui9sfZ\/k\/Y+xr54xdmLWdh2e7ralzXO37lKq13+jVmoSz8FP2b\/E2DaysHyN1betd1ba1Tbd+ouhqdpVtZtxzy88Wk\/ubT+4hrK4dpcQrcHr7t\/oS15Q6TQlS4r13HMb4El+\/sbvS7650u+g4XNnWqW9eLXapCTjL80ywdQTT1o53llqYABkAAAAAjKzgwCQAZAAAAAAAAABGfj07m13gh1bms916DOp\/VV7a9pw\/jjOEn\/4cTVIz14M9UjZ8UL\/AE2csLUdIqpL1lTqQl\/hKRFY1T5yxqLhr8mSOEz5u8h5eayN1gRkk5yXw\/PKq4QUKmJVJeSKJ05Jcr74Liq0m+dR95+bQinNuTA2mFvFDVjZcJNZnJ4d1O3tl\/NWhn8kzR7H\/M3Q8Zt3G24Y2FqniV3rNGOPVQp1Jf4pGl+X5svvJyOVnpcW\/gpWOSzusuCRIAJ4hwAAAAAAAAAAAAAABhM3K8F2sRuuHuq6K2nU0\/VpTxnqoVacJL+9GZpqbAeDXdMdL35qm2q1Xlp6zYe1px\/arUHn\/gnN\/cQ+OUudsZ5bVk\/Lb6Eng9XmryOe\/V5\/k3PbSLU6mPMonVaeH0JhKEabrS6nPC9EUpp1lEtXKqOq002mumOxep1KVzlJcsl1CuJZcJw6x8wBS56MVGosxa\/AiEE3lJJFXvVJZfb0LsVhdkAEioAAAAAAAAEPou2Q3hZSyeB4v8XND4T7cep38fpOoXXNT06xUsSuKi7t\/swjlOUvLK82kelKlOvNU6azbPOrVhRg51HkkX+KfFnbPCrQXquuVHWu66cbKwpSXtbqovJekV05pPok\/NtJ6HcQuI25+Jmv1Nf3Nd88usLa2p59ha08\/Upp\/nLvJrL8sfi3jvHcO\/NfuNy7mvndXlw8dOkKUF9WnCP2YLyX3vLbZ8T5JF\/wrCYYfHSlrm9r4di\/dZSsRxKd7LRWqC2L5ZL9QATBFgAgAkEJ5JABGCQAAAAAAAAAACCQAfq0rVdT0PUaGraNqFxZXttLno3FvUcKkH8Gv\/bXfJtzwP8AFLZ7nq2+1eItSjY6tNqnb6isU7e7l2UZrtTqPy+zLyw8RNO\/uHTt5dsPqaF9h1G\/ho1Fr3Pev3gbdne1bOWlTeretzOpymn5dyqSyu5qV4c\/EhVsa1pw\/wCId+52smqGm6pWn1pN9I0a0n3j5Rm+3RN46rbNT64x8Tn17ZVbCrzdTwfFF3s7yneU+cp+K4Bx6dTUnxR8CIaXOvxN2faKNpUk56xZ0o9KUm\/9YgvKLf10uz97s5G3EllNepZuLahc0Klvc0oVaVWEoThOOYyi1hpp9Gmm\/wATNje1LCsqsPFcUL20heUnTn4Pgzlq+jJMoeIDhFU4V7va06lP9Aaq5VtOn1fsvOVBv1jnp6xa9GYuWezOk29eFzTVWm9TKDWozoVHTmtaJAB7HmAAATCc6TfI8Z79Mm73ha4gPeuwqeiX1zz6ptyULabk\/eqWz\/qZP1wk4fyL1NIDI3h\/35W2BxO0u+nVcbDUprTr5ZxH2dRpRm\/4Z8ss+ifqRWMWavLWSS6y1r97USOFXTtblNvqvUzoLUpOc+ZTx0xjBDi4LDaZbm4VMVI5UmVxjJttts5yXw1E8ZOxFpu4dN3\/AGVHFHVofQr1xXRXFOOacn8ZU8r\/ALtGuGGdFON2yFv3hjrWg06SndxoO7sunVXFL34JfPDj8pM515yk+vX8i\/cn7rpFpzctsNXhu+vApWN23M3Omtktfjv+yQATpDgAAEZw8ruby+Evdv8ASLhXQ0mtU5rnb9xUsJLPX2X16T+XLLl\/lNGuvkbA+DTdMtK3\/qO16tVqjrdg6lOPrXoPmX9ydT8CGx635+yk98df36Zkpg1bmbuK3S1fXqboESWYtBNMNZWDnpeTQnxRbWW2eL+p16VLkt9bp09TpfGU1y1f78JP+YxMbaeNjbSr6Ht3d1GmuezuqlhWl58lWPND+9Ta\/mNSjpGD1+kWVOT2pZeWooOJ0eZu5x3PX56yQASZoEPHmMkgAjoSRj0HcAkAAAAAAAAAAAAyd4aNR\/RnGzbc3LCuZ3Fq\/jz0J\/5qJjE9Xwmvv0bxR2let8qp6zaJvPlKoov8pGtdw5y3qQ4xfse9rLQrwlwa9zpHF5KilFRy06Mfnp01hdPkXlHC7CMcEvt0ANZPG9cuGhbUss9K19c1mv4KUY\/+c1LNn\/G\/c5vdoWefq0r6pj5yor\/I1gOh4DHRsIePuyi4xLSvZ+HsgACYIwAAAAAAAEMAkEdu5IAAABGD7myNy3eyd26RvC1Upfou8p16kYvrKkulSP3wcl958QKnVrNUoSSWcvL6M+JwU4uMtjPqEnCSktqOodjc2upWdtqNpOFWhc0Y1qM4vKnTksxa+DTRNGrB81vVjy9XhP0MD+EvfdxrOzp7Ovrt1b7buFQjJ9alnJvkx68ksx+C5DPilb1Uqjim\/wAzl93bO0rSoy3P\/B0O1rq5pRqreKVGlQbmpZ8kIx55OeO7IhTTeUuhehHBrmwTGOCoAAAAAAAAEPoSUyXTAB8\/X9c03bmiX2v6xcKhY2FCdxXqv7MIrL+b9F59Ec6uJnEHV+Ju7rzdOrSlGNR+ztLdvMba3T9ymv8AF+sm2bG+M3fc7HSNK4e2VZxnqUnf3yTw\/YU5Ypx++p73\/do1Jbz5F15OWKp0elTXWls7F+X6FRx28dSr0eOyO3v\/AAQSAWYgAAAAAQ\/gYYARQ1Uy1FfeVQ5sYnHqvP1AKgAZAAAAAAAAAAAAAHbrgAAjo+jWVhr1ybc+FrjpPWaVLhpu69c7+3p40m6qybdxSiutCTfecV9V\/aisd111GL9neXen3lC\/sLmpb3NtUjWo1acsTp1ItNSi\/VNJmjiFjC\/oulPbufBm1Z3c7Kqqkdm9cUdR1PLSx0ZU1lYMecD+KNvxU2Vb6xUdOGqWjVrqdGPTkrpZ50vKM1iS+bXkzIhzarRnQm6VRZNF\/pVY1oKpB6meL4r8O7DiZsi\/2vduMK8o+1srhrrb3MfqT+Wej\/dkznXqem32kajdaTqlrO3vLKtOhcUpLrTqReJRfyf+R1Gl2NPfGLw6jpG4bPiHp1Dlt9Xxa3\/LHpG5jH3JvH7cFj50\/iWLk5fc3UdrN6pa13\/kgses1OmriK1rb3fg1yRJTnLwVF0RUwADIBVSqqjJy69VhYeGikhrKwY2g6F8Ct4y39wz0XXricZ3kKLtL1p9fpFJ8km\/nhS\/mMiRWDVDwUbsdO+3BsivV92rCGqW0W\/NYp1cfc6T+42vUs90c0xS2VrdzprZnmu56\/wX\/DrjpNtGb27H3oTWYnOnjdtFbJ4pbg0SjSVO2ldO8tUl0VGt+sil8nJx\/lZ0Xl9VmpXjY2yqOqbc3hSh\/rNGrptdpfag\/aU8\/dKp+BIcnbh0rvm3sksvFa\/s08do85baa2xfvqNZQAXwpgAAAPUcLtyf0S4i7c3C6jhTtNRoqs0\/9jN8lT+5OR5chptNR7tNL5+R8VIKpBwlsayPqE3TkpratZ1Ojnp5d+hUea4ba+t07C29uD2nPK+02hWqP9\/kSn\/eTPTHKZwdOTg9q1HSYSU4qS2Mxp4itvf0i4ObktoUvaVrO2V\/R6dVKhJVMr+WMl95z6eM9zqLqlhR1TTbrTLlZo3dGdCosd4zi4v8mcwLyyq6bd3Gm14uNW0qzt5prtKEnF\/mi4cl6udKpS4NPz\/wVblDSyqQqcU15f5LIBDeC0ldJBCjLlU2ukuiJMAEeeSQZAAAAAAAAAAAAAP26FdOx13Tb1PDt723rZ\/hqxf+R+Ic7p\/rF9n3vwMNZrIJ5PM6mx8+vcrPzadWdzY21xnPtaUJ\/jFM\/SclyyeR0xa0CH2JIfYGTUDxtVW92bYo56R02vLHzqx\/9DW82J8bD\/8A0629H9nSJ\/nXf\/oa7HR8GWVhT7vllBxXXeVO\/wCEAAShoAAAAAAAAAAhehIAAAAAUpx96DxLyAAPZ8K99XvDLeFhu11ak6NKpyXlKLz7S2l0qRS83j3l+9FHQzTLu01Kzt9Qsa0K9vdUo1qVWDypwkk4yT9Gnn7zl\/NzljMm+Xt17G4Hg+4lrV9Ar8OtVr817osXWsOZ9alo5dYL19nJ4+EZx9CrcorDnKauo7Y7e78MsWBXuhN28tj2d\/5Nj4xx1KilN57FRTS1gAAAAAAAAAh9VgkiXYA57+IncM9ycY9x1+dulYV46dRWeijRiovH8\/tH95jg+num6nf7n1q9qtudxqV1Vk36yrTZ8w6pbU1RowprckvQ5vXm6tWU3vbABGT3PIEgGAAAZAAAAAAAAAAAAAAAAAAAAAAC7gAGT\/DvxKnw34iWlW8uHDSNXcbDUE37sVJ\/q6r+MZvq\/wBmUjf5Sy8NHLHo+j7Ppj4HQLw6b7nv3hfpl5eV\/aahpudNvW\/rOpTSUZP4yg4Sz6tlR5S2f8bqPc\/j68izYBdPrW8u9fP35mTmk1g8XxW2VS4g7H1valRRdW6tVK1k+nJcwblSln+JRz8Mns3JI\/Cqlad7cxlScacYU1CT7TfvN4\/FFVpzlSmqkdq1lkqQjUi4S2PUcxZW0qFKoq9NwrKbjOMl1g08NfNPKLJlDxH7Z\/ojxX1i0pUuW01Vx1W3eMLFXPOl8qkan4mLzqNtWVxSjVWySzOdV6To1HTe55AAHueQAABkDgFuT+i3F7bd\/OooUbi6+gV2+zhXXs+vylKL+46Gx6vJy0pXFa0rU7y3k41bearU2u6lF5X5o6ebd1WGu6Fp2tUcezv7SjdRx6Tgpf5lN5UUcqlOst6a8v8AJaeTtXOE6XDX5\/4PotZRh3xV7fWt8HNTuYrNXR61DUIeqUZ8s\/7lSf4GYn1Ph730WO49na5oMoKf6Q0+4t0mvOVNpfm0V60q8xXhU4NE7dUueozp8UzmY1h9fIEJSUUp\/WSxL5+ZJ1I5yAAZAC7rHcDt1AN6fCVrD1Tg1YWspZlpV3c2XfqoqfPFfhURmc1k8EeqSnom6dEc+lveW91GPwqU3Fv\/AMJGzZzXFqfNXtSPbn56\/kv2GT5y0pt8MvLUQ3hNnOjjjpH6E4u7ssFBQi9TqXEEl2jWSqr\/AIzou+xoj4srNWvGfUK2MfS7O1rZ9cUlD\/yElyZno3UocY+zRocoIZ28ZcH8Mw8Uyz5InuSXcqBRGco+7NNx8u\/QrACWQAAMgAAAAAAAAAAAAFFX+qn\/AAv\/AAKyiqs0pr91\/wCAMM6ebUq+22xo9V\/7Swt5\/jTifXPhbFfNsvb8n56VaP8A8GJ905PVWU5d50un\/BAh9iSGfB9mnPjXT\/p1t6b+1pE1+Fd\/+prsbIeNqk1u3bFbHSWm3Efwqx\/9TW86Rgzzsafd8soOK\/8A3Knf8IAAkzQAAAIeQmmSQ0ASAAAAAAAAAAAAfc2Pu7U9ibq03dektuvp9ZTcM4VWm+k6b+Eotr70\/I+GM4PmcI1IuElmmZjJwkpR2o6dbZ3Dpe69BsNyaNX9tZajbwuKM\/Plkuz9Guqa8mmfWNRPCHxZhpV9U4X65cctvfVJV9JnOXSFd9alDL\/bxzR\/e5l3kjbhS5n2+85niFnKxruk9m1dqOgWN3G8oqotu\/vKwAaRuAAAAAAAplnHQqIl1i8AHM3fumVNF3zuLSa0cStNWu6XbphVpNP5Ya\/E+EZt8W2zqm3uJz3DRo8tnuK3jcKSXu+3pqMKsfnj2cv5mzCPU6