{"id":1369,"date":"2023-03-22T17:06:48","date_gmt":"2023-03-22T17:06:48","guid":{"rendered":"https:\/\/vartmaaninstitutesirsa.com\/?page_id=1369"},"modified":"2024-06-30T04:08:04","modified_gmt":"2024-06-30T04:08:04","slug":"chapter-8-force-and-laws-of-motion","status":"publish","type":"page","link":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/chapter-8-force-and-laws-of-motion\/","title":{"rendered":"Chapter 8 Force and Laws of  Motion"},"content":{"rendered":"\r\n<h1 class=\"wp-block-heading\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <\/strong><strong>Force<\/strong> <strong>and<\/strong> <strong>Laws<\/strong> <strong>of<\/strong> <strong>Motion<\/strong><\/h1>\r\n\r\n<div>\r\n<div style=\"clear: both;\">\r\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; line-height: normal;\">\u00a0<\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; line-height: normal; font-size: 20pt;\"><img decoding=\"async\" style=\"float: left;\" 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alt=\"C:\\Users\\dell\\Desktop\\VATMAAN INSTITUTE LOGO.png\" width=\"209\" height=\"87\" \/><strong><em>\u00a0 \u00a0<\/em><\/strong><strong><span style=\"font-family: 'Times New Roman'; font-size: 16pt; color: #ff0000;\">SANDEEP SONI\u2019S PHYSICS<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman'; font-size: 10pt; color: #ff0000;\">\u00a0<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #ff0000;\">COMPETITION CLASSES<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman'; font-size: 9.33pt; color: #ff0000;\"><sub>\u00a0\u00a0<\/sub><\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; line-height: normal; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #0f243e;\">\u00a0 \u00a0 <\/span><\/strong><strong><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #1e04b8;\">(10+1, 10+2, IIT-JEE<\/span><\/strong><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #1e04b8;\">\u00a0(<\/span><span style=\"font-family: 'Times New Roman'; font-size: 9pt; color: #1e04b8;\">Main &amp; Advance<\/span><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #1e04b8;\">),<\/span><strong><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #1e04b8;\">\u00a0NEET, B.Sc.\u00a0<\/span><\/strong><span style=\"font-family: 'Times New Roman'; font-size: 9pt; color: #1e04b8;\">Agriculture<\/span><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #1e04b8;\">,\u00a0<\/span><strong><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #1e04b8;\">NDA)\u00a0<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; line-height: normal; font-size: 20pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #1e04b8;\">\u00a0\u00a0\u00a0 <\/span><\/strong><span style=\"font-family: 'Times New Roman'; font-size: 10pt; color: #1e04b8;\">OPP: JHUNTHARA DHARAMSHALA\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 9pt; color: #1e04b8;\">NEAR SURKHAB<\/span><span style=\"font-family: 'Times New Roman'; font-size: 10pt; color: #1e04b8;\">\u00a0CHOWK,\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 8pt; color: #1e04b8;\">HISSAR ROAD SIRSA<\/span><span style=\"font-family: 'Times New Roman'; font-size: 10pt; color: #1e04b8;\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; line-height: normal; font-size: 14pt;\"><span style=\"height: 0pt; display: block; position: absolute; z-index: -65536;\"><img decoding=\"async\" style=\"margin: 0 0 0 auto; display: block;\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAtgAAAAECAYAAAC0sEh4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAA1SURBVGhD7daxDQAwDMMw\/\/902wOyFPAWEtAPynMkAQAATdN0S5L2BQAAFE3TLf0EAAD0JBczVNRIHIxVQwAAAABJRU5ErkJggg==\" alt=\"\" width=\"728\" height=\"4\" \/><\/span><span style=\"font-size: 11pt; color: #1e04b8;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <\/span><strong><u><span style=\"font-family: 'Times New Roman';\">MOTION<\/span><\/u><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><\/strong><span style=\"font-size: 12pt; color: #1e04b8;\">PH-\u00a0<\/span><strong><span style=\"font-size: 12pt; color: #1e04b8;\">94676-12340, 94164-33457<\/span><\/strong><span style=\"font-size: 12pt; color: #1e04b8;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><\/p>\r\n<\/div>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Chapter -9<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Force<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">&amp;<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Laws of Motion<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0<\/span><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">1.<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">Force:<\/span><\/u><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">Force may be defined as a pull or push which changes or tends to changes the state of rest or state of motion of a body.<\/span><\/em><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 10pt; text-indent: -18pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: Arial;\">\u2022<\/span><span style=\"width: 13.1pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">If force is applied directly on a body then force is called\u00a0<\/span><u><span style=\"font-family: 'Times New Roman';\">contact force\u00a0<\/span><\/u><span style=\"font-family: 'Times New Roman';\">and if force is applied without actual contact from a distance then it is called\u00a0<\/span><u><span style=\"font-family: 'Times New Roman';\">action at a distance<\/span><\/u><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><img fetchpriority=\"high\" decoding=\"async\" class=\"alignnone\" title=\"Force and laws of Motion\" 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alt=\"https:\/\/study.com\/cimages\/videopreview\/nhalch8yf8.jpg\" width=\"439\" height=\"232\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0<\/span><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">2.<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">Effect Produced By<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">Force:<\/span><\/u><\/strong><\/p>\r\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\r\n<li style=\"margin-left: 33.5pt; margin-bottom: 10pt; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\"><strong><em>Force can change speed of an object:-\u00a0<\/em><\/strong><\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">e.g.:- A ball thrown with a larger force will have larger speed and force<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">applied on breaks of a car makes car speed slow down.<\/span><\/p>\r\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"1\">\r\n<li style=\"margin-left: 33.5pt; margin-bottom: 10pt; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\"><strong><em>Force can change direction of motion of an object:-<\/em><\/strong><\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">e.g.:- Force applied on the steering wheel of a car changes the direction of motion of car.<\/span><\/p>\r\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"3\" type=\"1\">\r\n<li style=\"margin-left: 33.5pt; margin-bottom: 10pt; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\"><strong><em>Force can change the shape of an object:-<\/em><\/strong><\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">e.g.:- By pushing the rubber ball we can change its shape.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Balanced forces &amp; unbalanced forces<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 10pt; text-indent: -18pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: Arial;\">\u2022<\/span><span style=\"width: 13.1pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">Balanced forces:<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Forces are said to be balanced forces if they cancel one another and their resultant force is zero.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 10pt; text-indent: -18pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: Arial;\">\u2022<\/span><span style=\"width: 13.1pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">Unbalanced forces:<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">When two opposite forces acting on a body, move a body in the direction of the greater force or forces which brings motion in a body are called as unbalanced forces.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; text-align: center; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; text-align: center; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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\" alt=\"https:\/\/tse1.mm.bing.net\/th?id=OIP.PyAdUfqaSCdlKTBgcBT77wHaFj&amp;pid=Api&amp;P=0&amp;w=235&amp;h=176\" width=\"376\" height=\"224\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; text-align: center; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\r\n<li style=\"margin-left: 33.5pt; text-align: justify; line-height: 150%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; font-style: italic;\"><u><span style=\"font-style: normal;\">Aristotle\u2019s Fallacy:<\/span><\/u><u>\u00a0<\/u><\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">According to Aristotle\u2019s Law of motion, an external force is necessary to keep a body moving with uniform velocity i.e. according to this law a body will not remains in motion without a external force. This was proved wrong by Galileo law of inertia.<\/span><\/p>\r\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"1\">\r\n<li style=\"margin-left: 33.5pt; text-align: justify; line-height: 150%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\"><strong><u>Galileo\u2019s Law of Inertia<\/u><\/strong><strong><em><u>:<\/u><\/em><\/strong><\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">On the basis of a series of experiment performed by Galileo, he gave the law of inertia. According to this law, it is inability of a body to change the state of rest or uniform motion of a body without the help of any external force.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Question: 2 how is the inertia of a body measured?<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Inertia of a body is measured by the mass of the body; greater is the amount of mass greater is the inertia of the body. e.g.:- It is easy to change the position of football than a stone of same size because the mass of football is smaller than the mass of the stone. It does not depend on the shape of the body.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Inertia:<\/span><\/u><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><br \/><span style=\"font-family: 'Times New Roman';\">The inability of a material body by virtue of which it cannot change its state of rest or uniform motion is called inertia. Inertia means resistance to change.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Question:<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Which of the following has more inertia:<\/span><\/strong><br \/><strong><span style=\"font-family: 'Times New Roman';\">(a) a rubber ball and a stone of the same size?<\/span><\/strong><br \/><strong><span style=\"font-family: 'Times New Roman';\">(b) a bicycle and a train?<\/span><\/strong><br \/><strong><span style=\"font-family: 'Times New Roman';\">(c) a five-rupees coin and a one-rupee coin?<\/span><\/strong><br \/><strong><span style=\"font-family: 'Times New Roman';\">Answer:<\/span><\/strong><br \/><span style=\"font-family: 'Times New Roman';\">(a) A stone of the same size<\/span><br \/><span style=\"font-family: 'Times New Roman';\">(b) a train<\/span><br \/><span style=\"font-family: 'Times New Roman';\">(c) a five-rupees coin<\/span><br \/><span style=\"font-family: 'Times New Roman';\">As the mass of an object is a measure of its inertia, objects with more mass have more inertia.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Different Types of Inertia:<\/span><\/u><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">1. Inertia of rest<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><em><span style=\"font-family: 'Times New Roman';\">2.<\/span><\/em><\/strong><strong><em><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/em><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Inertia of motion<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">3.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Inertia of direction<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">1. Inertia of rest:<\/span><\/strong><strong><em><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/em><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The inability of a body changes its state of rest called inertia of rest:-\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><u><span style=\"font-family: 'Times New Roman';\">Why a person falls backward when bus suddenly starts moving forward?<\/span><\/u><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">when bus starts moving forward then the lower part of the body starts moving forward while the upper part is in rest due to this the person falls backward.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Question . Explain why some of the leaves may get detached from a tree if we vigorously shake its branch.<\/span><\/strong><br \/><strong><span style=\"font-family: 'Times New Roman';\">Answer:<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">When the tree\u2019s branch is shaken vigorously the branch attains motion but the leaves stay at rest. Due to the inertia of rest, the leaves tend to remain in its position and hence detaches from the tree to fall down.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">2.Inertia of motion<\/span><\/u><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The inability of a body changes its state of rest motion is called inertia of motion:-<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 10pt; text-indent: -18pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u2022<\/span><span style=\"width: 13.1pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><u><span style=\"font-family: 'Times New Roman';\">Why a person falls backward when bus suddenly stops.<\/span><\/u><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">This is due reason that when bus, suddenly stops then lower part of the body comes into rest while<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the upper part is still in the motion due to this person falls forward.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Question 4. Explain why it is dangerous to jump out of a moving bus.<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Answer:<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">While moving in a bus our body is in motion. On jumping out of a moving bus our feet touches the ground and come to rest. While the upper part of our body stays in motion and moves forward due to inertia of motion and hence we can fall in forward direction.<\/span><br \/><span style=\"font-family: 'Times New Roman';\">Hence, to avoid this we need to run forward in the direction of bus.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">3. Inertia of direction<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The inability of a body changes itself its direction of motion is called inertia of direction\u00a0<\/span><\/em><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Q. Why a person sitting inside the bus experience force acting away from the center of curved path when a bus takes a sharp turn?<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Ans. This is due to reason that the body of person does not like to change its direction of motion.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Question:<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">how is the inertia of a body measured?<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><strong><em><span style=\"font-family: 'Times New Roman';\">Inertia of a body is measured by the mass of the body; greater is the amount of mass greater is the inertia of the body.<\/span><\/em><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">e.g.:- It is easy to change the position of football than a stone of same size because the mass of football is smaller than the mass of the stone. It does not depend on the shape of the body.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Momentum<\/span><\/u><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The quantity of motion possessed by the body is called the momentum. It is equal to product of mass and velocity of the body.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Or<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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cYfD8sq3DFbOIyjShb2yPWfzUQLYl2vtfvvA3nBN763s0QU6TCR1Kt\/DgjGfqiDd14q0DkYYUt+qBwWbc7Cqx3Y\/YZXrxJ5CmCUQTtpVlhABa5gvvGYg1q42Qyhd9mHOVrDXcr\/SPAor6zeyMEcpfOuQRaSFAePk10pRfzfss7qn2GdVX+32aQ5yjHF\/nb36qzXyMU5PonoVSElPrrfS8d8Je7Z2u15IwH04SN9VPQbIo8pdiGcFg67WIXdyascJ1+mnarhxhiqfS2gM6udUU\/xATvVr1Kjx\/w3ORxnASSlZNServ08pURt+jRr\/AMhe\/RJW008JoAfWKosI1IZfo8Y\/AHpW+md+m9KdH0XVhl+jxj8Eeift+hFVdNSoUaOnoaPjX+GUBH8wI3C6AAAAAElFTkSuQmCC\" alt=\"\" width=\"254\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 19.85pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"width: 16.15pt; font-family: 'Times New Roman'; display: inline-block;\">\u00a0<\/span><span style=\"width: 36pt; font-family: 'Times New Roman'; display: inline-block;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Or\u00a0<\/span><span style=\"width: 17.73pt; font-family: 'Times New Roman'; display: inline-block;\">\u00a0<\/span><span style=\"width: 36pt; font-family: 'Times New Roman'; display: inline-block;\">\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"60\" height=\"25\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Momentum is vector quantity. Its direction is same as that of velocity. The\u00a0<\/span><em><span style=\"font-family: 'Times New Roman';\">S.I<\/span><\/em><span style=\"font-family: 'Times New Roman';\">. unit of momentum =\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"71\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHsAAAAYCAYAAADap4KLAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAcOSURBVGhD7ZhXiBRNEIDPnLOIonhmUcyimHNGERExJ1QwPIjoiQ8qiopZwRzQQxQjioqYFcwBI4oYMYBZzDlc\/X413Xu9c7vH\/Q83J9x+sOxWdc1Md1fomo2TGJmFdjFnZx5izs5ExJydiYg5OxMRc3ZGcOXKFZk6daqRAiPm7KBJSkqScuXKSYsWLYwmMGLODpp3795JXFycPHjwwGgCI+bsoJkwYYKULVvWSIGS0tm\/fv2Sffv2yfLly+XAgQPy\/ft3MxLO8+fP1ebcuXMqX7x4UT59+qS\/Xc6ePat2GzZs0GuC5vPnz6G1wNOnT6PO49q1a2q7evVqefXqler4Rueube\/evbJr1y4tyZb9+\/fLwYMHjRQZ7MnqhQsXGk049+7dk1WrVunzLl26ZLQpYc+xuXz5stGk5NixY2qzc+dO+fjxI6pkZzORhIQEyZUrl4wfP15Gjx6tE2MRLji\/TJkyUqhQIVmwYIEMGTJE7fi8f\/\/eWIm8fPlSde3bt5d169ZJrVq1VD5\/\/ryxSF9+\/\/4tTZs2lXz58smMGTNk1qxZoXk+fvzYWHkQCOi7dOkiiYmJ+rt27doybtw4GThwoK63a9eu8vXrV6lYsaIUKFBAbYYNGyZfvnyRrFmzhnTYR+Pu3bu6v35IsKpVq0rx4sU10Pr27av3Gjp0qLHwIGG4vk+fPrr32bJlk5kzZ5pRD2xy5Mih82Dd2bNnl9mzZzOU7Oz58+dLnjx55M2bN0YjulmPHj0ykkeNGjW0wXCpVq2aVK9e3UgehQsXlpw5cxrJo2HDhpppQdC\/f3919Ldv34xGpHXr1rqhLgQfG0smWNjkrVu3hoKiV69e+mnTpk3orC1RooRexzrfvn2rDkNu27atjkeCcYLez\/bt23WMBLHMmzdPTpw4YSSRjRs3Sv78+cMClT0nCC3Hjx9X5968edNoRAPj9OnT\/PScTYniYdOmTUOMCpGZJUsWefLkidF4EPljx441kgebQ8RTmoLm2bNnup6jR48ajQeB2qBBAyN51KxZU4M6NeLj4zVz3bJZunRpfQbPgj9\/\/qgcLbOpiIz7kwdwBmNUQO7jh4rJ+LJly1T++fNnKEBOnjypOvv87t27qxwBz9lcSBZyk9Qgg\/PmzWskD7uxmzZtMhqPHz9+SN26ddXhkydP1siPxvXr1\/Ue\/+eTGqNGjVIbt4owH3RuaSR40fmDwsV2z\/6SWrBgQendu7eRRCsidnv27DGacEaOHKmJEg2SheupDP6egnsyhiObNWumFZhv+gYLCYiNPxEdPGeXL18+TR0iZ0GjRo2M5LFkyRJ9yP37940mGfoAmhHGW7VqZbTpD3NkTS78kcE8Tp06ZTQic+bMUd2LFy+MJiUXLlxQGzcgbD\/ill1KLjrO8EhwpKxfv95IkSFLixYtmuI+AwYM0KPz6tWr8vDhw4hNM\/0W1ScVPGdz80qVKqnGQjNCk+OCszkLLXS2nCNc72YuC3fLEV0qNtgHQb169aR58+ZG8oLObiIZbuE1CN2HDx+MxsPdzKVLl6qN241znvrvNWbMGKlSpYqRwqEfwD4SlPXXr18bSdTJZO6aNWuMRvQPmDp16hgpGTdIyXrW6Mepbp6zGzdurE6zi8QpnMNkgwvOxg4ob2TroEGDtHFxKVmyZFhk3rp1SxcblLNpBF1n0MgsXrxYSpUqpbJlxYoVaudmO2f63LlzjSTSuXNnPetd6tevr9e5r150yR07dtTfbpMLPL9Dhw5GCmfixInaWbtwRKxdu9ZIom8FuXPn1kYQOG779esnkyZNUhnoyunObQBwzrds2VK2bNmi8l88Z+MEJk8nV6RIEb3IPQ8s3bp1Uzs6UKKIMsYiKSEunP90vbwGkAWUsCZNmpjR9IeFM082jU0ie5gDzZgLm1asWDG1ZT3Me\/jw4WbUG2eMjXWhOSPIXbDjtWzEiBEyePDgUCDwNkDfYhs5PyQKc6TKsF8VKlTQe7mVktKNjmRjnnzzauxWT9sA4jtrwz44Aek5GyjbdIObN2+O2BHy5wgcPnxYtm3bpje5ffu2PuDQoUM6ZuF6\/hTgPF+5cmXEP1vSC6oI0DnzzozDbKe6aNEiHXNhHbt379a5uq9pwJ8R6GkgXdDR3LmwRtbqdypBwbMj7SnwfF6n2Hvue+fOHddBIahSO3bs0ICItp8ECL5h3RF6h2RnpwaR6u\/CYfr06SnepTMSzjkqjb\/zP3LkiGZX0OA0qoB7\/mYgaXM2paVHjx5G8rBd6pQpU4wm4+nZs6eeuW5jyWsM8wzybcBiX5nsWZvBpM3ZlA4ymI3kTOL8pWOkufiXOHPmjPYKlStX1nnSXLHZ7r9MQUKAderUyUgZTtqcbblx44a+C\/q79H8NegnmSfWJdlZmQtrF\/T1XEmKfzPBJiv8PStDuG2bRV8wAAAAASUVORK5CYII=\" alt=\"\" width=\"123\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><strong><em><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><\/em><\/strong><strong><em><u><span style=\"font-family: 'Times New Roman';\">Different cases of Momentum:<\/span><\/u><\/em><\/strong><\/p>\r\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\r\n<li style=\"margin-left: 29.7pt; text-align: justify; line-height: 200%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">when two object each of mass <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"16\" height=\"24\" \/>\u00a0moves with velocity <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"19\" height=\"24\" \/>and <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"19\" height=\"24\" \/>\u00a0such that <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAAYCAYAAACmwZ5SAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAANUSURBVFhH7ZZLKG1RGMdPFCYoMlGUgYl3ImVABgzIgBIZKEoZYOSkPAYmiolSQjEzUwgDAzIyo+SVZ4k8St7v1\/nf+\/332uuKew77nOteF7\/atb5v7bX29\/\/Wt9baNnwxvgV\/dr4Ff3a+BX923l1wXV2dan0M3l2wzWaDj48PEhMTcXx8rLz\/Di349vYWHR0dL4Lq7+\/H3NycstxjfX0d4eHhFB8QEID5+XnVY439\/X3GeHd3pzyAw+Gg7+DgQHlcQ8Ht7e0oKSnRKyFsbm4iMjISdrudgR4dHdHvCZLUiooK+Pv7c86uri6cn5+rXuc8PDwgLy8PTU1N8Pb2Rk1NDf1TU1NIS0tDQUEBE\/oWKHh4eJhGQkICkpOT2RbB9\/f3DFKCOzk5of9PMTY2hqioKHh5eaG4uJhV4AyJY3l5me3g4GDU19ezLYKFlZUVREREsP0auqQliyIsNzdXeQwmJiaQkpKirF9IKUkyPGVvbw9FRUUULqXpisvLS8Y4OjqqPAatra2orq5WlsHV1RWr8vHxUXkMtODT01NOZmbPJCsrC9PT08oymJ2dZSkNDQ0pj3vs7OywTAMDAxEdHa1XzBkSh8S4sLCgPEbi\/fz89L7u6+tDeno6mpub0djYyFKXc8hEC97e3uZkIyMjygMsLi4iPz+fkwpnZ2coLCxEQ0MD33VXsJRzdnY255CKmpyc1N9wRXd3N8fs7u4qDxhDS0uLsoDa2lqMj48rC0yojLm+vqatBUvWpGNjY4O2vJCUlITDw0PaJuKXbFoVLOUoiQoLC+NYyf7W1pbqfRtlZWUce3FxQVtulNjYWLad0dPTwzE3Nze0teDBwUF2CHJIpKamcoV\/hxXBS0tLTJyvry9CQkIwMDBA8e4gJ7UZoyQ+KCiIe9UVcXFxaGtrU9YTwXLXymSyh2NiYlxm34pgeU9WYXV19cUBYpXS0lLOV1VVhYyMDL1qzpCKkMPs6Xe1YHH29vZibW3t1f1kRbCnIp8iq9rZ2cmz5DXKy8uZmOdowVZwZw\/\/TeR6y8nJUZZx5Zp4JFj240djZmaGf4jyoySHmzyZmZn6l9myYLnnKisrERoaivj4eF4Vsj8\/CrKyEtvzx\/yFdWuF\/2dsPw8o+9d5HPYfSS763HJQdOwAAAAASUVORK5CYII=\" alt=\"\" width=\"60\" height=\"24\" \/>\u00a0then<\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"194\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAYCAYAAAAyJzegAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAcSURBVChTY\/iPBv79+2c3KogEhr4gkChFxf9kAEMNyXrjUruBAAAAAElFTkSuQmCC\" alt=\"\" width=\"5\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0Or<\/span><span style=\"width: 17.73pt; font-family: 'Times New Roman'; display: inline-block;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"109\" height=\"36\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"153\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Hence equal massive bodies having larger velocity will have larger momentum.<\/span><\/p>\r\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"1\">\r\n<li style=\"margin-left: 29.7pt; line-height: 150%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" 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\" alt=\"https:\/\/lh3.googleusercontent.com\/proxy\/BF4wdXalH7lDtVpfntpNhPbwm1sI676Z_uYyP5oORRKvq-qiriMHN1N8_Q8Da8QR2OVn6vx6UpX1ki02MIF4-s23cDYEVyI8895j0f5R0VemAuJZPsU\" width=\"246\" height=\"150\" \/><\/li>\r\n<\/ol>\r\n<p>&nbsp;<\/p>\r\n<p>&nbsp;<\/p>\r\n<p>&nbsp;<\/p>\r\n<p>When two objects of masses <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"89\" height=\"24\" \/>\u00a0such that <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"75\" height=\"24\" \/>\u00a0moves with same velocity then<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"194\" height=\"24\" \/><\/p>\r\n<p><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABcAAAAXCAYAAADgKtSgAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAADPSURBVEhL7dE9DkVAFIbhqSxBFBokIlqFktmFUmVBNmBDdmAHFDR+QvExM9y4N1MZklt4k5MYxVOcQ\/Bc2ovLenFpf46XZYl5nvfXV+p4URRwXRfLsux\/Pgl8miYMw3B5kiSB4zjcOSXwNE1hWZbSGIYBXdfRNA2Xt+49aBAEIIRgHEf2vA9n6\/E8D7Zt8+8tgWdZBt\/3lcY0TYRhiK7rGMkSeNu2qOv68lBKEUUR+r7n6p76WvI8RxzHxyrOqeNVVR0H\/O2+g0p6cWlP4tBWIB+jpzUwiKUAAAAASUVORK5CYII=\" alt=\"\" width=\"23\" height=\"23\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"113\" height=\"36\" \/><\/p>\r\n<p><span style=\"font-family: 'Times New Roman';\">As<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAAAYCAYAAAB0vVZPAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAdlSURBVGhD7ZllqFRbFICv3XFRxEJBr6CCov5QUQzEwPzhDztAFMXAwGcrNrZit2Bg\/xADsUEsxFawC7uwW9fzW7PPzJm8c2ZGZ3zvfLDvnbVO7Fp77bX2SRMXlxTh58+fGa5BuqQMrkG6pBSuQbqkFK5BuqQUrkG6pBSuQf5hfvz4YX6F5vbt21K\/fn2pUaOGX2ndurVeSyWaN28e1E50u3fvNnc4J2kG+fLlS9m+fbuR\/h9cv35dypQpI+\/fvzea0IwZM0bS0tJk\/\/798vjxY32udu3akiVLFnn16pW5yzm7du2SZ8+eGSl+aBvtnDhxov6+e\/euDBo0SHVbt241dzkjaQZpdaZQoUIyZMgQ+fbtm7ny32bChAmSnp4uX758MZpgevfurWPz4cMHoxH5+vWr6kaOHGk0zhk\/frxkzZpVSpQoIadOnTLa2Dly5Ii2ibm0+P79u+qaNWtmNM7wM8i9e\/fK5s2bjSTy9u1bWbFiRdBWsWjRInn69KmRYudX5bJjxw7JmzevdqJcuXKZbmmhuHfvnixbtsxIHrZs2SIHDx40kodNmzbpIMbDoUOH1FPFU+gr\/+l\/KCpWrCh16tQxkg+e69Gjh5Figzlt3769tw3MZay0bNlSChcubCQfvLtmzZpGcoYaJKuPF8+aNUtfhmHu2bNHDSVHjhyqu3Hjhmzbtk3y5csn2bNnVx2dSxRs4UxErly5JGfOnDrxkbyIBR2fNGmStqdhw4by5MkTbbNl5EuWLNEVXLBgQcmfP7\/qAo03GdBX2vLu3Tuj8cA4oGcbtIOjQH\/69GmjiR+21aJFi6ph9urVS54\/f26uRAftKV++vJE8XLhwQfVTp041Gmf4eUhrMJiwVq1aqe748eOqW758ubRr105XtbXdHjhwQO9JNCyMsmXLah38jhT34B2Bexs3bqwDRJzFIsO4u3btqkZrxW3cV7lyZf2dTB48eKBtGTVqlNF4sLbBo0ePGo3I\/fv3tS+lSpUymsTy8OFDqVWrluTOnVsdE3MejTOgnVOmTDGS6LhXrVpVw7BYY10\/g7x165ZWUq9ePaMR9YzoKlWq5I3z8Izo3rx5o3IgdCaWrTeQc+fOSfXq1bWuM2fOGG0wVnxFwoCHtGACGWS7jvvmzZtnJB8fP37UQcys3QTuM2bMiLvQrqZNm5q3+sCz0MbOnTtLz549NXNFZrGFg3khdosX+r5w4ULJkyePjnskLKfUtm1bbWejRo1UZvFbTiIQxvfz589GCo2fQbIl89LLly8bjci6detUd+3aNaMRWbt2rRQoUMBI\/mzcuFGKFSvmZwSxgDH26dPHOxl4lHCwMLivb9++RuPz9nPnzjUan+G+ePHCaEQ2bNggDRo00JU+btw4NWriz3DgTVatWhVzmTZtmraB5CYUTZo00fHDQ1qFdoeDI5aMjAy5cuWK0cQGdaxevVqzecIyEqBIjBgxQrJly+bXzlBe8eLFi1K3bl2dm6VLl0qVKlVk8ODB5mowfgbJWRcTYqdLly4af9lXIG6dTM0OHox7qYwBj9UgFy9erKuTOLBfv35y8+ZNcyU8x44d0zrtA0IMjA6vb0E8SZZph6x13759RhKZPHmyPofHTDR4Moxn+vTpGvoEgveg7k6dOhlNeNi5uG\/o0KH6TKwGyfiw8BkX2kaSE82JB8YYzinZ2blzp4wdO9ZIvh330qVLRuOP1yCtdB1rtkO81bFjRyN54L6ZM2cayQNeh46wpXHdiUFyzsYWZSVQZPavX782VzOne\/fuUqRIESN5GDBggL7LPrilS5fWhCwSeAme+\/Tpk9EkDmLBlStXhjRGuHr1qtbNtpkZxMSERpx28IxTg1y\/fr3GjTxLbnD27FlzJTowYJ53yqNHj7RO5jwUXoMk2+PGOXPm6AXAKNCxrdlBhwEScwQmHE4MkiyP2JTOEbeeOHHCXHEG9VWoUMFIHth62rRpYyQPbEWjR4\/W33fu3NH\/gVSrVk1mz55tpD+LlUk7MQ4nBsl8cmxEZs0zhCkYiFNYrDxPOOcUTg8Y43B4DZIOUYl9ovhSgO78+fNG4wHdsGHDpHjx4kHXojVIKygeOHCgDmo4rxENvGf48OFG8iQo6OwZIGCQHEp369YtZIxEcN6\/f\/+EJGSxYCUw4bxHKJwYJH0mA2ZeM0suIkFoRp32UCcaOLJil4pUt9cg8U7EWHZOnjwp8+fPD9q+OOUneQk1cU48ZDxGaIc22j01k4Qu0AuS\/CxYsCDk+SlxFDFrsuCzHm2m0Eb7V5pIODHIRIw3RmW1kxLtp0jCEXKPzNrgNchEEUsMmWzI\/lq0aGEkTzydqMXyu3FikMmC3dCeADG24XahhBskWTEDRCP+BjheIrskviJRoPAdlmOjvwErSbAf1aUSJJV8NeMrkDW+5A72T9R2EmaQJDlkxyQnJUuWlA4dOuh5ZSIObH8nHHXR3sCSyM+ivwMmlhMBq\/14+DVr1oT9WJEsOG8NHFvK4cOHzR3+JNxDurjEgxrkrz\/\/uMUtqVBEJP1f1fnixtf5\/JUAAAAASUVORK5CYII=\" alt=\"\" width=\"164\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"189\" height=\"173\" \/><span style=\"font-family: 'Times New Roman';\">Hence the two bodies having same velocities will have larger momentum which have larger mass.<\/span><\/p>\r\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"3\" type=\"1\">\r\n<li style=\"margin-left: 29.7pt; line-height: 200%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">When two bodies have equal linear momentum<\/li>\r\n<\/ol>\r\n<p>Then<span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" style=\"font-size: 14pt; font-style: inherit; font-weight: inherit; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"63\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0 \u00a0\u00a0<\/span><\/p>\r\n<p><span style=\"font-family: 'Times New Roman';\">Or<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"108\" height=\"24\" \/><\/p>\r\n<p><span style=\"font-family: 'Times New Roman';\">Or\u00a0<\/span><span style=\"width: 17.73pt; text-indent: 0pt; font-family: 'Times New Roman'; display: inline-block;\">\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"59\" height=\"33\" \/><\/p>\r\n<p><span style=\"font-family: 'Times New Roman';\">If<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"181\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Thus velocities of the bodies are inversely proportional to masses of the bodies i.e. heavier body will have smaller velocity and smaller body will have larger velocity.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">How much momentum will a dumb-bell of mass 10 kg transfer to the floor if it falls from a height of 80 cm? Take its downward acceleration to be 10 ms<\/span><\/strong><strong><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>-2<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">.<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Ans:<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">m=10kg ,<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">h=80cm= 0.8m , a= 10m\/s^2<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">, u=0\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"117\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"174\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"70\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"85\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Momentum\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"162\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Newton\u2019s Laws of Motion<\/span><\/u><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Newton\u2019s First Law of Motion<\/span><\/strong><strong><em><span style=\"font-family: 'Times New Roman';\">:<\/span><\/em><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">A body in rest will remain in rest or a body is in motion will remain in motion till any external force is applied on the body.<\/span><\/em><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><em><u><span style=\"font-family: 'Times New Roman';\">How Newton\u2019s first law defines force?<\/span><\/u><\/em><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 10pt; text-indent: -18pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: Arial;\">\u2022<\/span><span style=\"width: 13.1pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">According to Newton\u2019s first law, force is external agency which changes the state of rest or uniform motion of the body. Hence this law gives the qualitative definition of force.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 10pt; text-indent: -18pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: Arial;\">\u2022<\/span><span style=\"width: 13.1pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Newton\u2019s first law sometimes called law of inertia.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Question Using a horizontal force of 200 N, we intend to move a wooden cabinet across a floor at a constant velocity. What is the friction force that will be exerted on the cabinet?<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" 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alt=\"\" width=\"358\" height=\"104\" \/><\/p>\r\n<p>&nbsp;<\/p>\r\n<p>&nbsp;<\/p>\r\n<p>&nbsp;<\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As the wooden cabinet moves across the floor at a constant velocity and the force applied is 200 N. Hence the frictional force that will be exerted on the cabinet will be less than 200 N.<\/span><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Newton\u2019s Laws of Motion<\/span><\/u><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Newton\u2019s First Law of Motion<\/span><\/strong><strong><em><span style=\"font-family: 'Times New Roman';\">:<\/span><\/em><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">A body in rest will remain in rest or a body is in motion will remain in motion till any external force is applied on the body.