jZVlcW8Kq3pee\/1OdXdJ0K86b3P\/BJDWSQbRrkJ+TJKZNLyJTyYBIAMgAAAAAAAAAAAAAAAAAAAAAAAAjubEeDLdstN3lq20a9X9Vq9p9Kox9a1F9cfOE3\/YRrvGMpy5E0vi2ew4Pa3W2xxU2xqak4RpajSpVnH\/qqr9nP7sTf4GjiNFXNrOnxXqta9TbsKroXEJ9vvqZ0ZlNyeME8lJP2bk+bv0LahVhKNTCkl3wy9KLadSio80vN+hzHadCNXPGxtqKstt7spU1zUa1XTq0\/3Zx9pBP74T\/E1VjNNNyi2\/LDN8fFHoVPUuCmtzmuerp8qF9B46pwqx5n\/YlI0OSS6\/Ev3J6rzlko\/wDFtfPyUrHKfN3bkt6T+PgJyfcqAJ0hwADIC6PJ0E8OGrPV+C+1606vPO3tZWcvh7GpKml+EUc+zdnwb330rhPWtXLLstXuaaXopRhU\/wAZsr3KWGlaKXCS+SbwCejdNcU\/gzuRLLXRkkPsyilyOZW9tK\/Qe89f0fl5VZapdUEvSMa0kvywfFMgeICx\/R\/GbdtDlwp3\/t0v+0pwn\/jJmPzqltPnKMJ8Un5o5vXjoVZQ4Nr1AAPc8gAADYzwTX7p723FpvNhXOlU62M93TrY\/wDzDcQ0c8IF47bjBGgn0utJu6ePXEqc\/wDym8Un0KByijo3zfFL6+C64HLOzS4NkSksM078bFjGjvLbupxppO602rRlJL6zp1U1n7qhuA+abxE1Y8cFrJUNoXjj2qXtJy8sONJpfkeeAz0b+Hbn7M+8ajpWcuzL3Rq18V2JTyIOLowa7rKYOhFHeokAGQAAAAAAAAAAAAAAACmp0pT\/AIJf4FRTV\/qqn8Ev8AYZ012LFx2XoCflpdov\/BifdPk7TpujtjSKLX9XYW8fwpxPrHJ6jznLvOl09UECH2JIfbvg+D7NT\/G\/btXu0LzH1qV9T\/B0X\/mawG2fjet+fQtp3vL\/AFV9c0c\/x0oy\/wDIamHQ8ClnYQ8fdlFxiOV7Pw9kAATBGEP4Dp1JIayASCM+pIAAAAAAAIZIAAAABHzJABXb169rXp3FrWnSrUZxqUqlN4lCaeYyT8mmsm\/vATizQ4p7Op3N1UhHW9O5bfUqS6c08e7Wiv2ZpZ+D5l5HP89fwq4j6nwv3jablsVOpb\/1N\/bRl\/rFu2uaP8S+tH95L1ZE4vh6v6GUf5rWvrxJHDL52VbX\/F7fvwOj8ZcxUfO0LWtM3FpNnrejXcLqyvqMa9GrB9JQksp\/B+q8nlH0TnTTi8ntRe01JZoAAGQAAAR3JABjTj5wxXE3h\/dadZwi9WsH9N06T6N1YrrTz6TjmPzafkc+5050qk6VWnKnOEnGUJLEotPDTXk012OpssYwzTXxZ8Jf6Oa9\/pF0S1xpmr1OXUIQXShdvtPC7Kp1\/nT\/AGkWjk5iCpydpUep6138PH92lcx2y049Jgta293HwNewQSXMqpDWVgR7YJBgAAGQAAAAAAAAAAAACCQAR3JIxjsE8mASADIAAACeHleR++hdyh\/0qi1GtRammvKUXlfdlH4B7yUnTXvqMvvWPM+ZLNGYvI6c6HqNXUbS0u54cbuhCusdkpRT6fDqftlGcaslCbSfXB5\/htewu+Hu2Lvl9+ro1m383Rhk9HCLb5n3ZympHQm48GdJpy0oKR5XilpkdV4a7psai5vbaRdpdPNUpNfmkc34y5oqT80mdPdy0Y1tu6nQnjFSzrxf305I5gU1ilBfurP4It3JeWdOpHtX76FY5RRyqU32MrABaiuAAAA288ElxKW1dy2jfSlqlOaXpzUYr\/ymoZtj4H5\/\/K930202ru0ePTNOf\/oQ2PrOwn4e6JTBXlex8fY2fIfZkkS7YOel5NCfFPRjR44a7KKx7WhZ1H8\/YRWf7piYzD4slFcadQaa62Fln58j\/wAsGHjp2GvOzpf+q9jnl+srqp\/7P3AAN01QO3UAAy14Vqjp8btFhnpVt72n\/wCBJ\/8AlN9JdUaB+GKahxw25mWP9bS+LdtVwjftS5vvKLylX\/dx\/wDVe7Lhyff\/AGsv\/Z+yLcJ8s8N9+hrn4zadSW39tznT5ox1KqlJ+SlRfT+6bF1I46mvfjRnJ7F0GUGvaLVXj\/6FTP5f5Ghg7yvqff8ABu4os7Sf7vRp\/cUqVOf6pJZ7pFsop5xl+ZWdIWwoT1sAAyAAAAAAAAAAAAAAAARyc\/6v9r3fxJP26Ha\/Ttc0yxSy7i+t6SXrzVYr\/Mw3kswlm8jpzp1H6PZW1vjHsqUIfhFI\/RJ4ITy8tdimpJfE5Lnm8zpiWSyLpD7MkhgyYB8Z1irjhfYXvLl2ms0Xn0U6dSP+LRpbhrub7eKTTfp\/BLXptZlZStrpfDlrwz+TZoU1jv8Af8y+cm56Vlo8JP4ZTMejo3WfFL5QABPkKAAAQ++SSH2JMAAAyAAAAAAAAAAAAAQSOnmAbFeE\/jEtvaquG24bnGm6lVctMqTfS3uZd6WfKNR9vSf8TxuGpZ7I5ZKU4yUoScZJ5TTaafk012fx8jezw48Y48TNrvTdYuFLcWjQjTu8tJ3NPtC4S+PaXpJP1RTuUOGaD6ZSWp\/y+\/Hf295aMDv9JdFqPXu+v3cZkBSpZeMFRVSygAAAAAEPqsHyty7c0ndehX23ddtlcWGoUZUa0H091+afk08NPyaTPrESXMsZMpuLUo7UYaUlk9hzY4lcP9W4Z7vvdq6upT9i\/aWtxy4jc0JN8lRfhhrykmjy5v5x94PUOKm0pRsKdOGvaYpVtOrP3efK96hJ\/szwu\/RSUX5POg1xb17O4qWl3QqUK9Gbp1KVSLjOnOLxKMk+zT6YOi4TiKxChnL+a2\/fiUTE7F2VXJfxez68CgAEqRwAAAAAAAAAAAAAAAAAAIJAAAAAAAAClytt9sNP70CH8DAN+fDfvCx3bwq0WFKtF3ej0IaZeUs+9CpSioxbXpKCi182vIyopJLsc1di8Qd1cONY\/Te0tTdrWlHkrUpx56NeH7NSD+svR9Gs9GjN9Pxs7oVl7OrsXSpXfL\/WxvKkafN68nK3j4c33lKxDALh13O31xbz25ZeZbLLG6CoqFfU12Z5mxPF3ethsbh7rWvX1SMJq2nb2sG0nVuKkXGnBevV5eM9E35HOSMeWEY9+VJfgsHruIvFTeXFDUqd\/unUIypW7f0W0oR5Le3z35Y5eZP9ptvyzjoeS7dPhgn8Hw14dRam85S2kNil+r6qnFdVbPsAAlyMAAAI646L7jLvhr4rWXDLetalrtZ09F1ulC3uavdUKkW\/ZVWu\/KuaSk\/JSz5GIyFnP3nhcW8LqlKjU2M9aFadvUVWG1HUm2vLa9oU7q0r0q1GtFTp1ac1KE4tdHGS6NfI+Zurd239maHcbg3JqNOzsraOZTm+speUILvKT8kurZzq2\/xD33tOg7XbW79W023bz7G3upKmn8IPMV9yPx6\/uncu67mN5ubcGoarWgsQnd3EqnIvSKfSP3Iq0OS8uc69RaPdrLFLlEtDqw63fqP38Rt53PEHe2rbwuaTpPUK+aVJvLpUYpRpwfllRSz8cnnCPmSW2nCNKKhDYtRWpzlUk5y2sAA+z5AAAPsbO3Ne7N3TpW6tPgqlxplzC4jBvCqJdJQb8lKLcfvOiuyN8bb4gaBb7i2xqELm2rRXPDP6yhPHWnUj3hNeafzWU0zmkfQ0Pce4Ns3j1Dbmt32l3LXK6tpcSpSkvR8r6r4PJDYrhMcSSknlJEnhuJSsG4tZxZ05r1KdOlOrVkoQhFylOTwopLq2+yRpF4oOLdhxB3LbaDtm6jcaPonOvpMH7tzcT6TlF+cIpcqfZ+810abxvr\/EriBum1+g7j3nrGoWz+tQrXUvZy+cFiL+9M8309P+ZrYZgSsqnPVZZyWzLYjYxDGHd0+aprJb89pEVhEgFiIQAAAAAAAAAAAAAAAAAAHquE9j+kuJ+07JrKqazaN\/KNRSf5RPKd+hk3w2actS41bchJZjbTuLp+i5KE8fm4mteT0LepLhF+x72sdOvCPFr3N\/edpdvUiOakuVeRNJxqRcX1x0yUUc0arp1H9b6r9TlqOjH6gAAeS4taQtc4Ybp0vl5pV9IulBeslTco\/mkc21LmSlnuk\/xR1MuaNK5t6lvWjzU6sHTkvVPo0cvtW06ppGq3uk1Y8s7G5q2sl5p05uP\/lLhyXqZwqU+5lW5RQ61OfevY\/KAC1lbAAAAAAAAAAAAAAAAAAAAAAAAIPv7F3prPD7dNjuvQqmLmzn79OT9yvSfSdKWPsyXT4PD8j4JHzPicI1IuElmmZhJwkpReTR0v2PvHR9\/bbsd06FW57W+p83K379Ka6SpzXlKLymvv8AM9EaHeHLjLU4ZbnWla1cNbc1ipGN1zfVta3aNwvRYxGf7qT+yk97KVaFWEalOUZQksqUXlNPqn+BznFMPlh9fQ\/tex\/u9F8w6+je0dL+5bf3tLoIyiOZEaSBUClSRUAAAARLqmas+K\/go6savFPa1pmcI51q3pr60V0VykvNLCn8EpeTZtM+xZrW9KvSlSr04VKck4yhKOYyT6NNeax3NqyvKljWVan4riuBq3lrC8pOlPwfBnLZ4XmDMfiK4JVOGeuvXNAtpPbOqVH7HHVWdZ5boSflF94N+ScfsrOHMY8zpVtc07qkqtJ5plBr0J21R0qi1oAA9zyAAAAAAAAAAAAAAAAAAAAAAAAAAABHnkkAEfDJIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIbx3JIl2MMELmbaSb+CRnXwcaarzidfalOPTT9Iq4fpKpVhFfkpGFLGcWpU1H311z6o2l8FmlULi03VrcqTjUnXtrOMsYfuRlOS\/8SJE4zU5uyqPjq82iSwmnp3cPPyRszUc4WqlS79OqIoTV1T5ai95ef8AmiqmqtBcjXtIeWO6Kvaprlpwwc7L2XwAAQ+xzx8QGjPQuMe6bPlUY17z6bTwujjWhGp0++UjoczTPxn6B9B39pG4KdLENU032M5etWjNr\/hqR\/An+TdXQvHD\/kn6a\/sg8fp6dqpcGvo18ABfCnAAAAAAAAAAAAAAAAAAAAAAAAAAAEL5G2nhS41vULalwv3PeZu7WD\/Q9eo\/66kll0G33lBdY+sU19lZ1MLlreXen3dC\/sLqrb3VtUjVo1qUuWdOcXlSi\/Jp9TSv7KF\/RdKfg+DNqyu52dVVI+K4o6jc0pvCWPiy3zvnUG8NvBi\/gPxjocVNtRqXU6dPX9NUaWpW6WFNtdK0F+zLH8ssx9M5SXJcOM17soSz8V8zmtajO3qOlUWTRfqNaFeCqQeaZMpcklH7y5GeUUTpQnU5ufEsdUFFReFLJ5nqXgQuxIAKZLMWioAHydyba0jdmh3m3detIXdjfUnSq05ea8mn5STSaa6ppM5+cXuFes8Jt0T0a+c7jT7jNXTb7lxG4pLyeO045SlH5Ps0dGGsrB5TiPw60Libte42zr0MRqe\/b3EIp1Lasvq1IZ81nquzTafclsJxOWH1Mpa4Pb9r91kXieHxvYZx\/mtn0c2viSei3\/sPcHDjctztncVBQrUXzUq0M+yuaT+rVg33i8fNNYfVHnex0KE41IqcHmmUeUJQk4yWTQAB9mAAAAAAAAAAAAAAAARFypzU4vqiQYBEm5ycpPqxjBIGQAAMgAAAAAAAAAAEMAkEIkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEMkAFNOo6NWNRLt0a9V6G9fhY0haRwhtL6MPf1e8uL3OO8eb2cX\/Zpo0UknhuPV+S9WdKeHGgLa+wdv7c9nyysNNt6NRfvqC5\/wC9krPKaro28YcX7f5RP8n6elXlPgvc9BCVXlw5Zz5vuVwp48slUIYLhSi3AAjmQAfbtk188Zm3v0jw80\/X4QcqmjalDnaXalWi4S\/vKmbBN5WDyXFnbP8AS\/hruPb0I81S60+q6Kx\/toLnp\/34xNuwrdHuqdXg\/Tf6GrfUuft50+K\/wc3SSObnSlhptZx6EnUDngAAAAAAAAAAABHngkjHXJHZ9TGQKgRnJJkAAAAAAAAAAon0wysGAen2FvfXOHGr2m69v1F9It3+tpyeIXFJtc9KePstfg0n5G+\/Dve+k8Qdu2m6tu1\/aULqP6ynJ+\/RqL69KovKcX+PddGs85aFZ0VyYzHvj0Ml8EuNNfhPuRTnTq1dC1CShqVvBZcV5V4LznFN9F9aPT9lqBxrC+mw5ymuuvVcPomcKxHok9Cb6j9Hx+zfio4VEmk1IrhDp2Py6XqFjq9jb6ppt1TurW7pRrUa1OXNGpCSypJ+aaP3pYWChtZPJlzTz1oJYRIAMgAAAhrKJAB4Li5wl0LivtuWlaji3v7bmqaffKOZ29Vrz9YSwlKPmseaTNBd4bQ1\/Yuv3W2dy2Ura9tX1T+pUh9mpCX2oPyf3PDWDps1lYMe8YeDugcWdA+h3vLa6paJysNQjDM6Mn9mX7VN9OaP3rqTmD4u7GXNVddN+nb9kNimFq7XOU\/5r1OeOPUk+zu\/Z+4Ni6\/c7b3NYStb22eWs5hUh9mpCX2oPyf3Pqmj42GvIvsZRnFSi80ymSi4PRksmAAfRgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAjoSARj0CeSQAAAAAAAAAYAAAAABkAAAAAAAAAAAAAAAAAAAAAAfNgLuAem4Ybd\/pXxE25t+UHKF5qNFVcLP6qMuep\/djI6TRXXL6mlng4209V4l3ev1IZpaHp83GWOirVnyR\/uqqbqpdVhlF5S1+cuY0l\/avV6\/bIt\/J+loW7qf8n7frJxgkArxPFuUuvRdWUVJSg+rxkpm3nCfXJUmqidKtHEvj5\/IAczUFP1ZVGfMmkR7H9UqUp9n0ZDpqCzz\/kAc4uLO13sziRuLbqpuFK2v6lS3TX+wqYqU\/wC7NL7meTNjPGftSVlujRd5UKS9nqdtKyryS71aT5oN\/OE2v5DXLJ07DrjpNrCpvy1961P1OeX1Ho9zOn26u7cSADdNUAAAAAAAAAAAAh9HlBfDyJKXlPOe5gFQAAAAMgAAAAAAENIkAGfPDNx2eydQp7G3Xd42\/fVf+i16j6WFeT7NvtSk318oy69E2boxmpNJdcrPQ5Y4T6NG1nhe49uv9E4Z7zvv1sUqWjXlWXWokultNvzX2G+6XL3SzVMdwnSzuqC1\/wBy+fvzLJg2J6OVtWerc\/j6NpQUKeWuhWU8tIAAAAAAIaysEgA8JxW4Sbc4raC9N1iDo3tunKxv6cU6ttN\/8UX05o9mvRpNaHb\/AOH25uGu4Km3dz2fsqscyoV4ZdG5p56TpyfdeqfWL6NI6VtZWDy3EHhztniToFXQNzWXtab96hWhiNa2qYwp05eT\/Jro00TWFYxOwlzc9dP27V9ERiWFwvFpw1T9+\/7ObGPgSe74r8Ht0cJ9ZVnq1P6Vp1xJqy1GlBqlXXflkvsVEu8X81lHg32yXylWhXgqlN5plMq050ZOE1k0SCPeeWot479CmHNUkow7s9Mz4KwRLMJyhJ9YsJp9ggSADIAAAAAAAAx6AAjo3j1PQ7J2BuviHrC0TaekVL2vFKVWeeSlbx\/bqTfSK9PN46Jmym0vBZolKhTq723ZeXddrMqGmxjRpRfpzzUpS+eI\/I0LvE7ay1VZa+G\/97zctrC4u9dKOrjuNS8ebIfR4N5KvhB4OzpckbXWKcv246lPm\/NNfkeH3V4KbZwnW2RvKrTl9i31Skpxf\/eU0mvvgzSp8oLKbyba719Zm1PBLuCzST7n95GqnUHr998Jd\/8ADio\/6VberULfPLG8o\/rbaT8v1kekc+ksP4HkOnqTFOrCtHTptNdhFzpzpy0ZrJgDzwD0PkjHoO5JHnkwCQAZAAAAAAAIfboSACMrHXuSQ0mOqMAkEJ5JAAAMgAAAAAAAAAAAAAAAAAAEdySu3oV7uvTtbam51q040qUV9qcniK\/FoxnlrBuj4OdrPSOG91uKtTcauvX06kW\/OhR\/Vw\/vKo\/vM+HwNj7ao7P2jo+2LdJU9MsqVs8dnKMVzS++WX95985fe1+k3E6vF+m70OiWdHo9CFPgv8gAGqbJ+ei+abfmkfmrTnOq+bOU+nwP1RVPDrUOuPL1Cq0Ze+ode3VAEc6lT5K8euPxIpxfk\/PoS81Hl\/cXYxSAMV+JbZkt3cItXVCm53ekKOqW6S6\/qus0vnTc\/vNBn165Tz1T9TqXXo0rihUoV6anTqRcJxkspxaw1+BzX4jbSrbE3xrW06kWoafdzhQb+1QliVKX3wlH8y4cmLnOE7d7ta8dv72lV5Q2+Uo11v1P4POAAtZXAAAACG\/Ul\/MwAADIAAABDJAAABgAAGQAAAAAAAAABGUoyU6bcZRalFxeGmnlNPyw0n9wI8wDdDw3cf472taOyd4XaW4ban\/0a4m8fpCnFeb\/AOtiu\/7S95eaWf1LL7eZy1tLq6sLujfWNzVt7m3qRq0qtKTjOnOLypRa6pp+hvD4fOPdnxM0+O3txVaVDdFlSzNLEY31Nf7Wmu3Ml9eC7d10fSk43g7oN3NuurvXDt7vYtmEYpzyVCs+tufHs7\/czWChSy8YKytFhAAAAAABDWVgkAHytw7b0TdGj3Ohbh06hf2N1Hkq0a0cxkvJ\/Bp9U1hp9U13NKeN3hy1vhrKvr+3VX1TbWeZ1cc1eyT+zVS+tHtiol\/El3e9Mn0xk\/NXhSqU5UqkIyhJNOMllNPumn0JDD8SrYfPOGuL2r92M0L7D6V9HKWp7n+7jl7a3Eaeac\/qvu11x8\/gXVbeyuo1aS9x5yvTobS8avC3RlRud0cL7KnTr1M1K+jZUac33boN9Iv\/AHb91\/Za7PViDudOuamn6jQqUKtCbhOlVg4TpSXRxlF9U\/gXuzvqN9DTpPvW9FOubOrZy0Kq7nuZFe0ryqynDDTfRZ6lmVOdJ8tSOG\/jkv3U6tvNOnX6S+z0f\/tH5+aU25yeWzdWbNSWRUAD6PkAAyAAR0XmASe\/4P8ABzX+LeuO1snK00i0lH6fqMoZjSTWVCCf1qjXZdkur8k6eEPCDXuLW4PoFipW2l2sk9Q1BxzGjB\/YjnpKo12j5d307777R2loOydBtdt7bsoWtjaRajBdZSl3lOUu8pN9W33ZAYxjCslzNF51H6fkmcLwt3b52r\/Bev44ljZOxts8P9Co7d2vpsLW1pdZS+tUrT86lSXeU3jq\/klhJJehUUn8iUsElFnKVSTnN5tlyjCMEoxWSRD6kNdMZKgfJ9Fi4tLe7oTtrqjTq0akeSdOcFKM4+aafRo1\/wCKnhH21uGNXV+HlWnoWovMnZyTdnWl8Esuk\/jHMf3fM2HIayjZtrutZy06MsvZ96Ne4tKN1HRqxzOZG6tn7k2Rq09D3Vo9fT7yCbUJrMakc456c17s4\/FPHl0Z8fHr\/gdLd67D2vv\/AEaeibr0qle2zy4NrlqUZv7dOa6wl8V9+TTDjJ4c9z8MXW1vS3V1jbifM7uFP9dap+VeC8v30sevL2LrhuOUr3KnV6s\/R930VK\/wepaZzp9aPqu\/7MQgh9GSThDgAGQAAAAAAAAAAAAU9irp5AhefzMAkAGQAAAAAAAAAAAAAQ\/VBPKMAkAGQPmZT8M2z3u7i7pXtaXNaaMpapX6dF7PCpr\/AOpKH4MxX18kbj+DPZj0rZuo70uaPLX1259jbtrr9GotrK+dR1P7KIvGLnotnOW96l4\/jMkMLt+kXUY7lrfh+TYhR+JUAc4L6AAAfnoUvo8Zc0k8+REIJ+QjFy+s2\/mX4LHkAIxSXVFQABD7GpfjR2R7DUNG4g2lHELqD0y9kl9uOZ0pP4uPPH+VG2jWVh+Z4\/izsenxD2BrG1mo+3uaDnaSf2LmD5qTz5e8kn8Gzewy66HdQqvZsfc\/3M0sQtulW8qa27V3o5v46ElVSnVozlRr03CpTk4ThJYcZJ4afxTTRSdMOfgAGQRjJGMdSoAEZRJDWUE08IwCQAZAAAAAAAAAAAAAAAAAAAAAAP0abqN\/pF\/b6ppd7WtLy0qKtQr0Zcs6c08qUWuz\/wCfxPzhfIw0msmE2taN6+AfHvT+KGnx0XWp0bTc9nTzXor3YXcF3rUl\/wAUfsv4YMxKXvYwcu9N1LUNH1C31XSr2taXtpUVWhXpS5Z05rtJNf8At+Zu\/wABPEBp\/E6yhoOuyp2m6Lam3UprEad7Bd6tL0f7UO67rMeqpGM4M7Vuvbrqb1w\/HsW\/CsWVxlRrPrbnx\/PuZoBQp5xhFZXCeABDeAA2kUueCiVTr0KYx9pBtS94AOTm8R7sTt4zXK6nUiC9lWUZSTcl29C1VoV1X9pDLTecryALrpwlH2NZrPfPr8TGvFjgNs\/iZaVbmcFp+u+z5aWpUoJylhdI1o\/7SPz6rya7GTK8VLl5sZQjSyj1o1qlvNVKTyaPOrRhXg4VFmjm\/wAQeFu8eGOqLTt0adKFKo3G2vKeZ21wl+xP1\/deJL0835XHQ6fa1t7RdxaXX0bX9Mt9QsbiPLUoXFNThL7n5+j7pms3EjwbTdSpqXDDVUotuX6M1Co8L4U63X8Jr+YuNhyipVupddWXHc\/r27SqXuB1KT07frLhv\/Jq2D0m5uGnEDZ1WVPcmz9UsoxfL7V27qUn8qkOaD\/E8y6lNdJVYL5yRYoVI1FpQea7CCnCVN5TWT7SoFdtb3F7VVGzt6txUl0jCjTdSTfpiJkHanh+4t7uqR+hbPurK3ljNxqX\/RaaT+Evff3RZ81a9KgtKrJJdrPunRqVnlTi33GO11ePv6GS+DvArdHFe+jcwp1NP2\/Sny3OpTj0ljvCin9efln6sfPr0ee+HPg+2xoVSlqW\/tQ\/T91FqStKcXSs4tftL61X78R\/dNgrSytbG3pWlnb0qFCjBU6dOlBQjCK6JJLol8CtYhyihFOnaa3x3eHH92k9Y4FKT07nUuH2fK2htDQNkaDbbb21YxtLK1Xux7ylJ95yl3lN+bZ9tRw+4xjHXsVFPlJzk5SebZaYxUEoxWSQABg+gAAAAUzlgASw1gs1qVOdKVOooyhJNOMkmmn3T+BMpyS5sPHqUNVKixFZTANYuNfhVp3crndXC21hRqLmq3OjR6Qm+7lQz0i\/92+j+zjs9Wa9CtbV6lvcU5UqtKThOE4uMoyTw00+qafkzqJRhzQnTqZUm+vq18\/Mwxxy8OuncSaNTXdvQoabuGhHPtMKNK+SXSFXHaXTCn3XZ5WMWfCselTyo3TzW58O\/iu0rmJYKqmdW2WT3rj3Gj4P1a5pV\/oer3Wj6nZ1rO7tKjpVretHlnTku6f5PK6NNNd0fkXbuXJSUlmirNOLyZIAMmAADIAAAAAAAAAAAAAAAAAAAAAAAACqypp8vn5kJYDWSTAA79AR+H3mQfr0jSr3XdVs9F02m53eoV6drQj6znJRj+bz+J0t2lt2y2ltrS9s6dGMbfTLWnbQwsZ5Y4cn8W8t\/Fs1C8IGxP6Q7+uN3XlHms9uUv1Tkuju6qah\/Zhzy+DcTdRR8\/8AIpPKW75ytG3jsjrfe\/x7lswC20KTrvbLUu5fkqABWiwgAAFMY4XYqAAAAABEsYeSSGsrGQDRHxS7AezeJlxqtnb8mnbji7+lhe7GvlKvD+01P\/vDDv3m\/fiP4cvf\/DS8jZUfaaro2dRscLMpuC\/WU1\/FDmSXnJRNBM5WV2fVHQ8EvOl2qUv5R1P49Pko2L2vRrltbJa18kgAmCLAAABDXmSR3AC7EkduhJhAAAyAAAAAAAAAAAAAAAAAAAAACC\/ZX15pt7Q1HTbqra3dtUVWjWozcJ06i7Si11TX\/qWSDDWayYTy2G7XALxF2PEGlR2tu2rStdy044pzSUaWoJLrKCXSNTzcPvXTKWdFPLSXmsnLSlVrUKsK9CrOnVpyU4TjJqUZJ5TTXZr1Xojbzw\/+JmhuH6NsviJeQpat0o2epTajC88lTqeUavo+in8JdHTMYwN0s69qurvXDtXZ7e1qwvGFUyo3D17nx7+33Nki1UljzJ9om8YKKjTWCsFjD5KUPaTWWyxTuJQcnGi2pdenkX3UpyilUXYhXCc1Tp03j1AKZ06d1FVISxJef+TKuatSxGUlL446kTj7OrzU3jK64KoxlJ5l1AEY5fNLrkvJYQSSJAIaysFLgmVgAocE++fifguNu6DdzdW60WwrTfeVS2hJ\/i0fSBlNx2GGk9p+a20+ysoezsrSjbxflSpxh\/gX1BIqBh69oyyKVHHZlQAMgAAAAAAApk8AEtpFqpISm0ubHRlEP1smm+iWWAKdaEn7Kp59iLmrVt1H2cFy+pKVpWk6aSyIS5ZO3rPmWOjfmviAS5+1oKtH3ZLtgjnrTjhyx8iZOPKqVPsiunAAxFx34DabxR0l6npUKVpuWyp4tq792NxFf7Gr6r9mXeLfo2jRjUtPvtIv7jS9TtKlreWlWVCvQqLE6dSLw4teqZ1Ha6YNcfEjwAq7mo3m\/tqRdTVreDq3VpGPW5prLbj6ziuqXmlj0LLgeLcxLo9d9V7HwfDu9ivYxhnOrn6K62\/t7e80+ykiSOj6kZa7oupUyoADMAAGQAAAAAAAAAAAAAAAAAAAAAAAACOuOz+5ZZJlTw3cPP8ASBxLs3eUHU0vRMajecy92Ti\/1VN\/xTw8ecYyPG4rxtqUqs9iWZ60KMq9SNKO1m2nALYP+jzhrpmlXNFU9RvE7\/UOnX29TD5X\/BFRh\/KzJBQoYllMrOXVq0q9SVWe1vM6JRpRo01TjsWoAA8z0AAAAAAAAAAAAIl1i0mc\/wDxE8OHw74j3lKzt+TStY5tQsML3YKT\/WU16ck28L9mUToA1lYyYq8RnDJ8RuHlxGwo+01jRs32n4XvTaXv0l\/HHol+0oktgt90K5Wk+rLU\/h+HtmReLWnS7d6K60da+V+7zQUDu3\/7wDopRgAAAAACn3pS5YrOSrGCjMozUo+TK203ldn1MIAAGQAAAAAAACGzAJBGVjLZIAABkAAAAAAAAAAjPTr19c9cklEoyb91PJhg2X4CeJ2tpn0bZXEe8nWtOlOz1ao25UF2UK784elTuu0sr3ltjRnSuacatGrGcakVKMotNNNZTTXfocvbWE7e4Tq03FSWE2vMzXwX8QescMZ09A1yNfU9u1KmEm+arYZfV0s\/Wh60\/vjjs6ti2CKq3XtVr3rj3dvZvLJhmLumlSuHq3Ph39nabr4xlPyLlOUYR92HvfI+boet6PuPSbbW9D1Cje2d3D2lOvSlmM1\/k0+jTw0+jwfUhh4wvvKfJOLye0tCkpLNFMYuXWXUuxWESkkSYMgAAAAAAAAAAAAAAAAAAAiTwgA3gtVH06DMpfVWSzOphde\/xAL9N+0i1JZS8\/UtU4\/R6rhN+5Ps\/wDImrzu2Xssrs3juLebr03GtDt0y\/MApVm41lUjNcuc4K6q9pNY7RRTGDi3GMpOPzLsIY8gBCGPIuJJdEF0JAIfVFLi8ZbKyGsrABo\/4peE0Ni7rjuvRbVU9F3BUlJwhHELe77zgsdlNZnH+ddkjCB0g4rbEtuIuwtW2tWjH21xRdS0m1\/V3MPepyz5e8kn8GznDVo1qFWdCvTdOrSk4VINdYyTw4\/c0X\/Ab53dvoTfWjq8Nz+PApOM2ata+lD+MtfjvLeWuhV09SGshdibIgkAGQAAAAAAAAAAAAAAAAAAAAAACAA2km28JLub7+GrhvLh9w6tql\/b+z1bXGtQvcr3oKS\/VUn\/AAwxlftSkaueHDhn\/pG4h28r6h7TR9Ecb6+ysxqNP9VS\/mkuq\/ZjI36UcPOcsqPKS+2WkO9\/C+fIs2AWm25kuxfL+PMrABUizgAAAAAAAAAAAAAAApn9VoqIeWu+ADRPxPcMP6B77nrOmW3Jo24ZTuqKjHEaNznNWl8Mt86XpJ+hhs6O8WeHVjxN2PfbXuXGFecfbWNdrrQuY\/Un8u6f7smc7NU02\/0bUrrSNVtpW15ZVZ0LijPvTqQeJL8fy6l\/wK\/6Zb83N9aOrvW5\/BSMYsui1tOK6stfc96PzAAnCJAAAKZLKZK6IkGEAADIAAAAAAAAAIwM\/AkhrIBIKc46NFXboYAABkAAAAAAAAAE88+Xl5nj0DnNtZk3j4kAwD3XCnjFuvhRrH0nS6v0vTbiad5ptWbVKsu3NF\/YqY7SXyaaxjebhxxL2pxN0SOt7avlOUcRubWo0q9rP9mpHPT4Ne68ZTOb59jaW79x7H1ujuHa+p1LK9o9FKPWNSPnCce04P0fz74ZC4pg1O\/WnDqz48e\/7JXD8VqWb0J64cOHcdNVPLx0KzEHBbxCba4pUqel36paVuSEMzspT9y4SWXOhJ\/WXm4P3l8V1MtxqKTwvyKLXt6trN0qqyaLlQr07iCqU3mi4ADxPYAAAAAAAAAAAAAAAFE30KyJdUAW6U+jj5+RRFwuHKFSniUX1DzCakiqrKUYc0F9bzAKY06lDKpvnh3w3hoOrOawo8q8ymmpqOOZ9fUuxp4SAEIY8i52C6EgAAAAAAES7dDnfx90WGgcYd02NKChTqXv0uEV5e2hGq\/zmzog3hHPnxHatb6zxo3NcWk1OnQrUrXmX7VKjCEv7ykvuLJyYcukz4aPyiA5QpdHjxz+GY2IxgkF3KiAAAAAAAAAAAAAAAAAAAAAAAAQVU6dSrUhSpU5TqVJKEIRTcpSfZJLu2+hT6s2A8JnCl7o3LLf+sWzel6FU5bSM17te9wmn8VTTz\/E4+jNa8uoWdGVae71fA97W3ldVVShvNieA3DOnww2FaaVcUo\/pW9\/6Zqc11zWkl7mfSCSgvk35mSChRafcrOY1qs69SVWe1vM6FSpRowVOGxAAHmegAAAAAAAAAAAAAAAAABEuqNVfF5wl+pxU0G1x0hQ1mEI+S92nXf4qEn6cr8mbVPsfk1LTbLVdPutM1K2p3Npd0pUa9GosxqQksSi\/g02blheTsa6rR8VxW\/94mpe2sbyi6UvDsZy76A91xl4YXvCrelxoVRTqadXzcabcS\/2tu30i3+3B+6\/kn5o8IdKo1YV4KpB5plAqU5UZunNZNEgA9T4AAAAAAAAAAAAAAAAAAI7hdiSOy6GGCQAZAAAAAAAAAAAAAIJABXRrVretTuLarUpVaUlUpzpycZQmnlSi11TT80bScFPFfF\/R9scU7lKSSp2+tPpGXklcJdv+0Sx+0l1b1Y+Yz1yu5p3ljRvoaFVdz3o2bS8q2c9Om+9bmdSqFxSuacK1vUjUpVIqcJwknGUX1TTXdNeZdyaD8HPELujhZUpaVdKerbdz71jUqYnbpvrKhJ\/V\/gfuv8Adbybq7J4gbV4h6PHXNqapC7t3hVIfVq0J4+pUg+sZfPo+6bXUoeIYVWw+Wctcdz++DLnY4lSvY5LVLev3aj0gKYz5umGsFRGEiAAAAAAAAAAAAAAAW5wy8YIxLk5PIukYQBTGGCsAAAAAAAAEN4WSJPCb7njOKPFHb\/C3bNTXdakqlWpmnZ2cJfrLqtjpCK9F3lLtFerwn906c6s1Tgs29h8VKkaUXObySPh8eOMVhwr2rN29SnU17UYypabb92mvrVpL9iGV85YXq1oFXr1rmtO5uas6tatJ1KlSbzKcm8uTfm222\/mfa3tvPXt\/wC47vdG5Ln213dPpGOfZ0aa+rTgvKMc\/e+ry22fCOiYVh0cPo5bZPa\/juRRcRv5X1XPZFbF895IAJQjwAAAAAAAAAAAAAAAAAAAAAR9+CSG15vHzAPtbM2lq++dz6ftbQ6Tld39VQTazGlBdZ1JY7KMU2\/kl5nRnZW0dJ2LtnTtq6JR5LTT6KpRk\/rVJd5Tl+9KTbb9WYl8LfB97I23\/TDXrVw1zXaSlCE171paPrGGPKUuk5fyryec7RjjzKFj2I9Lq8zTfUj6vj8LxLng1h0anzs\/5S9EVAAgSaAAAAAAAAAAAAAAAAAAABGUASQ1lYGckgGPuNPCux4q7NraPOVOjqdq3caZcyj\/AFVfH1W\/2J\/VkvTr1wjnxqWnX+j6hc6VqtpUtbyzqyoV6FRYlTnF4cX8vzXU6jT+qzW\/xV8FHr9jPiVte0ctSsaf\/wA0oU49bm3iulVJd5wS6+bh\/Ck7HgOJ9Hn0aq+q9nY\/p+5AY1h\/PR6RTXWW3tX4NQQR0fVPus9CS8FRABGcAEgeWQYAABkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAhrJIAC6H2to7z3NsTWaev7V1arYXcEoycesKsM55KkX0nH4P7sPqfFIPmcIzi4yWaZmMpQalF5NG8fBzxMbY4huhou4fZaJuGfuRozli3u5f7qcuzf7Euvo5d1mtTT6I5ZLGcY8zPXCDxVbg2eqGhb6jX1zR4YhTuebN5bLtjL\/rYpeUmpfvPoio4lyeazq2f\/AOfr6LNYY4nlTuvP7+zdYHw9p702zvnSoa1tXWLfULSfRypS96nL9mcX70JfBpM+0pdcYKtKMoScZLJoskZRmtKLzRUAD5PoAAAAAAAAAAAAAAAAEN4QBJEnhZwU8\/XsY24v8dNqcKbCdG5qK\/1yrDmttMoz9957Tqvr7OHxfV+SZ60aNS4mqdJZtnnVqwoQc6jySPtcTuKG2+Fm3p65r1XmqzzTs7OnJe2uquPqxT7JdOaT6RXfyT0G4hcQtx8TNx19ybkuFKrLNO3t4N+ytaSfSnTT7LzbfVvq\/hZ3vvrcnEPX625Nz3zuLmp7lOEU1St6fdU6cfsxX4vu22z4GeiRfcJwmGHx0565va+HYilYlicr2WjHVBbvlkEgEyRYAAAAAAAAAAAAAAAAAAAAAAHnhdwCDOPhg4NPfu41u7cFrzaBo1ZOEJxzG8ul1VPr3hHpKXk24r1xjrhjw61jihuy12zpClCEsVby65cxtbdP3qj+PlFecml6tdDdrbZ0jZ+g2O29AtVb2FhSVKlT7v1cpPzk222\/NvJXsdxPotPmKT68vRfbJvB8P6TPnqi6sfVn1VHDy2VgFFLkAAAAAAAAAAAAAAAAAACG8Ikt1HhAESk2m15FEZuT5URCryPqsx8\/gVKkvbRq0\/qvv+ABKqYfLnsXFItOhPnclJYZVFOPRtP5AFxrKwUSguVprKK12EllNeoBpF4luCD2Dq8t4batWtu6nV\/WUoR92xuJPrH4U5PrHyTbj+yYNf4eR0\/1vQ9L3DpN1omtWVK8sb2lKjXoVVmM4S6NfD5rqnhrqkaB8aeEOq8JtzSspqtcaPeuU9NvZL+sgurpzfb2kfP1WJebSvGBYr0mHR6z662dq+\/3iU7F8N6PLnqS6r29j+v3gY8IayPlgksZBlLROV6kkNIwCQQn06vqTjHQAAAyAAAAAAAAAAAAAAAAAAAAAAAQ3gAkEP5kmAAAZAAAAAABfsL+80u9oajp1xO3ubapGrRqweJQmnlNG2vCnxd6LqkKGjcTKcdLvUlBanSi3bVX61F3pN+b6x7v3V0NQxnBo32H0L+OjVWtbHvRt2l9WspaVN6t63M6j2l\/Z39rTvrC6o3NtWipUq1GopwmvJxkujXxL6knhJ9zm3sTitvvhtc+12prta3oSlzVLKqvaW1X5030T\/ejyv4mz3Dzxf7T12nStd92E9v3baj9KhmrZzfXzxz0\/vTS\/aKdeYBc23WpdePZt8votNpjVC46tTqvt2ef2bEA\/Dpms6XrNlT1HSdQt720rLNOvb1Y1Kcl8JReGfsUm+6INrJ5MmE01mioAAyAAAACG8AEgp5umcFEq0IRc5tRjFZk28YXqAXG8LJ+a91Gy02zq3+pXdC1tqEfaVa1aooQpxXnKT6JfMxFxK8UfD7ZKrafo1Zbi1aGY+xs6i9hTl\/vK3WP3R5n8Eal8R+MG+eKN37Tcmp8tnCXNQ062zC2pfy5zN\/vTbfpjsTNjgdxeNSmtGPF7fBEReYxQterDrS7NnizOPF7xcwSraBwo954cKms1oZiv+whLv8AxyWPRPuav317eaneVtR1G7rXV1cVHVrV603OdSb7ylJ9Wyx8iS62dhQsYaNFd73v98ip3V5WvJaVV+G5Ed\/\/AFJAN01QAAAAAAAAACG2vINxSXK8t916GMwSCE8+RIAABkAAAAAgAn7z9mj6Pqev6paaLo9lUu729rKhQo0+spzb7fD1b7JJvyPyQjOpONOlGU5TaUVFZbbeEku7b8kbs+G3gVHh\/pi3bui0X9JNRpYhTms\/QKD6+zX+8l0538FHybcfiWIQw+i5y\/k9i4s3bCyle1dBbFtZ7Hgtwn03hRtSGl05QuNVvFGtqd2l\/W1cdIxffkjnEV833bMhKOHnJKik8oqOb1as683VqPNsvlKlCjBU4LJIAA+D0AAAAAAAAAAAAAAAAIbSKJT+IBVKWCxUn3Jy6kuVMmVKjJ8nP73zAKa0\/Y0VypNyfn1LNtWnBuLTcPP4H6MwivY1uvp8UE6dOLhSS6gEVFieac318slUIvuRCHmXksLAAXQkAAhrKwec37sXQeIe2Lra+4bf2ltcLmhOPSpQqr6tSD8pxfb70+jaPSESWVg+oTlTkpweTR8zhGpFxks0zmzxI4d6\/wAMtzV9ua7S5sZqWt1COKd1Rz0nH\/CS7xllejflvvOjnFLhdt\/iptqpoOtxdOtTzUsryEc1LWt5Sj6p9pR7NfFJrQHfOyNwcPdx3O2dy2qo3NB80Jx\/q7ik\/q1abfeLx9zymk1gv+EYrG\/hoT1TW3t7V+6ikYnhsrKelHXB7OzsZ8EEP0JJoiyGshNtZJISwjAJABkAAAAAAAAAAAAAAAAAAAAAAAAENeYz8CSGsgEghPrhkmAAAZAAAAAABElzJJrt2LkqubVUce8nnOO\/UoBhrMJ5H2dq7w3lsi6d9tTXb\/TKjeZK2qv2c\/44dYSXzTM8bJ8aGvWKp2m+9t0NSprCld2EvY1sebdOXuS+5x+RrcpSSwm1n0IxjzZp3OH213\/Wgm+O\/wAzaoXte2\/pSa7N3kdAdr+JPg\/ulQjT3XS0yvL\/AGGqRdrJfzS9x\/dJmRLDV9L1Sh9J0vUba8pPtO3rRqxf3xbOXZVSq1aMuahVlTfrCTTIOryYpSf+lNrvWf0S9PlDVS\/1IJ92r7OpnMOY5k2u9N42UFSs9261bwXaNLUKsEvuUim43hu67WLvdmt1l6VNSry\/8xr\/APS88\/6q8vybH\/UUcv6b8\/wdLb\/V9L0qm6up6la2kF1cq9aNNfjJo8JuLxD8HtuKcbre9jdVYL+qsG7qbfp+rTS+9o58VpzuJc9xKVWXfNSTm\/xeWU46cq6LHY2KXJikv6tRvuWX2a9TlFUf9OCXe8\/o2t3b41rOmp0djbQrV5fZudUqKnFf91TbbXzkjBG9+MvEjiC50txbmrys5f8A7Fa\/qLb5OEfrfzOR4lkvvkmbbC7S0104LPi9b9fgi7jEbm61Tlq4LUiEsLlSSS7dF0JAJA0gAAAAAAAAAAAAAACGsjGCQYyAABkAAAAAjt1AAfz6Y6\/IdFnP\/tGy3hq8PL1ipa8Q992OLCDVbS9OrR\/1iXeNepF\/YXRxi\/rYTfTpLUvLynY0nVq+XF8DYtbWpd1FTpr8dp9rwxcAZWX0XiVvey5bqSVbSLKrHrRTXS4nF\/ba+on9VPPdrGz6jh5IjBx7SKznN5eVL6q6tTwXBcC+WlpCzpqnD\/IABqmyAAAQ+hS547kyeEW4OM5NSfUAqdT4kqXkWPehWjCXVN9CZz5arSz0AP0dyS1CeS6AAAACJPBJaqSAKZzbbSIjGFWD6+9\/gTKaoU+bGWyxTndJylCjlSeewBdUoUK6g594+ZRVtKjrc8JdG8\/JlbjTu4Zw4yXTt1TDU6WIRquSx5gFVdKTin1aJhAQhnqy6lgAJJEgAAAAAAAFMllNdsnhuLHCXb\/Fbbj0nVUqF7bJzsL+Mc1Lapj84P7UezXo0mvdkNZWD7pVZ0ZqpTeTWw86lKNWDhNZpnM3e2yNxcPtw3G2tzWToXVF5hJdadenn3alOXnB\/in0aTPhfHy9TozxT4Vba4qbfeka7TdK5o5nZX1KK9ta1H5r1i\/tR7Nejw1oXxB4ebl4abhq7e3NaqFRZnb3EE\/Y3VLPSpTb8vVd4vo\/jf8ACsWhiEdCWqa2rj2r91FKxLDZ2UtKOuD2Ph2P91nmgR1XdfAkmSLAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIa6BdiQYAABkAAAAAAAAAAEPOc5DeX2wYBJDXToyQZBCeOjJIwmF06GASB5AyAAAAAAAAAAAAAAAAAAAAAAAAAAAAAR82ATjPYjOOraSXm\/IP49PmbNeHrw0z1KdrvriPYShae7W0\/Sq0etbzjVrp9o+cab6vu8Lo9S9vaVjT5yq+5b2+Bs2trVvKnN01+D8fhz8OMtxTtt+b+snHSo4q6fp9aOHd4+rVqx\/wCq84x+13fT6238aag0o9IpYUUumCY01BJRwkljCKznl9fVb+rzlTZuXAvFnZU7KnoQ8XxAANI3AAAACG0i3KfkgBUml2Zb9mnF1JzcUuzz2IlGrJOSi2TODr26iujWOjAFC4jW9yeOdfDv8S5Oryy5ZQ6eTLFK1ksyqSw12w+xXmU8KT6IArjLneUsF1dimEUl2KwAAAClyRZqPPTJOXOaUXgn2dNtxjL3l3AI9tFRxOLb+CIhXqTqKMaa5fN+ZQ1htPyeC7GbUcRikwCipH9dzQeHjrgrhB931YjBt5a6supJdgAlgkAAAAAAAAAAAAAApkspo8lxD4fba4j6S9ubltPa0ZRc6NWHSrb1MYVSnLykvwaymmmevPy1Vm9pLP2WfdOcqclODyaPipCNSLjJZpnPPivwe3Rwm1n6Fq1P6Tp1xJqy1GlFqlXX7Ml9iol3i\/Lqso8Lh4yzp3uLbOh7r0e50HcOm0b+wuo8tWhVjlNeq8013TWGn1XU0n42+HTXeGdStr2gqtqm2ZSy6yjmtZ57RrJd4+SqYx64fV3fCcchd5Ua+qfo\/wA9nkVDEsIlbZ1aOuPqvx2+fEw4CPv\/AAJLCQgAAAAAAAAAAAAIz1wSRjIAZJT26snKZjYCQAZAAAAAAAAAAAAAAAAAAAAAAIaJABT1RUQ1kJuL69UYBJDWSQAQs9skkY6kjeAADIAAAAAAAAAAAAAAAAAAAAAABHyAHmV0qNavUhQoUqlWrUkoQp04uUpyfaMUurbfTHfJ+\/bu29c3brFvoO3NMrX9\/dSxSo0V1+MpPtGK85NpL1N1eB3h00ThpTp69r3sdT3LOL\/XKOaNkmusaKeOvrUfV9ccqynG4jidHDoZz1yexfuxG9Y4fVvpZR1Le\/3eeS4BeGGnokrbefEazp1dRWKtnpc0pQtX3U6vlKp6R6qL75l22UUMSyhGHK20+5Wc\/u7yrfVOcrP6XcXa1taVpDQpr7feAAaxsgAAEZwUyngTePPBbjBz96TaQBEpSkm0uxTTbdVKSa6ZRNGrCM5xdVYXVEXKqvlrUmmo+WACitdVadZwaXKvL1LtXK5alOWG3j59CFWpVUnUptNdeqKnJ1GsLogCE5z7yyXIwS7ImEMLsVgAAAAAAH5oKdKpzTXutYz6Fc6c1HFFJc76yLdrVnV5qdVZaXV+fyZEHUg3BTeE8LPoAVuEIKMU+vmy5GPTsUwg88zy2XUsLAASwSAAAAAAAAAAAAAAAAAD8FavH9K0KOevI2fvPhKyvnuT6ZU\/qIxaifcEnnmfMm1lkfbmk1hss1qVKrSnRqwjOnOLjKEllNPo015oqnUx2KZU5yhlPOfyPgyzVzjX4VPpE6+5+FdtGFSWalxoueWLfdyt2+kX\/u28fstdIvWO50q+sqtS3uYSpV6M3CpRqxcJwku8Wn1TXo+p09owanUhJrnx+XkYt4rcCducS3K9mv0brsUo09QpRz7RLtGtH\/aR+L95eT8nZcMx+dLKlda1x3rv4+\/eV+\/wWNTOpbrJ8Nz7uHsaJO2U1mjLLXePxLMouD5ZLDPU8SuHG7uG2uLTNyadKh7VNULqk3K3uYr7UJ46v4P3kn1R5JKWctvPxLjSqRqxU4PNPeVepB05OMlk0VgA9TzAAAAAAAAABS\/VFQAITz2JIaw8okwAADIAAAAAAAAAAAAAAAAAAAAABD7EgAAAwAADIAAAAAAAAAAAAAAAAAAAAABHxBUoSm1GMW5SajFJZbb7JJd38gCn7z3PC7g7u\/itqf0bQ7X2Gn0Z8t1qVeLVCj6xX7c\/3I\/DLS6mUeDvhQ1XcEqG4OJVOvpmmtqdLTE3C5rruvaNdaUfh9d\/u9DbfR9D0rb+m2+j6Jp9vY2VrDko0KFNQhCPwS\/x8yt4nj8LfOlbdaXHcvt+nsT2H4LOvlUr6o8N7+jy3DDhLtLhZpH6O2\/aud3Wivpd\/WWa9zL95+UfSCwl8Xlv2yhiSYUEsY7ehWUupUnWk6lR5tlrp04UoqEFkkAAfB6AAAAh9A+hblUwARU69hOHtqSgpY+4pkptZ5Xgoy\/KTXyYBV9Ft4vE3lvosv8AwCbtp8nWUJdV8BSoQTVWUs+aJl+sllduyAEm6ks4wl2LkIJJdCYQWMtFYBHYkAAAAAAAAsupBZ5EsvuKcenUinDp2LySQASSJAAAAAAAAAAAAAAAAAAAABZqSx2LrZZqS6p47AETUKcM1O78l3LdG7pQhyycu\/mXqkaFXEqjXTybIhO3nL2cIJ\/HHQAoq0antFXoSy33RU6tT6kqeJeuehTBzoSlTi8xT6ZK4QcnzS8wD5mv7Z0LdWlV9G3JpdtqFhcrFSjXgpR7d15pryaw18DVDi14TNb2+6+t8N3W1fT1mU9Pl1u6K9IPtVivTpP+I3H5ehDgnj4eqN6yxGvYSzpPVvT2M0rywo3scqi18d5y0qU6lKpOjVpzhUpycJwlFqUJJ9U0+qfqmUnQPinwB2NxQpzvL+1en6xjENStIKNR+iqR7VV\/F19GjT7iZwL35wuqzr6tY\/TtJTxDU7OLlQx\/vF3pP+Lp6SZdrDGbe+yjnoy4P4e\/3Kje4VXs+tlnHivngY9A\/wAu6BLkaAAAAAAAAAQyQDAAAMgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgnr6P8D9elaRquuahR0rRdOuL69uHy0re3pOpOb88JZ7eb7I2V4V+D6rW9hrPFO69muko6Ra1cyfwrVU\/7sH\/ADd0ad3f0LGOlWl4b34fqNq1s613LRpR8dyMFcP+GG8+JmpfQNq6TOtShLluLypmFtbp\/t1PXH2Y5l8DcfhH4dNm8M1S1O6UNY3Akm76tTSjQfmqEOvJ\/E25fFdjJ2j6FpO39Oo6Romn29jZW0eWjQoU1CEF8Ev\/AG\/PJ+\/lSKViON173OEOrDhvfe\/j3LZY4RRtMpz60vRd32Uxhy9X1KwCFJcAAAAAAh9CmU8EyeC0nFyxPz7AEyqryZRCSnVSeGVOlCGZ1Je4uyIh7Cv71JpSi+jXRgFTnKHPOq0oL6qLaUpL2vLhSfYqVWnP3asPei\/QlydSSwnhABQ6di5GBMVgqAI7EgAAAAAAAAAAEJYWCQAAAAAAAAAAAAAAAAAAQ3gAkpclgodTBblUb6YAKnKU5csRKlPGX1KbeeZSj2eOhLc6MfZxbnOXVv0ALeE+6LsfZ04e4st+vchw5Wk3l92Vxgn5dwCiEMtyl5l9RSIUUioAAAAh9V3LVS3pV6cqVaEakJRcZRnFNST7przLwAMCcTfCXszdXttV2ZVhtzUpZk6UKfNZ1X36011p9fOHT91mqu\/OFm+eG117Ddug1bajKXLTvaf6y1qv92ouif7ssS+B0kksrCPz3lhZ6hbVbK+tqNzb148tWjWpqcJx81KL6NfMnLHHrm1yhU68e3b4P7zIa8wWhc9aHVl2bPI5b9njHX0ySbn8RfCDszcHtdQ2Rdy25eyzL6OoupZzf8Gc0\/5Xhfsmsu\/ODfEThzOc9xbequzi3i\/tE61rJeTc4rMPlNRZbbPFrW91QllLg9T\/AD4FZusNuLTXOOa4rWvx4nigF2z5PqiPh5kkaJIAAABDeACQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACOnn5H6dN0zUdYvaenaRp9ze3dZ8tOhb0pVKk38IxTbM78PPCBvHcEqV9vi+jt6zlh\/R6fLWu5rvjGXCn97k15xNW5vaFnHSrSS9\/Lae9va1rp6NKOft5mA7e3uLuvStLWhUrV60lCnSpRc5zk\/KMV1b+SM78OPCNvPdCp6jvSu9t2M1zRoSgql5UXxhnFP+Z837ptHsHhDsLhrQ5NraFTpXMo8tW9rfrbmp65qPql8I4XwPYKGGVa95SVJ9S1WS4vb5bF6lktMAhDrXDzfBbPPb7Hl9jcMNlcOLB2G09Eo2vOkq1xJc9evjznUfvS+XZeSR6hR+LKwVmc5VZOc3m3xJ+FONOKjBZJAAHyfYAAAAABD6FLnjzJk+hbi4ttSfXyAIlUTRQ7edRd0vTJTVUqVSOfqtrqL32qcZwb5V06eoBXCUofqLhJp9FLyfwFG2VvUc+f3cYQ61bbNVdf8A31Ij7ScVGUsoAmMVKTaXcvRjgiEMIuAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAhvABJRNpLOfIplUwW3JzkorzAKoVIP9XPzIqShaw5lByy8EStqUnyyqPm+DEJOMvo9w1JNe7L1XxAJjUjXpupD3ZR\/IiNxNx6w6\/AqjThbxcIvLkKcOzAEYuT5my8uwUUiQAAAAAAAAAAAACHlroW6lGFWMqdRKUZLDi1lNehdABiDf3hf4Yb09reWmmz0DUamZO40zFOEpPznSfuP7kn8TXffHhP4m7Xc7nQ6NDclkuqlZ+5cJfGjJ9X\/BKXyN5sdCOTyb\/IlbXGry01KWkuD1\/kjLnCbW51uOT4rV+Dlve2V5pt1Ox1K0r2lzTeJ0K9KVOpB\/GMkmvwLB0x3TsjaG8bR2u6tvWGp0orp9JoqUofwy+tF\/JowNr3g82jr9Cre7O3FeaPVU5RjQuF9KofBLLU4\/PmfyLJa8o7eqv9ZOPqvv0IG4wGvTf+k1L0f16mo5DMr7s8MnF7aznUp7fjrVrD\/b6VUVVterpvE\/wTMXXlndadcystQta1pcQ+tRuKcqc184ywybo3NG4WlSkn3MiKtCrQeVSLXeWwO7wiasZUWlUWMntmeRAITz2JMgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAhtLqz0m1+G+\/d6TitsbS1K\/hJpe2jRcaK+dSWIfmfE5xprSm8l2n1GEpvRis32HnCG0urZsZs\/wYbs1Hkr7z3HZ6RSfWVvaR+k1\/k5dIRfy5jOWzvDVwm2dKncUtvrVbym0\/pOqS9u8+qg8U190SHucfs6GqL0n2fZKW+C3VbXJaK7fo0t2bwr4g7+qR\/orte8u6DeHdTj7K2j86s8Rf3ZfwNgNi+C62pypXnEXckq7XV2OmZjD1xKtJcz\/AJYx+ZtBToU6MI06cVCEFiMYpJJf5FfKiu3XKG6r6qXUXZt8\/rInLbA7ejrqdZ+nkea2dw42VsG3qW+0dAt9OVV5qThmdSfopTm3Jr5s9IouPn0KwQc5yqS0pvN9pMxhGmtGCyQAB8n0AAAAAAAAAChywVPsWXhzw2AJ1E0U0oqUnJrKiVzpwm+WMuWWC1BVLaeZpyg+7XkwCqFxTuHKjUjjPRfH\/mFOrQ9yUeePZPswqVs5+1UvjhPpn5EyftJZx0QAcpVfLoXIRJhFJFYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIzgAkt1JLBEp9cFuc892AV0pRmnTa6lpRdC4XN9WXRMrpvlozqQWZdSi3rxuYeyqpOWMgFNxbVnV9pT656\/Jl2vFuME\/rJ5ZT+upS5FPmS7Z74K4xbfMwBCDfV9fmXYrCJisIkAAAAAAAAAAAAAAAAAAAAAAsXtGde0q0aUuWU44T9D8Wg6bV02xdvWnzSc3Js+oD60nlonzorPMocM+bPma9tXbm6LZ2m4tDsNSotY5bq3jUx8uZdPuPrAxFuL0ovJmZRUllJajB+6PCNwn1vmraTbahoVZro7K5cqafryVOZfhgxfujwZ7tpwb2zuvTdQjDqoXtGdtUfwzHni\/yNv2kynkTSySVHGL2hsnmu3X76yPrYVaVdsMu7V+Dnlrvh94xbczK72NfXNOKz7SwcbqOPlTbl+R4W8sr3T7iVrf2de1rw+tSr0pU5r5xkk0dSOVephzjf4eaPFzVbLW7fcC0y7tLf6NJSt\/aRqR5nJNvmTTWWTdlyk0pqF0klxWftrIe7wDQhpW7bfB5e+o0UBtza+CTb0bdK93zqE67XWVK0hGOfk23+Z4neng33vpC9vs3UbfXqbePZTcbasv7cuR\/2kS9PG7GrLRU8u\/NLzZGzwi8px0nDyyZr4DKb8L\/ABz89j\/\/AInZ\/wD3R\/8AC\/x0f\/7j\/wD4nZ\/\/AHTa\/wDkLT\/yx\/8A0vs1uhXP\/jl5MxYDKT8MHHP\/APkhf\/3Oz\/8Aulur4ZuOFBZnsWo\/4L61l\/hUZnp9o\/8Adj\/+l9joVyv9uXk\/oxiDINXw\/cZaP19gak8fsck\/8JM\/PLgbxeg8S4d6391s3\/gfSvLd7KkfNHy7WutsH5M8MD2z4I8Xs4XDjXn8rV\/5lynwK4x1HiPDfW1n9qlGP+MjLu7df3rzRjo1b\/g\/JnhQZHoeHPjXcdIbAvIf9pXoQ\/xqH1Lbwq8bq+OfbNnbp9vbalRT\/utnxK\/tI7asfNH2rK5lspy8mYkIbx8fkZ3sfBvxVucO71Hbtmn5Su6lRr+zT\/zPv6f4JtanOP6Z3\/Y0Vn3vo2nzqfg5Tj\/ga88YsYbai9X7HtDC7yeym\/Re5rQ35oqo0a9dv2fZd210NvrTwU7Kt\/1up7t1y8S7xoxo0F\/wyf5nsdG8MHBzS7Jcu26uoTXXmvL2rUy\/kpKP5GlU5RWcP45vuX3kbdPAbqX8sl4\/Ron7GdtLmuOWcH3w8Nfd0PRaRw33tujkntnaur3tOWPfpWc3DHrztKP5nQDbWwtl6AlDR9paRZ8nadKypxn98sZZ6CCdNyhB4jnou+F8PQj6vKd\/7VPzfx+Tep8nv\/JPyXyaRaP4TeLGsVIfSbPTdFpNZcry7U5\/2KXNh\/BtGTds+CnQKDhW3ZvG\/vpfao2NCNvDPpzS521+BspClh5fUvcpG1sevqupSUe5febN+lgtpT1tZ9\/41GN9u+Hbg\/ti8o6jp2zqFW6oL3at3Wq3HX9rkqScM\/HlMiqlGKUYLljHoopYWC4CKq1qtd6VWTk+15klTo06KypxS7lkU8vXuVAHmegAAAAAAAAAAAAAAAAABD6lmrHDyn1L5ROOfIAtypwr8tSTacfQfSVz4Ucx9SafuNp9mUxgs9F08kAQ4qc8xhguwhjyKlFJdioAAAAAAAAAAAAAAAAAAAAEOSAJAAAAAAAAAAAAKZlRTIAt02ud5XXyKZexqzdOT5ZoiX9Yi5yxdw24rPL3wAW4Qq27afvw+HdFSqUk26cOr+BdXdliX9YwCYRcnzSXcvpJIpgVgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEYysEcqKgAU8q8xyr0\/IqAyBTyrGMIcizkqABTyR9ByJFQAyKXFei\/AhpLouhWWqnmARKS7MtSxKSXr0Jl9TJbptupDL+0gC9O4p2840mumOrfkQ4yotzoJShLq4\/wCaLWod4v4MvUf9Vi\/3QCfbOS92KWSacPPBTSS6fIvRAJXQkAAAAAAAAAAAAAAAAAAAAAAAAAAEYySAClwyFHBUAAAAAAAAAAAAAAAAAAAAAACmTwUKLmm1L5YKqnYtU+lXCAP\/2Q==\" alt=\"\" width=\"59\" height=\"58\" \/> <span style=\"color: #000000;\">Kindly fill this form to demand a call-back to from our client support boss with esteeming and details.<\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-73d5c25 elementor-button-align-stretch elementor-widget elementor-widget-form\" data-id=\"73d5c25\" data-element_type=\"widget\" data-settings=\"{&quot;step_next_label&quot;:&quot;Next&quot;,&quot;step_previous_label&quot;:&quot;Previous&quot;,&quot;button_width&quot;:&quot;100&quot;,&quot;step_type&quot;:&quot;number_text&quot;,&quot;step_icon_shape&quot;:&quot;circle&quot;}\" data-widget_type=\"form.