<\/span><\/em><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><em><u><span style=\"font-family: 'Times New Roman';\">How Newton\u2019s first law defines force?<\/span><\/u><\/em><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 10pt; text-indent: -18pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: Arial;\">\u2022<\/span><span style=\"width: 13.1pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">According to Newton\u2019s first law, force is external agency which changes the state of rest or uniform motion of the body. Hence this law gives the qualitative definition of force.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 10pt; text-indent: -18pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: Arial;\">\u2022<\/span><span style=\"width: 13.1pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Newton\u2019s first law sometimes called law of inertia.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Newton\u2019s Second Law of Motion:\u00a0<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">According to Newton\u2019s second law of motion, the rate of change of linear momentum is directly proportional to applied force.<\/span><\/em><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Mathematically<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"52\" height=\"37\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">or\u00a0<\/span> <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAAiCAYAAAD1aT8BAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAXjSURBVGhD7ZlbSFRdFMcVEiUFNUkpL5kWiYoRXvCedsGgXrop4oOIDwqmIgb6UPRigrdAUYhILKIoKoKgkBCLKBM0EURJ1Czvd\/Gal3R9\/tfsPc3MZzozOjaKP9i41\/Kcw9n\/s\/faa68xoV10YlcwHdkVTEd2BdMRoxdseHiYvn37Rh0dHcJjGEZGRujatWvC+jtGL1hLSws5ODhQZmam8Pzh06dPlJqaSgsLC8KjPREREWRiYrJqm5mZobS0NH6+JttiSR45coSam5uFRbS8vEzXr1+nlJQU+v37t\/BunOzsbHr16hX35+fnKT09nfLy8tiWrCtYbm6u6P07zM3NaXJyUlhElZWV5OvrKyzDEhQURFVVVcLSQrCvX7\/yTRMTE8JjeCoqKujKlStUVFREISEhvEwwqwBmlIWFBTU1NbENsCSLi4spMDCQfv78SXV1dXT8+HEKCAjg\/1dXV7Pt7+9Pv379Yh\/Gc\/LkSfYDPPfq1avk7e1NY2Nj7AM1NTVka2urnMksGC5aq+EL46W3gps3b1JcXBwtLS2xDcEQpyTj4+NkbW0tLAUNDQ0s2okTJ3hJPXnyhIM43jkjI4OePn1KPT09bDc2NvI9t27dooGBAeW48HG6u7tZwK6uLvZJbGxsaHBwkPt89dDQ0Jrt2LFj1NrayjcYks7OTrK0tKTFxUXhUXzMDx8+CIu4f+DAAWGps2\/fPiovLxfWyuBWxJD26Ogo2\/39\/WwDzEQpGJibm+NZqMnhw4epvb2d++tOmzNnzqgFXENy7949Cg0NFZZiNmkOEvFkNcGwm+JaGTowQ62srLgP3rx5o1x+EqQRFy5cEBZRQUEB9fb2CusPbm5u2gu2lWDnO336NPfxtWNiYlgEDF7OOgizmmBYYliSkvv379PBgweFRZSQkMBLG7FQxkMPDw\/Kz8\/n59+5c4eePXvGfk3wnFUFQyxYq+mT7+jCx48fWSDEnaioKA7WPj4+nLiWlZXxNdgtEfRljJOcOnWKSkpKhKVYjoWFhcIiCg4O5o0BaYJMgpGuhIWFcZ5XW1vLPk0wZjwLSxqoCSantZ2dHZ07d07Z3N3d2b8VIFaqvjxEky8LMDscHR3p5cuXwqPg3bt3ate9fv2al7QEsRjLWTU+IuhjF1yLhw8fkqurq7A0BMMxBMIkJSUJjwLpNxYgqrOzM83OzgqPYUAK4uLiwhNJ8r8lCWFktqtKVlaW6BkHb9++JT8\/P867DAE+Snh4uNoODdQEwy4FwTBV9eHGjRt06NAhfgZ2VxwvMOVhIxfabKampjgubXZsxcwtLS1dNVlXE+z8+fOcc0i+f\/\/OO5LcVdbi4sWLPH3lbnL58mU+MENABNb16Ovro9jYWKNvSsHkboCsNjIykhv6OJCux927d\/leJJ4SnPT37NlD9vb2ND09Lbx\/BzshnmH0TbwvJ4dwoKyBRBUNgRUH3fVAYhcfHy8sBRAMz0OqsJNQCvblyxceII4LEuRCmucqTdra2vg+zaQPSaiTk5Owdg5KwbD0MHBdef78Od\/3+fNn4VHkSvAhf\/tXqGb0m4lSIQzQy8tLWNrz4sULvldWJ5EY7t27l33Jycns22qQN6KioVnV2AxYMJRkMUCkArqCfAX3ImeBaPv37+e4Bx92FWz92mwcmw3KNTgrqoJEdKMVWhYMARsDRJBXjWHagoMtdkQcUh89esQ+5DF4pqenJ6cMWw3eRfX4hJmPFaRaeNQH3YOWkYKZ\/ODBA06+UanAx0LFA9TX19OlS5e4EIr6GJq+x6odIRgqpUePHuWjHcDvEKamptyXoPyjmfrow44QDCeJx48fC4soJyeHE2ZVULmV4WIjbHvBfvz4wcsPNXyJZqkaP2rgGtXyj75se8FQtYAYEiTQWI44+EuQlGNDk2xkp9z2gsm0Br8U3b59m96\/f88VWZCYmMh\/IaqZmRkXJs+ePcv36MuOiGH4gSM6OpqrKwC1O9TqZdkH5WyUniAgktqNYLJyfJjbbdq25bn\/AItx35W1ONs6AAAAAElFTkSuQmCC\" alt=\"\" width=\"76\" height=\"34\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span> <span style=\"font-family: 'Times New Roman';\">(<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"87\" height=\"25\" \/><span style=\"font-family: 'Times New Roman';\">)<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0<\/span> <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"67\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0<\/span> <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"66\" height=\"25\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0<\/span> <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"70\" height=\"25\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Where<\/span> <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"43\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABcAAAAXCAYAAADgKtSgAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAADPSURBVEhL7dE9DkVAFIbhqSxBFBokIlqFktmFUmVBNmBDdmAHFDR+QvExM9y4N1MZklt4k5MYxVOcQ\/Bc2ovLenFpf46XZYl5nvfXV+p4URRwXRfLsux\/Pgl8miYMw3B5kiSB4zjcOSXwNE1hWZbSGIYBXdfRNA2Xt+49aBAEIIRgHEf2vA9n6\/E8D7Zt8+8tgWdZBt\/3lcY0TYRhiK7rGMkSeNu2qOv68lBKEUUR+r7n6p76WvI8RxzHxyrOqeNVVR0H\/O2+g0p6cWlP4tBWIB+jpzUwiKUAAAAASUVORK5CYII=\" alt=\"\" width=\"23\" height=\"23\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span> <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"60\" height=\"25\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Force is a vector quantity. Its dimensional formula is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"73\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Unit of Force:<\/span><\/u><\/strong><strong><em><u><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/u><\/em><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">There are two types of unit of Force<\/span><\/em><\/p>\r\n<ol class=\"awlist1\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"i\">\r\n<li style=\"margin-left: 36pt; text-indent: -36pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\"><span style=\"width: 22.79pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <\/span>\u00a0 \u00a0 \u00a0 Absolute Unit of Force:<\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">An absolute unit of force is defined as the force which produces unit acceleration in unit mass of a body.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">In S.I. absolute unit of force is Newton<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0(<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"126\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">)<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">In\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"41\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">absolute unit of force is dyne (1 dyne<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"136\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">)<\/span><\/p>\r\n<ol class=\"awlist2\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"i\">\r\n<li style=\"margin-left: 36pt; text-indent: -36pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; font-style: italic;\"><span style=\"width: 18.9pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <\/span><span style=\"font-style: normal;\">\u00a0 \u00a0 \u00a0Gravitational Units of Force<\/span>:<\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">A gravitational unit of force is defined as the force which produces\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"12\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">(acceleration on due to gravity) acceleration in a body of unit mass.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">In S.I. the gravitational unit of force is Kilogram weight\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD4AAAAYCAYAAACiNE5vAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAUeSURBVFhH7ZdZSFVdFMe1HHIqFQ38QJFMfEgTxIdCNHNCjcRM7a0XpxdTJBwC0ay37KVCRRxSSERUpBAMSihxCk2LxCxC0wcVxZxyymF933+dvY\/3Xs\/lI0E\/PuwH93LXf697zll7r7X2PiZ0BNnZ2bnwJ\/CjxJ\/AjxpGA\/\/x4wdlZGRQTU2NUP5fzM3N0fXr1+nDhw9C0Ucz8N7eXnJ0dKTnz5\/T1taWUBWioqLIz8+PP2\/fvmVtc3OTYmNjVT03N5f1\/5pPnz7R2bNn6c6dO0LZZU\/gIyMjdOLECXr\/\/r1Q9JmfnycTExPKzs4WisLdu3dZb2xsxEWFeni0t7fTmTNneBF0WVpaIicnJ34+XfQC397eppMnT1J6erpQ9tLd3c0BTk1NCUUpC0tLS2pqahLK4RMXF0eXL18Wlj79\/f1kbm5O09PTQjEIfHBwkIPCqhojJiaG7OzshEX069cvcnNz45X+N3DjkpIS6unpYfvdu3e8Qphw6Ph8+\/aNxyRVVVU0NjYmLFL9mpubhUI0MzPDz52YmKiOG3L69Gm9BdUL\/MaNG+Tt7S0sbXADV1dX\/v3z509Or2fPnrFtjNXVVTp\/\/jydOnWKHj58SDdv3iRTU1O+1sbGBvsMDw+z\/eTJE7YB+gu0p0+fCkW5FrTw8HC2X716pZZZUVER++r6SwoKCsje3l4tQzVwzDr+HBoaygPGgE98fLyaHVo30QXXDQkJ4SaD7JB4enpyecgHWVxcVB9e0tDQwJpuP1lZWeFJ+\/r1q1CISktL2Q8lZwyUIXzGx8fZVgOXM3nr1i0e0AKpCh8vLy9ycXHh3y9evBCj2nz8+JH9MFG6uLu7U2ZmprB273\/t2jWhEE+Yv78\/RUdHC4Xo5cuXe7ISKe7s7CwsbVDnuD6aIFADx0xi4N69ezygBdIFs430lJMQHBwsRrW5cuUKeXh4CEsBJYL\/dnV1CUXZEqHJIL98+UJJSUncU5AtkuPHj6urJkH25OXlCUuboaEhvj4mDvxW4La2tpyekuTkZP4PHlILWaOGk4MJhK7bZQFqUPqGhYXR9+\/fqbCwkH1REi0tLZSQkMDjEhxUMN7a2ioUbYwGvr6+zgNocMZA0GhmEtmQ0tLShKKPXMWIiAihKOWCAKGvra0JVeHSpUt8AELDSklJYa2uro59kWXHjh3bs0\/DF+OfP38WijLhhrx584b9sB0DNXDMKAYCAwN5wBA8JNL80aNHQlFAHWJCFhYWhLKLXHEfHx+2sToXL17kiUCXN+T27dtcFqj\/5eVl1lCTuAbqWutQ9fjxYx6XR9OgoCC9M4akurqa\/SYnJ9lWAwf5+fm8J2uBFcAf29rahKIgb5yTkyMUfXDexzhW2cLCgiYmJrgmHzx4IDx2qaysZN\/y8nKhEO\/r0K5evSoUffr6+njcysqKrK2tOUO0SE1NpXPnzgnLIPDR0VG+CI6tuqAjI0D50QX7rtQHBgaEqiDrqbOzk+rr6zmrZCB4HzAEK6X1UoRr626FhmBrg4\/MEkNQHshW3QaoFzjAwSAyMlJY+wcvBlpbDPoBjo\/Yvg6L2tpafv\/Qnbw9gaMOHRwcqKKiQij7A43I19dXWApYeax2WVmZUA4eZIOZmZm6f0v2BA5mZ2e5+WRlZfHv\/YBeYGNjw10a\/SEgIICPrPfv3xceBwvSGz0D7xWGQQPNwCXYG1+\/fi2s3wfHVWx5HR0dXP+GW9FBgh2luLjYaG\/gwP\/5yj56n52\/\/gYieZJjEOVrGgAAAABJRU5ErkJggg==\" alt=\"\" width=\"62\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0or Kilogram force\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"52\" height=\"24\" \/><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"189\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">In\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"37\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0the gravitational unit of force is gram weight\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"49\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0or gram force\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"39\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"197\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Relation between Newton and dyne<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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\" alt=\"\" width=\"462\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0<\/span> <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"117\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Difference between Gravitational unit and absolute unit of force:<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 32.2pt; margin-bottom: 0pt; text-indent: -18pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0fc<\/span><span style=\"width: 7pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">The absolute units of force remains the same throughout the universe but the Gravitational unit depends upon\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"12\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0so changes from place to place.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 32.2pt; margin-bottom: 0pt; text-indent: -18pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0fc<\/span><span style=\"width: 7pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">A gravitational unit is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"12\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0times the corresponding absolute unit. Gravitational unit is also called weight or practical unit of force.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Question.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">An automobile vehicle has a mass of 1500 kg. What must be the force between the vehicle and road if the vehicle is to be stopped with a negative acceleration of 1.7 ms<\/span><\/strong><strong><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>-2<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">?<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Ans:\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"90\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0,\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"91\" height=\"33\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">,\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"42\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"301\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The force between the vehicle and road is <\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">=-2550N<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Question . A truck starts from rest and rolls down a hill with a constant acceleration. It travels a distance of 400 m in 20 s. Find its acceleration. Find the force acting on it if its mass is 7 tones (Hint : 1 tone = 1000 kg).<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Ans:\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"81\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"247\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Question.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">A stone of 1kg is thrown with a velocity of 20 ms~1 across the frozen surface of a lake and comes to rest after travelling a distance of 50 m. What is the force of friction between the stone and the ice?<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Ans:\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"92\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"70\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0,<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"69\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE0AAAAYCAYAAAC\/SnD0AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAARiSURBVFhH7ZdZKHZdFMdlSmZ9F2S8cKGElJApLl4XlBShKJQbN1LighKKklLGSOZcCEUpQoorUzJkSOaSKGWeMqzv+6+zD885Hl70ej\/l+dXB+p999t7nf\/Zae9MjHR\/i8fHRXWfaB9GZ9gl0pn0CnWmfQGeaoLi4mBobG0X0Nt\/OtNraWnJ3d6ekpCSys7OjnJwccefruL29JWNjY1pZWRHK23wr03p7e8nCwoLOzs443t7eJj09PSopKeH4qygsLORx7u\/vhfI238o0TDwmJkZEErGxsWRgYECXl5dC+fO4uLhQWVmZiH6PwrSbmxtOj+PjY6FIdHZ20urqqoi+DpjW0dEhIon8\/HzWp6amhEJ0cXHB89Q0cnR0lLq6ukQkMTIyQn19fSLSzszMDPd\/eHgoFCXT09M8VlNTE+3v77P2ZFplZSWlpKRwbvv6+vLNra0tcnNzo6ysLO4Yk1Xz8PBAe3t7775eSwG8NMZYWloSigQ+GHSkLsjNzaXU1FQyMTEhR0dHur6+5jkirdEuLS2Nrq6uyMHBgSwtLVmLjo7mZ7URERFB\/v7+InoGJuLZwMBAamlpodDQUI7HxsaeTevv7+fGXl5eFBAQwH\/DNLwkCiUewGTUnJ6e8qDvvQ4ODsSTSurq6ngMtWlYYdCrq6s53tjY4N9RUVHk5ORE4eHhtLy8zJq3tzd5enrSr1+\/eO7A1NSUDdYGVqpshJqCggJydXUVkUR8fDzt7Owo0xMGoRPUEU2GhoYoKChIRF\/D70xDimgCDVkxMTEhFGIDoSPlZGBaWFiYiJSUlpayoVitapqbm7mvyclJoTyjMO3k5IQbYjfRJDg4+OlrfhXyJNWmDQ8Psy6npww0Pz8\/EUllwsbGhpKTk4UiYWRkxKmvDaQ1zmfaQFbJKYmUPz8\/F3dUpu3u7nKjgYEBoRAtLi5SQkICGgpFCZZ4dnb2uy\/1JiOzvr7OY6uLeUNDA+uYh4xcLjTNQDpCGxwcFArRwsICa9rACsU9OY21gQ\/R1tZGZmZmnPbyxqMwTR5E7ghu+\/j4vPqiAC+AYv3e662jA8YOCQkRkURGRgbrmptQd3c36evri0iivb2d22GzkcEBGZo2EhMTeSVpQzO9wfj4OPcjlwKFaT09PU+D3N3dceFeW1vj+G+AumltbS0iaQ5WVlaUl5cnFAlsAOrinp6ezuctTZydncnDw4P\/1jTz6OiIDA0NXz2OmJubc8GX2dzcZF\/k+qYwbW5ujm9ikthFNQf6G+CciGMEXh7nItScuLi4F8cUGIYX08Te3p7baoJ+YE5RURFFRkYKlai+vp4\/jrbjD1ISHqD\/8vJyqqio4KMLjh64BxSmQcRk5W39\/wLzwAvJk1RTU1NDs7OzIiLe\/aqqql7sdHgebdUf39bWljIzM0X0EjyHUoU+YbD64Ksw7ScwPz\/PKwkbz2f5cabhvx71ZvNRfpRp8jm0tbVVKJ\/jx620PwGb9t+PHN31kevxn38B6QhrHHPqZnoAAAAASUVORK5CYII=\" alt=\"\" width=\"77\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0,\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"41\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"42\" 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src=\"data:image\/png;base64,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\" alt=\"\" width=\"192\" height=\"33\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"133\" height=\"24\" \/><\/p>\r\n<ol class=\"awlist3\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"i\">\r\n<li style=\"margin-left: 36pt; text-indent: -36pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\"><span style=\"width: 22.79pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <\/span>\u00a0 \u00a0 Newton\u2019s Third Law of Motion:<\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It states that to every action, there is always an equal and opposite reaction.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"height: 0pt; text-align: left; display: block; position: absolute; z-index: 4;\"><br \/><\/span><span style=\"font-family: 'Times New Roman';\">Suppose\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"31\" height=\"30\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is the amount of force exerted by body<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"13\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0on body<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"83\" height=\"30\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0Is the amount of force on\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"13\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">due to\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAYCAYAAADzoH0MAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAE3SURBVDhP7ZIxioNAFIbFSlRQTOkNLLXUIwiSxi6HSBGsPISSIo2FnY2dZwiCjVdIZWUhEkhQfBvfjtmE0RB22WbZDx7M+5\/zyTgy8EP+Bb8tOB6PoOs6dF1HEpqXAlVVgWEYqKqKJDSLAt\/3wfM84Hke8jwnKc2s4Hq94pvbtgVBECBNUzKhmRW4rgtRFOF6FARBgOs5KEFRFLBaraDve+xFUYTNZoPrOZ4E4ybDMCDLMpIAyhzHIR3NkyBJEtA0DcqyvJckSfg9lrhPmqbB89q2Dev1+l4cx70n2G63YFkW6b6Y\/oUlcFLXNT50Op0wfGROYJom1ghOZFkGlmXhcrlg+IiiKCg4n88kuW269ZOU2e\/3EIYhVhzHGE6M\/TQ7HA4k\/byt6ZqXD\/cmf0EwDMPu+zXsPgCT5XQnGAWg+wAAAABJRU5ErkJggg==\" alt=\"\" width=\"16\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">then from Newton\u2019s <\/span><span style=\"font-family: 'Times New Roman';\">Third law of motion<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"102\" height=\"30\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">I.e. Force on\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"232\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">e.g.: During swimming a person pushes water back word then the water pushes person in forward direction.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"width: 6.88pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Here Newton\u2019s third law shows that a single force cannot exist in nature, the force exists in pairs.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"width: 6.88pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Newton\u2019s third law of motion is applicable irrespective of the nature of the forces.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"width: 6.88pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Action and reaction always acts on the different bodies.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"width: 6.88pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">The force of action and reaction cannot cancel each other because act on different bodies.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"width: 6.88pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">No action act occurs in the absence of reaction.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Illustrations of Newton\u2019s Third Law of Motion:<\/span><\/strong><\/p>\r\n<ul>\r\n<li><span style=\"width: 22.79pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <\/span>\u00a0 \u00a0 \u00a0A book kept on table exert a force <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"18\" height=\"24\" \/>\u00a0due to\u00a0 weight on the table in down ward direction\u00a0 due to which a equal and opposite force <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"12\" height=\"24\" \/> is Act on book due to table in upward direction. Hence both remain in equilibrium.<\/li>\r\n<li><span style=\"width: 18.9pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <\/span>\u00a0While walking, we press the ground in backward direction, them the ground exerts an equal and opposite force on us due to which we walks.<\/li>\r\n<li><span style=\"width: 15.01pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>It is difficult to walk on slippery ground or sand because we are unable to exert force due to which reaction is not sufficient to walk.<\/li>\r\n<\/ul>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" 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\" alt=\"E:\\Pradeep\\Untitled.png\" width=\"531\" height=\"241\" \/><\/p>\r\n<p>&nbsp;<\/p>\r\n<p>&nbsp;<\/p>\r\n<p>&nbsp;<\/p>\r\n<p>&nbsp;<\/p>\r\n<p>&nbsp;<\/p>\r\n<p>&nbsp;<\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Question . If action is always equal to the reaction, explain how a horse can pull a cart?<\/span><\/strong><br \/><strong><span style=\"font-family: 'Times New Roman';\">Answer:<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">The third law of motion states that action is always equal to the reaction but they act on two different bodies.<\/span><br \/><span style=\"font-family: 'Times New Roman';\">In this case the horse exerts a force on the ground with its feet while walking, the ground exerts an equal and opposite force on the feet of the horse, which enables the horse to move forward and the cart is pulled by the horse.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Law of Conservation of Linear Momentum<\/span><\/u><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">According to law of conservation of linear momentum if there is no any external force is acting on an isolated system then the linear momentum of the system remains constant.