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<form class=\"elementor-form\" method=\"post\" name=\"New Form\">\n\t\t\t<input type=\"hidden\" name=\"post_id\" value=\"5025\"\/>\n\t\t\t<input type=\"hidden\" name=\"form_id\" value=\"73d5c25\"\/>\n\t\t\t<input type=\"hidden\" name=\"referer_title\" value=\"\" \/>\n\n\t\t\t\n\t\t\t<div class=\"elementor-form-fields-wrapper elementor-labels-\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-field-type-text elementor-field-group elementor-column elementor-field-group-name elementor-col-100\">\n\t\t\t\t\t\t\t\t\t\t\t\t<label for=\"form-field-name\" class=\"elementor-field-label elementor-screen-only\">\n\t\t\t\t\t\t\t\tName\t\t\t\t\t\t\t<\/label>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<input size=\"1\" type=\"text\" name=\"form_fields[name]\" id=\"form-field-name\" class=\"elementor-field elementor-size-sm  elementor-field-textual\" placeholder=\"Name\">\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<div class=\"elementor-field-type-email elementor-field-group elementor-column elementor-field-group-email elementor-col-100 elementor-field-required\">\n\t\t\t\t\t\t\t\t\t\t\t\t<label for=\"form-field-email\" class=\"elementor-field-label elementor-screen-only\">\n\t\t\t\t\t\t\t\tEmail\t\t\t\t\t\t\t<\/label>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<input size=\"1\" type=\"email\" name=\"form_fields[email]\" id=\"form-field-email\" class=\"elementor-field elementor-size-sm  elementor-field-textual\" placeholder=\"Email\" required=\"required\" aria-required=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<div class=\"elementor-field-type-tel elementor-field-group elementor-column elementor-field-group-field_d5273f4 elementor-col-100\">\n\t\t\t\t\t\t\t\t\t\t\t\t<label for=\"form-field-field_d5273f4\" class=\"elementor-field-label elementor-screen-only\">\n\t\t\t\t\t\t\t\tMobile Number\t\t\t\t\t\t\t<\/label>\n\t\t\t\t\t\t\t\t<input size=\"1\" type=\"tel\" name=\"form_fields[field_d5273f4]\" id=\"form-field-field_d5273f4\" class=\"elementor-field elementor-size-sm  elementor-field-textual\" placeholder=\"Mobile Number\" pattern=\"[0-9()#&amp;+*-=.]+\" title=\"Only numbers and phone characters (#, -, *, etc) are accepted.\">\n\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<div class=\"elementor-field-type-textarea elementor-field-group elementor-column elementor-field-group-message elementor-col-100\">\n\t\t\t\t\t\t\t\t\t\t\t\t<label for=\"form-field-message\" class=\"elementor-field-label elementor-screen-only\">\n\t\t\t\t\t\t\t\tMessage\t\t\t\t\t\t\t<\/label>\n\t\t\t\t\t\t<textarea class=\"elementor-field-textual elementor-field  elementor-size-sm\" name=\"form_fields[message]\" id=\"form-field-message\" rows=\"4\" placeholder=\"Message\"><\/textarea>\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<div class=\"elementor-field-group elementor-column elementor-field-type-submit elementor-col-100 e-form__buttons\">\n\t\t\t\t\t<button class=\"elementor-button elementor-size-sm\" type=\"submit\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Send<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/button>\n\t\t\t\t<\/div>\n\t\t\t<\/div>\n\t\t<\/form>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-93f98c2 elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"93f98c2\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-c5377bf\" data-id=\"c5377bf\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-c641ab5 elementor-widget elementor-widget-heading\" data-id=\"c641ab5\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Call our Specialists for the Best Deal<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-8c120df elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"8c120df\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-0f083cc\" data-id=\"0f083cc\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-8a84450 elementor-widget elementor-widget-heading\" data-id=\"8a84450\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">+91 7838067878<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e097b01 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"e097b01\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-phone-square-alt\"><\/i>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tCall  Now\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t+91 7838067878\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-03ba401 elementor-section-full_width elementor-section-stretched elementor-section-height-default elementor-section-height-default\" data-id=\"03ba401\" data-element_type=\"section\" data-settings=\"{&quot;stretch_section&quot;:&quot;section-stretched&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-b343890\" data-id=\"b343890\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-47c5e73 elementor-widget elementor-widget-heading\" data-id=\"47c5e73\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Hot Selling Testing Machine<\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-60adf2b elementor-section-full_width elementor-section-stretched elementor-section-height-default elementor-section-height-default\" data-id=\"60adf2b\" data-element_type=\"section\" data-settings=\"{&quot;stretch_section&quot;:&quot;section-stretched&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-13a2eea\" data-id=\"13a2eea\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4cf5296 elementor-skin-carousel elementor-arrows-yes elementor-pagination-type-bullets elementor-pagination-position-outside elementor-widget elementor-widget-media-carousel\" data-id=\"4cf5296\" data-element_type=\"widget\" data-settings=\"{&quot;slides_per_view&quot;:&quot;3&quot;,&quot;skin&quot;:&quot;carousel&quot;,&quot;effect&quot;:&quot;slide&quot;,&quot;show_arrows&quot;:&quot;yes&quot;,&quot;pagination&quot;:&quot;bullets&quot;,&quot;speed&quot;:500,&quot;autoplay&quot;:&quot;yes&quot;,&quot;autoplay_speed&quot;:5000,&quot;loop&quot;:&quot;yes&quot;,&quot;pause_on_hover&quot;:&quot;yes&quot;,&quot;pause_on_interaction&quot;:&quot;yes&quot;,&quot;space_between&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:10,&quot;sizes&quot;:[]},&quot;space_between_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:10,&quot;sizes&quot;:[]},&quot;space_between_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:10,&quot;sizes&quot;:[]}}\" data-widget_type=\"media-carousel.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-swiper\">\n\t\t\t<div class=\"elementor-main-swiper swiper-container\">\n\t\t\t\t<div class=\"swiper-wrapper\">\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"swiper-slide\">\n\t\t\t\t\t\t\t<a href=\"https:\/\/labscienceinstruments.com\/index.php\/melt-flow-index-tester-mfi\/\">\t\t<div class=\"elementor-carousel-image\" role=\"img\" aria-label=\"Melt Flow Index tester - Advance Digital Model\" style=\"background-image: url(&#039;https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/08\/melt-flow-index-tester-digital.jpg&#039;)\">\n\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t<\/a>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"swiper-slide\">\n\t\t\t\t\t\t\t<a href=\"https:\/\/labscienceinstruments.com\/index.php\/colour-matching-cabinet\/\">\t\t<div class=\"elementor-carousel-image\" role=\"img\" aria-label=\"cmc machine\" style=\"background-image: url(&#039;https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/08\/colour-Matching-Cabinet.jpg&#039;)\">\n\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t<\/a>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"swiper-slide\">\n\t\t\t\t\t\t\t<a href=\"https:\/\/labscienceinstruments.com\/index.php\/hot-air-oven-digital-product\/\">\t\t<div class=\"elementor-carousel-image\" role=\"img\" aria-label=\"Hot Air Oven\" style=\"background-image: url(&#039;https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/08\/Hot-Air-Oven.jpg&#039;)\">\n\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t<\/a>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"swiper-slide\">\n\t\t\t\t\t\t\t<a href=\"https:\/\/labscienceinstruments.com\/index.php\/humidity-chamber-conditioining\/\">\t\t<div class=\"elementor-carousel-image\" role=\"img\" aria-label=\"The Importance of Conditioning Chambers in Quality Assurance\" style=\"background-image: url(&#039;https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/08\/Humidity-Chamber.jpg&#039;)\">\n\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t<\/a>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"swiper-slide\">\n\t\t\t\t\t\t\t<a href=\"https:\/\/labscienceinstruments.com\/index.php\/box-compression-strength-tester-digital\/\">\t\t<div class=\"elementor-carousel-image\" role=\"img\" aria-label=\"box compression tester\" style=\"background-image: url(&#039;https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/08\/Box-Compression.jpg&#039;)\">\n\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t<\/a>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"swiper-pagination\"><\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-swiper-button elementor-swiper-button-prev\" role=\"button\" tabindex=\"0\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"eicon-chevron-left\"><\/i>\t\t\t\t\t\t\t<span class=\"elementor-screen-only\">Previous<\/span>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-swiper-button elementor-swiper-button-next\" role=\"button\" tabindex=\"0\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"eicon-chevron-right\"><\/i>\t\t\t\t\t\t\t<span class=\"elementor-screen-only\">Next<\/span>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Tensile strength tester machine Categories Paper &amp; Packaging Testing Pet Bottle &amp; Preform Textile Testing Instruments \u00a0 Get a Quote [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"no-sidebar","site-content-layout":"","ast-site-content-layout":"full-width-container","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"disabled","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"disabled","ast-breadcrumbs-content":"disabled","ast-featured-img":"disabled","footer-sml-layout":"","theme-transparent-header-meta":"default","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"set","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"two_page_speed":[],"footnotes":""},"categories":[1],"tags":[32,191,185,196,187,137,192,189,188,184,194,190,195,193,186],"class_list":["post-5025","post","type-post","status-publish","format-standard","hentry","category-blog","tag-tensile-testing-equipment","tag-automatic-tensile-strength-tester","tag-digital-tensile-strength-tester","tag-digital-tensile-test-instrument","tag-electronic-tensile-strength-tester","tag-high-precision-tensile-tester","tag-hydraulic-tensile-strength-tester","tag-mechanical-tensile-strength-tester","tag-tensile-strength-test-apparatus","tag-tensile-strength-tester-machine","tag-tensile-strength-testing-system","tag-tensile-test-machine-for-materials","tag-tensile-testing-equipment-for-metals","tag-tensile-testing-machine-for-polymers","tag-universal-tensile-strength-tester"],"_links":{"self":[{"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/posts\/5025","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/comments?post=5025"}],"version-history":[{"count":16,"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/posts\/5025\/revisions"}],"predecessor-version":[{"id":5506,"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/posts\/5025\/revisions\/5506"}],"wp:attachment":[{"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/media?parent=5025"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/categories?post=5025"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/tags?post=5025"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}