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">If\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"12\" height=\"25\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is the external force acting on the system <\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">then<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"12\" height=\"25\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0=<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"17\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">For isolated system<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><em><span style=\"font-family: 'Times New Roman';\">F = 0<\/span><\/em><em><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0<\/span><\/em><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAAYCAYAAAAcYhYyAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAADWSURBVDhP7c9PCkRQAMfxuYASZWFloWZp6QpOMGsLWVuYO7iDCziGnVMoSbEQsbDzfuPPG9I08cZyfOsnT\/nUu+FkhJDHhWz7Z6QoCvq2jRkRBIGe1hakLEtkWbY7z\/MgyzK6rpuAsQVxHAe6rh+apmlQFAV1XW8Rlvq+h2EYUFUVbdv+hgw\/wTRN8DyPNE1XxPd9uK57aLZtQ5IkxHH8RmckDEMEQbA7y7IgiiKSJJmAMabrVFUFjuOQ5zn9MseERFGEpmnoaY0J+daFfDYhw+N5buT+AtKq5Jk1TBNdAAAAAElFTkSuQmCC\" alt=\"\" width=\"17\" height=\"24\" \/><span style=\"width: 21.62pt; font-family: 'Times New Roman'; display: inline-block;\">\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"252\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Thus in absence of external force the linear momentum of isolated system remains constant.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Application of Law of<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">Conservation of Linear Momentum:<\/span><\/u><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 10pt; text-indent: -18pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: Arial;\">\u2022<\/span><span style=\"width: 13.1pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">While firing a bullet, the gun should be hold tight to the shoulder because as we know the recoiling gun can hit the shoulder. If the gun is hold tight to the body then gun and body becomes a isolated system of large mass and recoil velocity becomes small.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 10pt; text-indent: -18pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: Arial;\">\u2022<\/span><span style=\"width: 13.1pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0Rocket and Jet planes work on the principle of conservation of linear momentum:-In rockets and Jet planes the fuels impart momentum in downward direction due to which rocket get a momentum in upward direction.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 10pt; text-indent: -18pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: Arial;\">\u2022<\/span><span style=\"width: 13.1pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">When a men jumps out of a boat to the shore, the boat moves slightly away from the shore becomes initially total momentum of both is zero, but during jumping man acquire a momentum in forward direction due to which boat acquire momentum<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">in backward direction so it happens.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; text-align: center; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"Force and laws of Motion\" 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zyBuLV1hgzuzRuHxZez5Ik6ZfWhqAfufau3cf3v3bu7h0ch0unN+GkpJ8jBs3QdnaMjRr+jKsWFWChUsDBHwEMH5B+KjmeeNWrnPBlOm2mLfIEYdO+mHvYU+KsgKxYuVonDx5QrkiTZo0\/RJ6KwFEF42nT59i7549uH37tpL7+9S4yirExcRg1owZSs6P067de\/CHP\/wnrl7die\/v7sPezXMwqCQbqcmpWL++FpvrNuHRo0dK6dermzdvwccnAuMmhGNdnTd27vck8DQNj1\/CPIvCtFl2KB5kjMlTbSgKkrMnnL\/mj5wcOxQV5uPQwQPK1WnSpOnn6q0D0IP797F582YU5ufD38cXq1etwuM3VEG2BAUHBuLD995v8t02ixYuRF52TgN\/efOmslVq167d+Jd\/+XesWVCJh\/wunRs7cHDjDFSX52Hq6CEwNzOl4yx67aC\/ceNLTJ40FV26fIDVtS5ixoKf08\/THPM5Vte6omK0OUaPtcDxs\/JBVm6O4+l8UlJsMHLEcOUKNWnS9HP11gDo+fPnOHL4CCrHjCXw+MCgew8kxMZh+7ZtePLktz+J5MoVK1A2dCiWLl4i1r\/77jtUT5gIo779xDQ1tevXi3x9xcXGw9baAjFRQfjPP\/4HOrX5AmdP76Ytd7F27TLMmzefIp9rGDRoCPZtWYcnt89iybQxmDt2AK7vX4KjtdNQnBmBJVPHYOSwwSIi+rW1ds0alAwcTNFGLkZUBKNyvAlBwLvZz\/X8XPNIuGWrnMWAhDUb3URfE4OP36a6eIUzyob7Y9bM6crVatKk6eforQDQhQsXxN18ckIibCwtReQzdvQYnDh+XDTF\/dbFc6DZWdvA0c4e8+fOFXn8fIph374i+hk\/bpzIa6w5c+Zh9JiRmDZ5NELdLOFiZYyd66fiyYNDKB+WCwcbW8ylMqp4QIKLiyuCfZxw9\/QGfH9pk\/DtA0sxIicaZSUDcOjwUaX0z9fJEydRVVmFqqpxdBNxE98\/uorls8YhNcwfAa4WiE3ojLNXg38x+IhZsA\/5Ykh5f8xdLAcaNC7DUdDy1S4YN9EKq9a7ilc3qJHXqUtBmDrTFq5ODson0KRJ089RiwUQV7B3797F5k2bUFxUBCszc3Ru3wG2VtYYPGgQNm7YiLqNdS3GHImdPnVaufpfVhzphQYHY9WKlUpO8wC0Y\/t2DBtWjlFDS3BsxTjEB7ihPCcW547XYtn8KlgZ9kbbNh0wj6A2ZUoNZkysRG5yBKaNK8b3t\/bJt4yScWMb9q0Yj+z4cIRHxBAE5zXpuXPmYPas2di9tQ7nj+2niOoS8OQGvn94jeByg\/633cfWTbWi7JzZc5CYkICP\/\/EB4sJ98ODaDnx3kYB3YSMeHVuNDTMrEB3mgLUbPbDnMA86aAiKH2uGCM8Xt2GrB2ztP0X5KCOcuxb8QjkG0Iq1rpgwyVrMsMADE1QA8VDtFWtdkJvnjGVLF+PZs2fKN61Jk6afohYLIP7j5hmRfb280fbzL\/D5J63Qp2cvONk7wNPNvcU5MiwckyZWK1f\/y4ibHTfUbkBeTg5279ql5EoxgIL8\/cV38zIARYSFwc7GCpOrylBZEItBqeFIC\/NG7fIabFszDUMJRq7WJgh2s4WdSR+snjwED46twvcXN+rgw+Y3ka6fMwrpET7wsjNHiLtdkw50sYGvoyUmDkrDplkVuHVwWf2xzlNE9XA\/KgoTqaw9\/J2t4W1vhpRwD3x\/Yzu+p+26V2vzOS9swr2zGzEo1xuz5tth6x4PEcE0BkZzzPvx3HD8ltTFy50xZJgpFixxxOGTL76igc2zY\/MruwsGGCrDveu38cSl23Z7ISKiL5YvWyBukjRp0vTT1GIB9NVXX+HMmTMYUFAIextbdO3YCd07dxERUERomOhQz8\/NQ0EL8bAhQ7Bi2XLl6n8Z3bh+XQCGo5yFCxYouVLcBzR82DAB5ZcBaBBFirlZcaiZUAoLU0OMGZCE6tJ0LJgwGFuWTsDxuhm4tmM+vqOo47sz9cBpET5Xi+fnN2Lfypnw8eqJeUtsxSg1fVD8kLmpbdseL6xa5yqiHgZQz26fim3cz9O4vL652Y1f4c2DEXhYNuepURAflyc55YdVu3T8BNu3blO+bU2aNP1YvRV9QLt27kRGahr69e4Dk\/6GGDSwGCdPnsSDBw9+03N1\/RCAvvnmG7Rr3QbvvvOXlwKItXD+fGSmJmPH9g2wt7JEZqQf9m5dhGnVZUgK9cK8qoHA7V34jl973RQI3qQJQPj6OGyMrMSggAMnvAUA9GHxMjNk5i5wQHZuPxHxnLwY1GS5piwB5I4Ro8xFP9Buytt9UA5G2H\/MFxu3eiImoj\/e+dNfUbdxs\/JNa9Kk6cfqrQAQi59FWbF8BQL9\/NGlQ0cY9+uP6VOn4trVqyIa+C3qhwDUnD4gFkeSa1athLOtJZ4\/uQUj2ic\/IQRH6mbiCUHn8ZEVBJ\/6pq8WZbo+3NyBtTVjMTDfCTWzLAUA1GhE35zHUc7GbR5iTrhDJ\/wQE9MTgwYb4\/Sl5sOHzfDi4dg5ef10Axf4+Nwct26TC0aNskNxQgLdALTGqpWrtL4gTZp+ot4aAKm6c+eOqIy56Yn7hWqmTMG9e\/eUrb8tvQpAZkbG+OzjT8Rw7Jdpw8ZNyEhOREV2JHbMH4PuHdtjyZIa7N44F5UDkzF9ZD59qRwBvQihb0+txbNjK8lUyZK\/Or4a35zibevx9UnetorSNS\/s90v5W\/JzOufzq1uxbFIFSnJdMWGqCY41Gr3GU+jw4IF1de4IDOwmBhCI9wH9xNFzHAFt3uGJshFm8PfvSsfywaGT\/qjb6YrychskBYcBzw7Tj3AC4cEemDVj+m86Etek6dfSWwcgumBxV3\/z5k0xPPnixYsi77eoHwIQ69nTp+IZqG++\/kbJeVFcMS5fthzvv\/su3G1McPrkbgwuyhSDD8pLUvH13d0NOv\/ZPCDg63MbcGRlNf7j3\/8Nn\/zjA\/z9z3+Gu5MT1q9ZjVs3b2DY4FL87a\/voGpgIm4dWobvL29qcIyf6++vbMGNy5vhZGGEP\/\/pb8jJ6YfoqF6IiOyBSzdDBSg4KjlxPhBxcb2QmGggRrVt3S1nxW4MlR9rHqCwfY8X\/vV\/\/xlHjwagYpQxvF17Y2RJJp7fImDzd0bQfn5vD4oKEjG0tFT5xjVp0tRcvXUAUsXNbtz08Vu+8+TPdp0gdO3atZ\/1vBN\/T1evXsWtL2\/C1NQMAa62WDm7Ag8vbKCKfise3TuCzu0\/R+c2n6Nb+zbo0rY1YsND8PWzx7h8+bLY98qVK7h165Y4Fn\/33P\/GeY8e3MPwIYNg0KUjOrf9Ah1bf4wHR1cAF+vw\/Y\/sV2Lw8X7jSlPw\/t\/eQZcObalyL0C3zh0wZIgxxk+0wniKbo6fCxAj1fidPYlJvTG+2lrA6KeOkmtsjpy2U1Q1eZotHOzbY3yNMQbne2PF9JFitggeIKG75utbsGbhZKxbs0b5tjVp0tRcvbUA0vTTdPLkKVw8fw6PH94BvnkCfP2YQPec7vKP4OiRozh29CgtH8XFCxeVPV6tGzdu4PixY2L\/o0eO4NtnD8Vx8dUj4PkjXD13EuMqhqFbm09h3qcnQe4L5Gck4czR\/WK7zlye9vvy+hUxBJ+vhacOOn36FL788ixq189HVKQn2rf9K9q2\/wd2EXR4hBs3lzV3cEJzzDDjfqAtu7zQpVMrfNLqHcyaUY5HF7e8OFiDoqBHFA3t2LgIK1auVr4RTZo0NUcagDT96uKo6cL586jbuBHbtm5DXV2dmMXi8WOC1I\/Q\/fv3cYxAVzN5Clp9\/IFoJnvZszw\/19ynxM\/\/hIV1x+LFcxETE4UZNcPx\/e29DQHEPrceDy5sxvIVM+Dt7See39KkSdOrpQFI01uno0cOo32bj3Dk1K8HIB6IwADKyOqLObMnIy4hBaOG5OHy3kVieqLGEPr+6hYc3rkIiYkpoo\/yx4ibM5MSEsXDzNu3bVdyNWn67UsDkKa3Tjz7wJxZ0zB5qptofvul+n70zU16DKBlq1wQGmKPqVOnYtigIowZnE6h2P4XAXR5E87vW4rKshJ88\/XXypU2T19++SU6tGmLtKRwpCTFYcH8hcoWTZp+29IApOmt1FdfPcOgwS5YyzNW\/0ozZTOEeMh3fIIBdu2qxXaeW29oCSZUDsT3d\/Y07A86vwH3Tq3DxtU1GFhUJAaPNEdnz55FRkYGxo4ehdjoIGRlpmFT3SZlqyZNv21pANL0VooBxC+J45kKfi0A8WAEnvtt2HAzHDsmoTBjxkz07dMD+O6MgI5+FPTdhTrcIw\/KjcGKFcspsrkl9vkhbdy4Ee\/8159x6MA2dO7YAVMmT1G2aNL025cGIE1vpZ49ewovj35YvNxRDMluCiA\/17spAjpyKgDZOf2wf\/8GcV6OghIS4jC1phyPL21uCKGz6\/H1uVpc2DkbZcOG4uChI2Kfl+nM6dMozC\/Au+\/8FenJkfiiVSvMnP7T3myrSdPbKA1Amt5KcUd\/cVEmhg53wLI1LqK5jCOWpkDyU819S2evBMPToxPq6uqf8zlz5iyCgkJw9+5p7FpVg4s75+M7HpggJlDdgN3Lx6F0QA4mjJ9AkdNxZa+GunH9BiaOr4KFST9hw779xDRT\/AoNTZp+L9IApOmtlomJI9Ky+ohh0790UxyPhLv5IByWFm2xZvUq5YwNxa\/imDplGL6\/p7w\/6Wwtvr+7G4snDkKYvwtKBw0U74ratXOXeKB365at5C0YOqQMOVkpmDJxMIryExEaHIazZ88pR9Wk6fchDUCa3krRf1x8efM6vL1dUDzYSEQrvzSA+HhX74TCxaUjNtQ2PdNBZGQMyssLcfHwSjkvnt6cet\/f3YM5U4fBxqQvrE0MkZuTg7\/811\/QvXNHfPrJx3C0t8CMqSOREBsB4\/6G4gFgTZp+T9IApOmt1Ndff43x44Zj1dpA7Nzv9Ys3v7HVQQg8Kemx4y8fmZaVlY1oPxec2zwLuL61vk+IIXR+A55Tum3uSPz93b\/g\/\/v\/\/jsWzh2LssFZ6NG1C0ICg5WjaNL0+5MGIE1vtcZWJmDOAodfZSCCmJLnhB\/KK8xx\/AcAxO9mmlJdjdBAN3z1+CAeHFomZvHm2cQZQt+eWoevztbizu1daN+2NVYvGIuUWD9ERUbiufYqB02\/Y2kA0vRWa2J1EhYvd8LhU7\/8jAg8sOHUxUCUDjHBkSN1yhlf1KxZczBiYA5WTypFaXok\/vf\/\/D+YVJqOL\/cvAa5sxg1K+U20\/\/WnP+OP\/\/4nDEwKw+ndC7FgRjliI8KUo2jS9PuTBiBNb7W83D2Rm9dfvBPoV2mGO+QjoquUFDPMmtn0MzqZ6ZnIjg3A\/pUT4WFrCoMuHZAY5I7Dm2fhy6MrUZEXiz\/86\/\/Fn\/74n\/i3f\/0jvOzMsWVdDY7vXYQVM6qUo2jS9PuTBiBNb6WeP3+GAD93TJzsKKbj4ZfGNQWQX8JHzwQgKbk3pk9r+s2z\/G6q0RUjEBniiSvn63Bx13wcWTUJ+YkhmDG5AlPJn7b6B44cWCr6gWbOmIqSgQUYWJiHxw\/vK0fRpOn3Jw1Amt5K8TuJjhw+iMQET0ybZSdeTNcUPH4J8\/uHyivMsHr1y2cp4FdS1NRMhoONIe4SaHjgwbkDS7B45kj4udmh1Yd\/x8F1U1E1MBmJ4YFwsDRDWWmJsrcmTb9PaQDS9FarbEgFEhKsMXWmOY6dbfiq7l\/KR067o2ZaDLZvq1XO2rT4VRGhwcGw7Ncdc0YXIDXGHyPKBmDJnAkI87SDed9eOLq2BrYmfZCRmorz584qe2rS9PuUBiBNb50e3H+ApUuWID4mFtYWVujepQ1CYoIxcvp4uHt9Jl7Lzc8F\/VJ9Queu+SEvzwFzZ89WrqBpPXn8GIcOHRIzZwd5uuDvf\/kr4sP8cP7AKuysnYrUUC8EutkSNAcLWGnS9HuXBiBNLVb8GvKNGzagdv16DB9WhszUFAwuHYbJ09di8MgVcPbOhr17Ouw8MhGYNBVRhRtg7JiAEdMmonBoDEIje2PcJFOcvPDzmueu3A5FWHgPVI0drVzZq5UYF4XoSH9EBXsg3M8JuemRCHa3p+sfjPMXLiilNGn6fUsDkKYWI+7XWbp0KYYNLcOceSux\/cAdlI2ejyEVc+Efmgdrhwh4+ucipWARSioPIW\/4TqQP2YakQVsQP3ATogs3IixvI0ILtsMhZBy6mcUiLD0VU5aOQMW0oRgyLgtpaQZITu6J1LQ+qK6xwfFzDeF06KQ\/lq12QWGRERITeyE5qTNGTUmCraMpqiqbHoTQlKrGjkJFWSEKcuNhbWmEdq3boqJ8hIjeNGnSJKUBSNMbEc+LtmrVKkydPhcnLnyN\/UdvYfeh60jOLIeZTQgiEkdj9PSzGDJ+L0qr9mJQ5R4Uj9mNolG7UDBiB\/LKtyNz6DaklG5FQvFmxAyoQ2Q+wSe3Fv5Z6+GbsQ6eaWvhnroG7mnryOvhELsQn33eBV+064\/OvT0RmpyEWWtKUTm7SOeaZSXILcuEsX0IOvTyRmcDZ1iH16BLH3dUjh2vXP2rlZKUgrTkKMydNQpDS7Ng0MNA2aJJkyZVGoA0vRZ99fw5jh87Jrxs2TJMmDQXsUmlMLOPQuWcqwSa\/QI0pZXsPcKDxu5GyVgCz2gJnsKRO5FfvgPZZdskfAZvQSLBJ5bhU8DRzwYEZa+HX+Z6+KSv1QHIjeDjmrIWlgGVMLCMg5lvBRzjl8AldT2ck1fDiczpy+xdcBBd+\/lgzOgxyqd5tawtLAg8mZg9YxTCg71gbmKmbNGkSZMqDUCafnV9efMGli5ZiqFl1RgybCJMLNwRFDcWFVPPEmB2i8iG0xJKGTbsgaN3YQABp3AkgadiJ0U8O5BTth1Zw7YhY8hWJJcSfEqUyIfgE07wCcmpRQBFPz4U\/XgxgNJr4ZK4FHYR02DpPwY9TEJgHToFzkmr4ExAYjslrYRl8ASYeA6BqdcwmHqXUTpUpFaU75G9A3bRc+EVlIZlS5cpn+jVCg70RfmwXJQWp8PMuC8c7WyVLZo0aVKlAUjTr6KbN67h4qWbuHTtIWbPXY4uXUwIMgcINvtQNHoPwUUFDLlih4BMAZkjHDYDJ5uBo0Q7aYO3IoWgk1TCUc8mxBTViT6fCKXZjSMfbnrzyVwH70wCT\/wCOEbPglVgJXpbJ1IE4w2vvH0EnXUyskldB8fEFbAMGo+eZhH4ok0PtG7XB2069KO0t0h7mUciqOwGOvV0QFXVeNxo5mu2WZ06dcKIslwcObgag4rT0KljR2WLJk2aVGkA0vSLigcS3L1zG0MGDUB8xjikD95MkNmDfNFvsxM5w7frLAAzTPblcJrBoKHoJpVgkzqYYDNoC5IFcDYjjoAjoh2CTjhDhyMeBk\/OegTmbIBP6gq4xMyEc+wc+ObvganHIAEOI9cieObshAtBx4UjH0qdEpfDMWG52Na5txtc0zbIiEhpclPtQpByy9xKAEtCq0\/aYNSI4cqnfLXcXNxQPX4oVq+oQVS4H3p06Y6LFy6IiUs1adIkpQFI0y8inhrn3r37+PLWPZQUFcLSPhwRGfORN\/IAgWWrMIMmnQDDZsBwRMODCFIGbUUywSapZDMSKLrhEW1xRRTlEHCiyRzlsNVmtiByYM5GeCcthlfSEgTk7YBNwGh8\/kUXtO3QH74Fe+GRvgGuDBHFotkteQ3c0utg4T8W7btaoLtxILzy978AHhU+LgQlE6+hMLCKR8eejhg7bqp4DURzNXPaRBTkJCAk0APv\/fVdtPrwI1y+dEnZqkmTJg1Amn4RTRpfic8\/60AQIcAM3YVUAkty6WbhFBHJyJT7bRqAZqCMbLg5jWETVbARkfkbCDYbEZa7AcEEmxCOcrLXIyBrHfwz1yEgZwvCBx3Dh39\/D5993hHWgWPgk7dTjnhLXQ23lDU68OgiH8pzS98I+5j5+Oj9TgSVjJfCh81RkUvKOnQz8scXbXrBOGAaEgYuxaqVTb8ZtSkxgGIi\/VE5phQHDmzAP\/\/zP+P8+fPKVk2aNGkA0vSztWbFQiSklMArfgFiiraSNwmYRBfKCEZdZrgIwJAjCDIRFNFwVMOgCVVAw8AJyq5FcN5W8mZ07WWLd\/\/0Zxg5ZMI7fQ18surglb4O3hnr4Ry\/EE7xiynSWQW31LVwJciwdVEPp6JpbRUsg8ahTbu+FAlxE9wK0QTHUGoMHrZbxibYRExHl95usAiohEP8Enjk7oGRSy4y0rOUT\/1q+fr6IDM9Eg\/uHsKuHYs0AGnS1EgagDT9LGWkZcA7YjgiB2xFYBYBhGASkleLUD1zX00wW2k+E01oBJnQwp3wSVlKEcmHeP+dv8I9fj4CC3YSXNbCSxnJ5hI7F\/bhNXBJWAyPNI5w1lKEo0Y59bDh5jYVPtzc5k4Q4VFtFoGVcM2ogxMBxzZypgKZpsHDds\/eDmP3EnTp4yEGKTglrRD5bplbYO4\/GgWl1conf7V4gtKSgUVITYrG4UNb8M6f\/oTysuG4euWqUkKTpt+3NABp+kn67tvvsHjRUgSnToc7VdQB2RvFEOgAbiojc5OZal73J+AE5G6Bd\/JSdDNwxMf\/aIU+FlEIKtwN2+BKWPuPgkfKSoJPrXh+x0NpThPP8RBYVMt+nfpIRz\/iUeHDz\/W4EzCM3Yth5lchIprGoGloOkbaBhHpdDLwRXejSBElcROcWsYjdzcMXQqQnpGvfAPN06qVSxATGYDkhAjMnTUahn36YOuWrcpWTZp+39IApOlH6+6dW5g8bgTBZyo8CRBeBA2OWnwUe1Pkwqlv1gZ4pa2CuccgdOhsi+CSY6L5zCZwDMw8SmAXMhHemXX1MxYo1sFGuD66EdaLehg2KoDEIAOyWCYzdCwCxqKfQybMfEfQ+mYdTFTzg6gMGiO3YjFizi5mHqyCJ8M6pAau6RsblHXP3CqOk1dcqXwLzdO9e3dQVTkaXbu0x4mj68WDqYf212LokAEYMWKEUkqTpt+nNABpara4Az6nqBJl004gOKUaTglLBQDcFYB4UOrJMCKodOnlg77WKXCKng1HsrFrMXxytlGZdRIyDUDDgKmPYvRHr6lAUVN1WZ29QM3ndTWPUx7F5hC3ELaRs2ARWAUD60R80daQAFNNYBqDboaBFOkEwzZsEmyj6PrcS+CYsEw3O0Jj8\/GcCHA+8eNRNrRM+Uaap4sXL2LMmFGwtzPF8SPrcPnCNhQXpdJxSpUSmjT9PqUBSFOzNbJilBi67FNwUFT8DB8VIqrd02vhW7APn3zcEb0tE+FG5XhItLpdjWR4f505kqFUjWDYumiG0qaAoMLmVea+G5uIGWjTwRB\/+ff\/jU+\/6A3n0LFwDx8HQ4tw9DQJhHvOriafA2psnhWB+4GcHJyVb6T5OnniBLp2bo+jh1bj2uWdGDNyACaMa\/7UPpo0\/RalAUjTK7V7ex1mLd6G2NypohmK+1d08CCLJjIyz7nGQ5372CSiD0Uc9lGz4J5Rp9uuvw9bv3J3z9wMq6DxtG+SmDKHZyHQd3eTMOHA+ArMW3e22U4rmQsrzwHwjx4NW+c4mFqFISpnOVKHH4FPbA16mwTA2Hu4Muz6hyHEzXI8LY9jYDEmz1iFJ0+eKd\/Qq3Xi+HG0b\/0FFs6rwvkzmzCxqhRTJjV\/dm1Nmn6L0gCkqUk9ePAAu3YfwMINl5E5sBouMTWwjeOhy7KS1gGEIhQ3qrztKMrgmQV4\/rTuxkFisk83inzUylstzw+CmviOhWt4BfLLl2HykhPkk5i28hLGTF6FQYOGYUBeDgYOGNDAhXn5wgsXLFCusHnasnkLBg+txPDxW5A3Yi+yyraLaX2SS7chqqAW7hHj0NPIH1Yhk+R1vgJC3BTHqV3oBIweMxHXrl1TzvRy3blzBwvmz0e3zh0we\/oonDi6DlOqh2HWjJe\/4luTpt+DNABpekGnT59GVWUVQsKS4JC6FU7J63R9LE01fXlkb4eZz3DRzGXkNlAMAFArarb+Ph45O9HDOh0p6UU4dGCvcsZfV0eOnEB2wWgUVx5H\/ohdYkJTnoUhoXQnQjKXo1c\/NxhxHxCPfHtJH5C+XdJqxefo0N0WFWOn4cLlG8qZmtbePXsRExWFlMRQ7Nq+WPQDTagaRACarJTQpOn3KQ1AmhqIm4oKB44Qc6R1MwoQFa1+pazCRDSjUb5d1BzRLGXmU47eNsliKLOET\/2zNnI48xpRhpvwePLPKdMXK2f89XXy1AWUDJuOnMHrUDhyN7LLdkgADZIA6mviB3P\/MWJmbP2h1y8zR0ku6RvR330Y7LwysWrdNuVML+rEiROorq5GUmICPNxssX\/Pcpw5uRHjKwdhxrRJSilNmn6++LmztavXYOWKlTh59ADqNmzA6lWrsW7NWuzZvUcp1bKkAUgTvv32W+zbsxOHT1xGctZQGLoUEnh2NVn5CvNAAooCrMNqYOw5GP1dCmAZPF5EPg0jpDVwSFwJ1+QVCM5aAG\/vILg42MPVyRGLFy5Szv56dPPLO8gbUIm0wnnIL9+GnOG7xPRAcQO3ILpoK8zc8mBDn4ch1JwBCfw5reNrkVAwHWtqt+P+\/fvKmRqqoKAQbq7OOH58H3p074B9u5di\/ZrpyEqPRtXYkUopTZp+uu7cuYuL589h\/sypsDTsjT7dOmNscQrsTPvho\/c\/QJcOnVCQl6eU\/nEiQIgm5H1792LH9h249AvPZagB6DXr4oWLOHXqlDDPjvyyiut16dmzZziw\/wC6du4KM7+RIgJ4VRTgklorZgz49NP24lkb1\/Q6yn9xdgGOkCyjFsMptBxjy4uUM745MWiN+xsibcBilE44LiZITRq0GbFFmxA7aC+MHTNEX5D8PA0\/y8tsQxCKyp2FxcvW4eGDhq\/bvnz5MgYUFCA+JghfXt+N40fWYs3KGnTr1B6ft\/oMFeXlSklNP6THjx+LWcS5MtT0opYsXYGS3DRMHpKGw2unYMfiKhxbPxVTy3NhbNAdMTFxSsnm6enTp7h+7RpOnjyJQ4cOY+nCuTDpa4BPPngPBbm5ePTosVLy50sD0GsSV378Phk7axu6I+mIDm3b0bI1Zk6frpR4\/WL41NVtxhetu4vhyo0fvmzSFB04UVRjGViFDl0txRDnph7yZPPIMvPQWXAOKsH06tHKWd+c+DdwsrcjAM1HSdUR8QoInoU7fiBBiABk5ZEP65AJ9BkbNiG+yraJGxCcMQuzZjT8Lb29vZGSHIrzZzdT5LMMG9fPxLXLu+DibI1x47QRcK8SA+f58+dYtHAhjhw5gocPH4rfUFO9nhAslixegkU1o7F\/+TgBn53kExumY9ygNFgZ90NWVo5S+od1+\/Zt3L51C5s3bkByXCw+++gj\/P2v72L++GIsmjgIySFuSIwKwfKly0TZX+KGQAPQa9K5c+fwL\/\/zfyErPV28lnr5smXIzc7GtKlyin\/+w3odd3h8nq+\/YX+HefMWon03K3gPOKr02zRdwepM8HGMXyrmWGvbyUS81E28S6epslSBe2TvhLFrIaIjo5WztwwNGT4FSfnzMGD0fqQP2YaE4s2ILNiAiIE7Ye0zBGbeZT8qCuLmShOPwfDz8de9roHTnOxcGPbtjYGFKTh6tBZ9enZBXk4ezp49J8po+mHxnfjuXbtg0KMnepPLy8rE35EGoXo4T6ieitWzxmCfAh\/2rqXjcW33Qpj1646Kipc38\/K7uziy\/Jb97Tfo06s3enRsj8KkUCwk6EwZni08qSwLk8uyheeOHYBhOTFUtpe4gf25dZYGoNckngX5P\/7t33Fg\/37ERkWhT5++cPX2hYunN\/r0M8TQwYNfy7tiJo0dBq+oCjnDc8Z68fT\/y2aFVs39PfwaA34vjoFljHggU+zXRFnVXgX70dMsHCXFg\/DVV18pZ28Z+vrrb1A8cBAc3VMwbMoFpJVuRdzATWKm7vCCrXAKHQcjlwK4UlTY1Gd70WtEFGgbXgNTQ2Pxh+np4YOczHjMmlaBtKRw9OrWE8+oQuXv4nXcaPxWxCBfvGgRRa72aPv5F7C1skb1hIl49OjR7\/p75L6Y\/\/iPP6Fu7mgcXT9VB5\/9K6txc99itPrwPSxZskR3Q9SU6jZtQWFOJkYWxmHhhFKCTY6ATU053RiX51CaIwA0uYzzKR0mXT00A+NKUzF65EgRCf0caQB6Tbpw4QL+9ud3cPTIEXi7u6Njp85w9wsQAHJ294QL2aBnT3Rq2w6DBhYre\/1y4v6IvgZ90bFdR1iHjBdNbk1Xpi\/aK3+feKW1gVWciAx+6FkZJ6qMLeM2ILN4CjZv2SmaTVqiSgYOhL1rPMpqLonngvjdRFH5GxE5YAecwsahv1OueBtqU5+xKdsl1sIzZQmyMjLp7tAAn378CYYPzcXObYtEam5sopxZ048VA53\/\/04cPwFOdvaiCdvdxRUbN2wQIPo9ir+Pd\/\/yLjbNG4Uj62oEfPaumIjtiyqRnxiKY0cOie+tKfnSje9nrb6ApaUdstOSUZYdgbmVRZgxMh\/TKnIxdUQOphJ82E0BaNKwDIJQuohIb926pRz1p0kD0GsSDzj4+1\/+iqNHj8LN1RXtOnaCh1+gAJCAkIcXbOwdYefkAlt7B6Snpip7\/nzt3LETNnZecEpcJkZ6iTnPXjHSi6Mebpbr2MNOdMzz+3HsYxf8YFMdN8dxJNC2syU21m176R9AS9DNmzexbl0dho2ci+zyA0imKCi+mN9jtEm8PsI1eioMnXLgmkGgbtaoOIqC0tbDJ30ZPm5tDBtzQ8ysKcOIskJkZ2bh3FvU7LZt61YUFRSK\/4MtxanJKYgIDYOzgyP69OyFNp99LkCfkZYmRmdxc93vRdvp85oaGqFu3mjsXT5RNLkxgPYsG4dtCyspui\/BvXv3lNIvytLMEu0++wxJoT6YW1UsIp6Zo1T45JFzMY3MAOIoaDI3ww1XmuEIQNNH5ol9utFNNA+m+jnSAPSaxJXxtq3bsHz5ctGpGhYWjq49ehKEZBSkmpvlHFzc4EbLeQMGIiIqGhMnTBAA+7HavmkdhlRMQ1DWQoJItRxk8KrmtvQNYng19\/O4ZW4Wgw0c4hYp21++Lw\/BdohdiH6mXqit3fhW3Jny6Kr9+w9jSPlUZAzbLWZH4FeBRxbUITh7PdxiZ6G3XZp8PqgZD6gKUKWsh1nYPBj17YMBOVFYvWIBzp55u\/p8Vq9ahfCQUHi6ubc4uzo5w8zIGK0\/\/UwMMeYmOZ5l4u7du8rV\/\/Z1\/NhxZKYm49jaSdi9TMKHo6CF44oRGeiNS5cui76dl8mRokg3K2MEulgjJsAVK6YMEQCaXpFHECIAMYgEjHIFgHQQIgBNIgAxqKYQgJwsjJCXGo\/jFG39VGkAes2KIaCsXrkK+Xn5aNO2PTz966Ogpmzj4ARf\/wAEBQRiwbx5ylFeLX7nTM6QuXCJmwu7uFdHPGzu2+nnmI3eNok\/ODN0Y3NznjVFSW6+SdhQuwHffP3y\/\/wtTdwvc+jQUYQnViFl0CYkD94uXhEeUbhZvMeop7G\/MkNCbZOfvYF5klX6zpxSavHFZ19gwtjhVDH+vCaKN6GbN25g\/7592LVzZ4tyzZQpCA4MROf2HdCxbTvxt8SDebg5qqX1M\/5aOk03M4vmzcHGeWOxe6kc8aYCaAEBKCY0UCn5ovimcMjAQoR5OSPOzwUxPk4IcLZCJKVFqeGYNbqQXCAiHAEijoIEhHgwQg6mcASkmoBUnh+PopQwhAX40U3AQuUsP04agF6zzE1MsZgioPy8PHxCd3Ge\/kFNgke1q5cPnNw8YGpuiYCgYIwZW4mtmzcrR3tRfFdfVDgASUVz4Z25Dg5JrwCPUmlah06GiecQ8dI1ns\/NLaN5o8Dcs7bB3G8UwmIHEHxqlat4u8SDEjZu3ovAsFxEZs5DWtk+0RQXlr8RbtFTYR0wiiLCobCJnPkDo\/7Y9F0K0K8S7xiKzRyDzdt\/+t2hJlFBiebS+XPnIS4mBjaWlvBy98CE8ePpxuHQ76rpbcaMWSgvLcL25TWiuY3Bwz5eOw0Th2QiJyUOe3a+fFYOHmLdr2d3xPo6Iy3UE8lB7mLZ38kSySGeyIzypwgnC3PGDlAgJCOhmhEUBRFw2AwhHqggBytQZETr\/i42mFI9QTnLj5MGoNesWTNnYvCgUgwqLkFMbCx69zfSjYb7ITOI7JxdxYCF9IxMTK6ZKjrST508KY578MBBlI+ajEnLLsDUNYcimKWiH6fpinK1mM\/MPmYeTLyGEHxqxDtxeJocu+g5P7gfA8sxaTUsIxcgPGUkJi86hBnzarF508uh+LaIR1tVjOWZEjYiduA20RQXVrAVHnGz0c82UUy26hC3uFmRIQ\/W4L6zyLTRWL5qg3IGTT9GPILr0sWLoj\/K3toGHm5uKC0ZhE11deIBbobT70lJCcmIC3TDpR3zdPDZv6oaK2uGYfyIUixbulwp2bR4xJpJHwMBnVQCTiIdi50U5CaAZGvcB6MHJmPBhBIBoOmiGU5GQmpTnByUICFUXZYp+onG0D5DCrPo7+fHT6+lAegNiGd0HjmiAmNGj0ZSSgrad+oiBiEwZJqCj765DJub5v78H39CxfByzJ8zG9FRsehm6AcvfldPM5rb+A2fPP9Z+66WsI+eJyvVZuzHZRwIQH19JyErLQlnTh1TPtVvQzwRa1nFNHiEjUHSkH2IyNuI0MLtcAqbCBPXfFj4j4LrK1\/xLee\/42ZM7nsLiCvHnNmzlTNoaq4YQPwyv1CK\/HmwwZLFi3H16lVl6+9LM2bMgImxKRIJHBe3z9UBiGc8GDUgCSsWzVVKvly3b9+CkUHPJgDkjsxwbxj16IKcuEDR\/DZ7bCFBiAcjKE1xOgDJ\/qBqBUDVwzJFxJQa7oPCnCzlTM2XBqA3pLEEn8z0dOzduxf\/9E\/\/BEeKbNy8\/ZqEjmoGj72LG6zs7JGcnIrI8HDEREaiP\/2nMjY0RVZhJdyjxsI2dimcCBJNDRrgJjNDt6GwCJosKsceZmHiQcpXjoqjO3oeQeeXOBFj5x7FkAmbsHjhPNy6eV35RHJk2Uz6Q1H9No380tfmTZuQmFwIv7hqJJTuRWheHQJzN8M1lqJEzxIYu5fKYeyvGNDB5sEZtpEzYOeZhtVbz2PG1BpcvfLrP+\/1WxE\/LMkRDz\/38nvp52lK5uYWMOrVFRMHZ4gmt11Lxonnf3i2g+pRQ3B4\/6snG3308CEK8\/MR5ecm+oAYPCqA0kK9xMAEN2sTlGZGYcH4YswYxVFQYwBxfxDBZxg7UzTZTRuRg5KMaEysHKWcqfnSAPSGxCONqsZWij8uJydn9Ke7G4bLD0VB3FRnTZFPPyNj5GVl4Q6F1DOmT0dCbCwmV1fjyqULKCnMgaVXEWxjFsIpmaHCfTzydQq9bXPEsy1dTeLQ2z5f5L9qBgQGEwPNP3MJolJHYNLEF2dwPnbsGFYsX45pNVMRHRGp847t25USb58OHzqE+Ph0FI7aioiCTQjIqkVg3nbYh05Et35esI9dJL+7ZkCIo0YREcUvQcfuthg\/dSXW1m7Fof2v53UUmt5eMYBPnT6LtLgIzByZp3vodM+yCbi6ewEcLYywcvkypXTzFODlgQAnS9HspkZB7NQQDziZ9UeopwNGFyVjXlWRBFB5PYBEPxABiMEjmuEEhDIxYkAKaiaMEU2mP0YagN6grly+jBXLlos7bkdHR\/Q3MYWtkwtFQi\/vE2II2Tg644\/\/+m84e\/ascqR6PXxwH0Ge1jDzrYBdPFV+SavoDnwWjD1G4L33OsA6fEazm9sYPly2p8NA5OSV4uDeHcpZ6nXs6FFEUST24Xvvi2GyvyXxqKEF8xcgIGEy\/NJXIyB7I3yyNsI1aRkMLKLFcHUecNCcJk\/Vav8RzyoREZmAI4ePKGfTpKmhHjx4iNWr1yI6NhnrZo3CgZUTdU1vPPz6wra5AhYb169V9mie8rJzEOwhR8KlBHvoAMR9Qbxua9Qbfi7WWDppMGYQ9PT7gCSAZD+QGgVVD83ElLIMjCxOw\/CyMuUszZMGoDcshoiHq5uIFnx9fWFqYQlXAo1zI\/CodvPxE4MR\/vDH\/8D69evFqDd9PXv2FDMmjYGRUwaM\/CfBNmoWelkk4JOPeuieZ3l5hbkGjomr4Jq4GEHZS5E6YjeSy7bBxsoGtWtXKmeQov844iE0V0cn9OzWXYxOiouOwdEjR4V\/S6OToiOi4B09FoHZtfDP2QyP1NWw9B0OA+t4MRu4HLLejLn09OyetV30wXn4xuD8tccURR7\/XY3o0vRq7d69B\/\/zf\/wL2n32KVZPLcNRZcaDXUvHYd+Kidg0bzQcrK0IUmuUPZqv8mFlCHBzFFGP2hTHZgAFOlsj3MsBoygKmktRkDokWx9AnHIUVD2UnSn6jAqSQ2Bvba2coXnSANQCxA+p2hB4GEL8H8PE2AT2ru5NAojt7OFN2z3Qq3sPMfS5qckZLR1D0aqjLUy8h4t+n6YqwXpzM9Iq2EXPg3P8QsTnTMCCWT\/8sjTuIOaHAvmp9PFV43DlyhWsXbNGrLN5yqHfknKysuEZNhQRA3cTgNbBI20tfAccRMfuNmLoOs8Qzi\/nUyOc5pof\/OX+pDYd+qF2027cuXtfPJuk6fctvrHkl8m1\/bSVaHY7uHqSgM\/OJeNwYBUvj0Prz9vg6NGfNgiIb3amVk+Al40p0sO8dAASECIoBVEE5GVvhqWTB2P6yPwmAMTRTxYmEXwYQvz8UEl6OLxcnMRAkeZOGKsBqAWIO1ezMzLFw3+zZ86El5cXjMwsXtoUx\/1EHv6B+PDjVhg2dBgunD8v2or1NXXiKDj4ZKK\/L8+A8APP9HAzGw\/JJvi0b9sV0yePV47QfA0eNEhMFBno56\/k\/DbFU75kl0yjiIcAlLoWrqlr4JW7U8yE\/dln3fBFG0N45e\/\/UU1y0mvEb2ASMhfh8UVYuXSBqICePtFA9HvVtGkz0L1DO9w+uFT096hNbwyftTPKkREX9pMHZfDN44IFCxEVHABfO5MGI+LYyRQFhbnbwdfBAqOLkzGTH06lKEg2wykAKstS+oIyCUJZmDgkQwzdrixJxWdULzV3tKIGoBYivmPgCrxm8hSMGjUK7\/z1b\/AJDoXLDwxK4Gl82rRrj0yC1\/lzDUecMZCCgoLwuUEQ3HP3NlHpyaHCfMfOd+7vv\/OfqKtd+wLImiPeR0zr\/hufJp+bHfmJ7049bBAy6Djc09bBlR\/kTVolRrtZBo3HRx98CM\/8fT\/8LNUP2DN3F4zdivDpx5\/CwtRcObOm35t+TQDVTJmGiAAvWPXvCUezfsgI924AINU8XDvYww5zxhaKqXrUfqApSiQ0mQchKE1w9QBKwacffaIB6G3UgwcPUFxUJN6iuWDBAvz7H\/8oIPPSQQkEJwdXd\/gEBsPVw1PMEvzZx5+gvGw4rl+\/joToULTraikGIeg\/u+KZtxd97dMRGxOH+4++wr2Hz3Dr1pf4+nc8zLW54new8Ki\/goIBaNfdCbZR8+AmIsw1oo+NX1vBw9r72KWJ79gmfBpFoM140Z9qip64T4ntFL8I3Tp1ETOpa\/r9aMeOnZgxYRS2zB2hm+uNfXrTTPHMj4+npxhSTbW3ssePk4+HB4blxIrZr6P9XGDYowsyI7wb9AXxLAk8VY+9cR+MK03Xa4bjCEh9IFXCRwUQ540rTUOguz1uU33SHGkAamHi6c2n1dQgNTkZW7ZsRbuOnWHj5NLk8GzO41FxPXsZiGHPZ06fFjMj8JQbHJHcvHEd585fwuy5S\/D5F13FqC0D1wokZAzHiuUrcIO2a\/rxunTpIv0+CSgpSkP3XhYw9KyAR3Z9PxtHlvax88XQdxOvoTCwjJUgSmMQNWPYNpsjK4IRA809fDD2HJAzXmj6bSsxIRmDc5NwfONM7FwiwcPmud5qqOKfNmG06G\/9Kbp75w4cbO3Q9rPPxDxuC8eXIJZg07tzB2RF+jQEUDADyFGMiKsclCYAxFPz\/BCA+AFVBlCYjzPu3G7eHIgagFqgaiZPhqebG0UxNwgcbWBl79gkgLwp8ull0JsipsIXmuD0de\/eXezZvRvHztzEweNX6I76Mh49eqBs1fRjdfDgQbRr0xZ7dizG9i0LERQahU\/b9Ecv80h4UXSpg0wqg2iBmPLIjvzppx1EhNP8iEg+w2UXPReJ5fsRmToKo0f++If9NL09Kh2Qh\/GD08XDpip82Dz7QUKwB3Kzm\/d6bX0dPnIURUXF8PV0x4QhmRhB8Jk9doAARqSvM\/p374ysiBcBFE0RkFW\/XpgwWDav8XuCGDxTuP+HPFkMwc4Q8JlA5lc4VJWkwKBrZ9y43rybWw1ALVDcD8TP1Fy7dg3vv\/c+rAlA+s1wDCMvgk\/37j0wsmLkT3pVg6afpk2bNsGJfg\/j\/r1x9tRGXLmwDcEBnvBw80Jl1WT0MAmRM0vojYZjiDglrxLRkKHLAGU+uR\/XR8SToPJrMVyCB1HkNVC5Gk2\/Ja1dux5Lakaibk6Frt+HR72d3zobGVF+GFZa8pNGve3ftx+DBuRjaGYEFk0swbyqgToPzoqCJUGGZ0LQBxA\/E5REaZSXI\/p17yL6drgvSAWQHIJN8FE8YUi62FZVkgpXW3Pc+vKmcvYflgagFih+NmhmTTVGF2egatxEODo4wdrOQfT58JxxFta26NK5CyaMG4frBClNr0dz585FRkYyKscMga+XEypHFWLOrGrMnjUTe\/bsFa8xWLx4OTYfuIuC0glwiZ4E21h+FYacMYGhw01xPHs4w4hnIP8x\/UMCQvGL4RA0lO6Ec3+3bwP9rWrIwAKsmlaOAyurdZGPBNAcxBMcli5aoJRsvnj+vOElBVgypRwLqoowd2wR5lSSKQJaMG4gZo8pQElaOLp3aIt4f9dGD6a6i3Vnc0OEethhZGGiGG7NTW+TlSHYOgBR1DaRIMRQ4nIZKUm6iZJ\/SBqAWqi2b65Dn46f4dbtu5g+dRqsrK3Rrn0HBAQGYd78+QI+PGhB0+vR\/QcPERcfD2+6I7z95SEsnFeFvr27iNnNb9++o5Sq1+EDu7F8\/T4Mq1qGwKRxsIyUU\/cwRGzCp8I6bAqMPUrRxy5VvIepWVP6kHm4Ng9QMHXLw\/hF5zC0fAL27d2nnFXT2yiepTorMxuzxxZj26JK7Fkuox9OebJRnuhz5uTxuHKxeS0d3P9bUT4CW9cuRs3oQRieG4vlk4eI124zeObqeWl1qYDK\/\/lf\/4pYP2ekNpqeh83PCVn06YkBySF0jAESQBwFEWxk\/0+6ANCE0jSRN3NUHhwIWnt371Su6OXSANRCtWljHT549+8YOniIeL9PXm4uigcWY9mSpUoJTa9T8+YvREhwIIqLknHtyg6sXFoNSwtzMZnsD+nCuVOYPGUGfGNGwCJ8npyfj2DD71tiEPWyjEEf2xQxjPtHzaZAx+AHjE19hiMhTb6iQNPbqTNnzuDf\/u8fBHSOrJWzHbB5toNTdTNgY9yXKvNdSukf1o0bN1E0YCDCfFzF\/G3LJpViHkFjHsFHRD968OHlRRNKBIA6tv4CcQQg7vtpDCB+MNXbzgzJBKcxA5NEX4\/aBFc9hPuAJIDGE4B4mc8b5uWAIwdffWOkAaiF6tzZs8gn6Kg+eOCAskXTm1DJQPqjDvbB7BmjcWD\/ajjYmWLWrNm4deu2UuLlunHtMpYsXoIhE+pg5pKpzCEnZ8rmUW5d+\/nAJoKi3OAJSv9Q80HEEOJ5\/yLiB2Dd2nXKGTW9Lbp\/\/wFq162Fn5OFeLvpfqX5bfdSOfx6XlUxZk2uwo3rr36uhh9IHz2iHB62pmJgwPyqImEGEEc\/KnRUzx5TKMDEKfcxhbjZiihIvy9INecFudogNy5QlBeRDze96UU\/KoB40lRHC46AXg1NDUCaNL1Cy5etwLQpY5CaGIaMtBgsWlQjHvK9e\/euUqJ5+uabr5GTGo+i8nkIyZgJ69ApcMvcTMBZL95Gyy8ENHQdBHP\/cXLevmbOqOCWtRWWBC\/PwDQBoZ\/yMLGm1y9uut2+ZRPmThqF\/cvH6YZdM4TWzxyBMSUZmFFdiSdPGs732JR4UtshJcUi8lg7fZiADg8amCvMAFKiHoIH5zNEZlPkI1Iyj3LzoigngvZvKgrimbOdCSqxAa4iYuLoh+EzfnCaDj7jSlMpIkrHrFF5MOvbE7t2vHo2fA1AmjS9Qp07dMbcWaNROaoIdlZmKC7KV7b8dM2cMROeQTliiLUciLBGPCDcwzwZHXt5wyJgjHznUBPAacpc1jZiBswsnMVUK5pavtasWYchhdk4sX6KrtmNfbpupnjvj4mRiVLyh3X82DHkZWUgwMVaQIWhw4MLBGzIc8cQfMQyAUeBEG9nkMwcxRAqwIqaofB1skKEJwGoiQiIh2mbGXSHr6OlmCF70jAl+hHwSRUeNyhFrE8ty9Ka4DRp+qVk0LM3Zk0fifWrp6KoIB3DhpYrW36e1qxeAw+\/BIQWbRN9Q\/zgqjtFM4YuhejSxx1OCcvFoIPmPLzK5XiEnGtYGQ4dPYtnz7VZLVq6Jo4fj0BXW1zeMV8Hn708AGFRJUYNTENMVIxS8kXxNDw88vLqxXMUVSciNy4AyyYNwiyCAw8CmD06X4BFjXAEjPQiHgmffAETFUA+BBcGUFNNcGlhXnC1MBKzZHP0w3PATaDoZ9wggg9bAdD4QWmYUpatAUiTpp8rHk105cpVmJmYITk+FCOG5aCkKBsTxlcrJX6+eMqkcROmImTgdjjEzhNNb46Jy8UIua79fcQ6v9OpKeg0tnj2KGUd+jlkYeuuY3j69LlyFk0tTTzZ7MrF8zC6KEn3kjn22c2zUJwajsy0VKXki3ry5Am2btmKT\/7xIUozwjFzZK6AzgxOGUDkWQQXhoy+VRDVw0cCiMsvmlCM9Gg\/RPk4icEI\/BxQAwCFesLbzly8MTUrxk+ci5vcGEDjSlJQVZIszG9oZQD5OVvhYDNeuKgBSJOml+jy5Svo388MZ87sg7e3C97\/+7tIS0mmiv2ZUuKXlaOdPUy9y+GevV3MYO6YuAKffNxavDpdREHN6ROiMvyuIUPXIixdtVW86kNTyxI\/PsGzUQ8uzMS04Vk4uGaygA8\/88P9P1NHUPRSM0EpXS8Gz507d7B40WJ8\/P4HqCnLIHjkYFp5NqaWZ2FaRQ6mV0gICbAQZHgma2E9IM1gK9HPjIo8TB+RK2Y5WDZ5MPycLMUrGhq\/LZWjonAPO0T5OqE4LRw8E7ZoemPwFCehspjTZEygPIZftw7tCJJblCt\/uX46gHgiPM1vxmBr+rV19uw5\/PWd97F8ySQcO7wGe3cuxrQpozBk8HClxC8ra+Ne6GUeIV7dzYMTOPrpZugPx4Sl8mHWpoDzEnsXHkaXvh6oGP7j3lCp6dcVVbiwNLeiCjtVTC6qRj5snn6nPC8eq5e++MAp75eSlIJ\/\/Zc\/oHPb1lTJ5xI8+L08meLdPAJAI7LJBCER1cioSEBIMYOB+3wYPPx6BWEqzwDjOd5WTh0Cs749YG1ogMwInxcAFOnlgGgCUGFSsHgdw\/hBKRingKdyIEGIzM1y3AzIM3n\/agB6fP8O5lSkYNbwRM2v0bPLEzFvRBLWTR+i\/BKafk1dOH8Bn3\/aBlFhvti7aynmzhqD8VUjKar4dZq2Hj16iIePnmDkqCp0Nw6EV8EBgtAKMQWPmDkhbKp4kLUp4DS2V8FBgpefmKpJU8sQj3pr1eoLLK4uxeG1U0TEow+g63sWwdnKmG5whip71MvJyRUhHvZU6SdjYmkKpgxLx+Sh6eBXYTOEGEBTCSIMkxkEFRHd6JkBNIOio+kEJp5UlJ\/lYVjxPmJut+HZmD+uSExOGuxm2+RABIYQD9XmKGgGRVsMHxU8Y4uSMGZAomiOm0nbftUI6PnD29g1OQE7qmM0\/2KOfaV3Ubm9k6JwYmGR8kto+jV17949jB41Gh9\/\/BEmjBuEISXpiAwLxrat25QSv464iWbWrHno1NNBRDLcpMZ9Qr1tkmDuPxpuGZubhI6+XTPqYBc9B\/0t\/JCbnqAcWdOb1EP6XaMCPLBx9kjlraYSPLuWjhfRD78iYcOaFeL\/napHjx7DsJ8x\/v3f\/kRgsCHAUKRTnokpBJ8GABJR0IsA4ia5FwAk4KMASJ1clNJ5VUViwtNQd7smByIwlBhAEd6O4lgNAZT4egG0Y1ICtk+I+QHHvuiJL\/H4GGzTOVpv+eda\/1i83NSx1fymtv2Q9cu\/bN\/Gx1XXG3rrOHYUOVJJFVcp65RuoXQbbd85PhxH5hcqv4SmX1MPHz4ULwbLSItFXEwgjPsbwMTQBNOmzlRK\/HpiCK1atRbtupiB55DjVzkICFknwCJgrAKhHxgdl7IGNvHrEZBQiVnTpylH1fSmdOPml6iZUoP1M4Zj5+LKBtEPP3TKQ69HDS2GrY01Qnw9EE83OnbWNpg7YRgGZ0ahIDEII\/NjCTppmDSEnSo8eVgGJpcRkMiyKY4gpPQFsRky0rm0LQc1I7jZTjGBh2e05ulzxBQ6BKfc+EBE+jiKdwE1hhC\/uM7RrD9M+\/TA3DEFou9njAKe0YUJGFUYTyBKQDVdl5eDOQ7s26N8+pfrJwNoe3UithFUXurxsdhK3jIuhipRWQFvoYp2S1UUNldGCm+hinUzedOYCD2HN1rX81g9N8rbXEkpW788H0tsp3OMDacybF7mPGmZx+UanrdO2ZePK46tt4+aL5d5P9W0rrN+vrqNUi6vHFN3zZzXwEqeKK\/uF4EtdJ3bqkJxaO7Pfw5F06vFI9S8vfyQGBcq5n4rLU5HYX6OGBn3OnTz5k2kJqegbWdzfNraAEZuA8UEpn3tM0RU9ML8cSlrxUg4Ho7dvqslWncwRtv2BvD18tam6nmDevL0GbZu3YoQTweKfKp1M12Lt5tOH47EEE8EUWQxIDkSVoa98dlHH1JqgOG5MQI2k4eli5Qr9omDU1E9mJYHp2ASLQsYcTREZXTRkNIXJAcnSMv3+GQJ8KivUhBzuQ1JF8dkT6JlXueh1vYmfUXEwzNiqwDieeL8nSxhY9wHKbTM5TnyYfBIxwkATRmWBmODbti5\/Vd6EPUZAWjr+HiqQCVImjJXmHVjwrBxdCjqRoeJSpSXN44KwYZRwSKtE9s4L0yUqXd4o3U903EartOx9Spv\/XKy4pduXFYcR39f\/bKUrx5HbmcgNLQKIAkS+syNtr\/o+uM0\/q42V0ooM5z1Ab1ZWVbzt1ZFULQYjkPzC5RfQtOvqSdPnqJ2\/QY42lnDx8MRDjbmKMjLVbb++rp48SKM+\/ZDz5690LdvHzh4RcPeNxXdDCzQpos9LafBJTgHLkHZinPgGpIH97BcdGjfAR\/+\/V2EBQdj3dq1uHTxknJUTa9bWzZvRkZiLJZOLBbP+eyi6Gfv8onYNG+0eDePSa\/usOzXE5YUYWdE+iA71h+FycFiRgFuZlPBM5GgI1zKTkY1pdUCTAQpiowYQPqREKdsBg9HSZNp+2TxDI8KHp7FgJ\/jScE4HkJNnk1RUKCrtXxLaqNXdfOccNwEx6\/xDna3EfAbWxSPkQVximPFOgOoW\/u2v14T3LMHt1BHFWntyGDUVgRhA3tkvTlP3xuoXL31y8p1Pk79Nkor6LgjGh9HLaNsb7RNHEOUkXm6smSxXTlegzxlv8blhcV2eWyZR+DUN4OU8hmkArJj2Ar4GDR6kZAKO11KYNsozPCVbnzuetdf20b6bJtGBWD\/zGzll9D0OhQdGSPmgQsOcMfokb\/OCLjGOnr4CGKjotG9e0\/YO7uKV3Hw22+d3DxgZmktXkToSMtNvajQ3dcfto7OaNu6LUYMfz3Xq+nlOrR7q4hajigDD\/aumIjN88dgYGo4enRsj9affIwIbwekUoXPz9ZMr8iRkNCDzwSCzQSCzgSebUCYlhlCtI2PPYkAxM1xDCBhBo+ADpny+XiTOJISx0wjgOmDR+3HScDMimz4OJijT9dOyI7ybQCgVI7UXGxgR9FRpI+DgODoARI8FfnsGIyh9clDU9G1fRts3fwrAmjzWKpIqUKsqwjExooAbBzhjw3scj\/Ulvmidri0WKd0XZk31g1je2HdUE+sHeKBNYPJpe5YzR7kRnYVXlVSb85XU2GRL8s2KKemuvIyT83XldMdQ13n1KV+Xc+68k1aXvOaUrY7fRZ3+kye9Nl8UDvMB+t1ps88VDV\/di9Rjs2fn4\/B51lZ7IKVA52xqlial1cOdJKpuo3W1xY7YOf4WOWX0PQ65ObK4CnC8iUTMWliBWbOmK1s+XW0fes2xEbHwMCgjwBOU5B5lX2CQtC1azeMHDFCOaqmN6F1a1Zh5rhhOL5ewufQmsliYtD4YDfRzGZt1AfhPo4oy43RNZkJYBAoJgpQMHh4hgEJCjY\/ezN+UJKEEEFEREQMIirPoOHmOB106DgCOmwRRUmYMXiqBiaisihRgGf0gHiMLiR4EPCifB3gYNpPvIahMYCCXW1E81yYpx1dR5LolxqRG604itajMbYwBiF+3jh86JDyLbxcPwlAT+9\/iTVlAVg52AvLSzywtMgVSwqdsbjACQvzHbEw1wEL88i59liQY4f55HlZ1pibSc6wFJ6TbiGdZoHZZE7npJvrPFuxLMt59eU5nSvWZRn9\/eZmKPlpyrqyn0hFHp2Pt4vy9ccR+zTIU\/ZTrlc400qxNX0eG8zPtqHPZ4sFuXb0We2wiD7zYvoelgxwpu\/EBcsGumKpsEtD07Yl7AFOWJQvv6eFefZiWTWvL8yj44p1ZTutL8u3xeYxUcovoel1qG\/v3vDzdsKo8nzk5yQhPDRS2fLLi\/tqYgg+\/QyNBUh+CnzYnv6B6N6zlxjFp+n1iieDnThxIsrKhiM5OlRUzKc2zsDWhWORnxiIspwYhFIFHk5Rz5iiJDEVTk15w4hFRiky0pHwkQ98VhUnYhyZUwYAb2MzVLhJTW2Ok31GMtoRxxLNbQwyhg9HPAkYS9AZQ9AZRREMg4ThwRFMSWowwjxs4WJhKKbgUfuBeJLSGF9neFibwKp\/LxEBjcyLQXlOFDlSeAS5IicCWUkxOH3yhPKNvFw\/bRDC4wfYtWgsts8fia1zyrFlZhk2TR+KummDsXEqu7Q+rSnFBko3cCo8iPIGoSozAIXeBphFQKlJMMXkOEPUJJpiWoo5ZqRZoibFEuWRZqidUkzHHtLQM4YqaaN88mbKq6O0bpqSx2WE6fo4X8+N9623cnxKN9N+Os8cprgMm2eVYevs4dg2dwRmDYrEuAQrzMtxwBzy3FxHLBjginn5zpiX54gZ2Q4Yn+GGnYvHYPeSSp13LR5L3+MY7Fw4RqS7aX33EsrjfGHKV5fF9jHYSz6+YZbyS2h6HYojIHi5OaIwNwE5mfEIDQ5Xtvwy4tkK5s+di3lz5iAkOES88dbDL6BJsDTXHr7+6N6rN0YRgLTZsX993b9\/H7t378bM6dOwc\/N6dGzbGm0\/a4X0KD8xd9qoAQlYM70MFv26iznT5oxl6NSPSBPwUSIWjlY4+pGRCkU9CngqOWIRThAWMFIgJCMhdYCCtOw3IlM+bx8nQEbwoYiHwTOawDMqPwYVBMgRAiIRBMtIjMqLQrinLTq1\/gI50X4NRsPxDAkBzlbis00eTAAiaA3PjiRHCJfT8piCGAS6WOFwS56Kp3L0aHiZdELtICcsyLbGzMT+mEfRy+J8O9HkNC\/PCVmBVnj88L6yR8vVwsmjUBzQF8vyrLEgywoLs62wjKKgeRy9JRthfLQhcsOdxHT8mt4+jRwxFrVr5+DmtZ2YOH4wenbvrWz5ebp86RLWrlmDJUuWoGvnLujYoSOs7R1FH05TUHmZOUqycXCCoZEJjEzMYOfgiKJBg5GSkorhw4Zpb0x9DTpx4gRSU1Lwp3\/\/V6SFuMGybw9kRPpi5IAkeDuY4fOP38ei8cXieRxuZhN9NGKQAC9ni8hH1z+jNJMxWETUI5rKJHS4uWwswayyKF6AiS2b5PgBVQkgTtUBBsIEHy5TqUROHPkwfDh6YfhUEHTKBUDCCEThGJoeiiACSM9O7UU\/kD6AUkM84O9oiQ6tP8dkEQFFoSwrHMPJZZmcRmA0Qa3FA2j0yFFwN+qITYNdsDDHhgBkiHnp5licRwAaSHkFzhgcZY0zp06KmV9bshZMHomB\/n2wNFcCaBF9nqWFjpidYooZcX1QFdEXOWGOGoDeUmWm52LalJE4f6YOM6aOgIWFpbLlp+nWl7dw5PBhlJaUoF3bdujTt5+ATnOa27iMs4cXRUk2MCTY+AYGIS0zG6GhYehCAPvTH\/6IHl27YuGCBdi5YweGDRmK8jJtIMIvIX5z6ZYtW7GHIp3Tx4\/izIljZE6PonbNSiTHxeDTf\/ydKmhzOJr1RWFiCCpLUhHt7wzTPl0xv7JITH+jjkyTAwXk662bBBBFK7rIh4DD5lFmYwggvMxgYuuiIG6GU4Aj4SOb3MaXUPRDoFKjJ9Hspot8FPgwQLLCKA3DsIxQhLnboHfnjhTxeDUCkByK3f7zTzFpUJJoXhxG4GH4yDSCIqgYipIsWzaAxo4dBx\/LXthZ7obFuXYiApqTaopFuTZYVuSEFQOdRR\/IlMmTcZP+YFuyFkySAFqWbyOiucX59lhc4IAZCYaYFt0LleG9kRPioAHoLZVxf0M42VmgZtJQLJg7AYNLX5wq5VV6\/vw5TtJdMptvvixNzdC9ew8xsq254HFy9xQj4ixt7NC9Sxe0bd0aI8rLxTGPHTuGIYMHE9DawsyYIqG+fdG\/T1\/UTJ6iXIGm5opfNHj69GmcOH4cF86dw\/Url3CNHB0Zjnf+9Cd0adMaER62iPG2R4yPAwIcLQR04vycqJJ2RdtPP0VymCcBJUPMQqBGOVOG5wjgyBFp9YMEuK9GhY8arYgJPpWoh4HD0BDNZoWxFL3EKMuUR9sYSgwX3kc\/KpLRk4ygOHIaUygHGnDkw+Bh6DBshqSFYHBqMEpTglCaHIhyyksNdoFVv54IdrUVAFJnx+aBCdwE9\/lHH2EcXRtDZ3BaqHApeUh6mGiG4ze8HmrJANpFd2dM6+V5liJimJnQT0ZAek1whaE2+PLGdXz7bctuw64HkC0WEoCWFDhSJGdPAOqP6TG9KAJiANlrAHpLNbgkTzwD1L93TzjZW2JEWbGypXniPp4tmzbj\/b+9iw\/fex8dO3SCtZ2D6KdpCjaqeQQcN625efsgNCoaXj5+6NGjJzp36oyxo8fg6pUruH\/vLnbv3I6wkGDYWFnizu1buHbtmvZSumaIX4nA3xU\/8PuAvkc2f59jR41EhzZt8P5f\/iIq4VhfJwGaSE874XCKDgIIOEF0l58Z5oE+XTuK4dSpEd6YP24AQYaHQ\/PDnvXRjRxcwPDJRDUPMlDAIwcJKE1m3E\/D4FCBwXDh5jKKVjhiEU1medHCvDyKQMRNaQJOA+JEWREVcVMbH4M8RjkOg2eUGCodLfp6hmdSpJPO4Akh6ARjUFIAShL9hAcnByA3ygNhblYIcLJuEkCfffwRquic3Fw3KIX2VzwkNZSOHQ5PWxMc3Ltb+aZfrjcGoO0792BcaSZW55mKynoWR0ApJqI5btkAJzEUefVAe4wcMRJXr11X9mqZYgAVM4AKbLFANL85iabEGfSZZsT1xriovsjVIqC3VvEx4VixdBKuXtohZkRISWz+MPhvv\/0WixYsRKsPP0Z\/Q2N4+QfCnUDCgOGmNGGKbFwo5TzeJspQZNTfyAT\/9N\/+G6IiIkST3bfffEPH+0Y84Pc\/\/vmfYWrQVd6J+9CdON2Nh7nZwITy\/vs\/\/RP27duLbwhCDCI2N2OzeZkHJdAfvvBvRfxZ+HPx961+XvWzs\/m7aOxhQ4fS9\/g\/8MG77yHBzxGxBJkoL4aMLSIINPzdMmw4ZfM2\/p5dLfrjP\/7wn+j4xecCIrNG5+siGgEWAReObtRIJ1Ok8qFSfotofR+NeKWBAh61mUyNeES0IsATLQYJcNSimvttJJSiRaqCSIxsU60cQ4xyE\/CKouiEm8k4UiHwUMQjweOPgfG+KIrzpdSHAOSPOF87mPTqihCOgILrASQGIThZiWeXKgujCTjyGMIUPQ2hSGoUXVvPTh2wfetW5dd5ud4YgJbPmYwBgUZYP8gZ8zMsMCO+H+ZnWmJJoSPWDfHAkoHuSPQ2w707t1v8HwoPQhgU1A+rihywKM8Wy4tcRDPcrGRjzE7qj4mxhsgN1fqA3lZlZyRh9YopuHVjLyaOHwKDnv2ULa\/W5MmTkZycgvMXLoo77tNnziEpORVWNrYwNjYR0cznrT6FmbkFrKxtsHzFCly\/fgPHT5xC7YY6GPY3hFH\/\/gjx80JZYQpmji7EhCFZiAzygYu9FYJcrUUlGeZuLe5YQ1wtEehkjihvB8T4OiLIwwH2Vhbo3bMnunftBldXd6xZux5nz13AlavX8PDhI+VK3149fvwE1+g7275zN4aWjYCDoxP69e5Nn9scAa72iPAisND3Ee3jqHMMRTUMmSBnCwTTdxZO35\/4Ht2sEUog54k\/vRws0c\/AAOEBXijP5znOeEqcdNFyw8BgcMgopt5iKDRbRDbSYkQbA0dvcIEAjgId0c+j9O2o0KlQnqvh\/pl6h8tUB6EoggpBiCIbhgzvy8fgZY52dBETH4eiHgEepbmthIAhoeODAbFeKIzxQj5FPexoP2e4O9jC09EWyUrfD5uHY3vYmsHauC9yon0IOv4oTvBDMQGMXUgAy42i4yUG48a1K80affnmADS7GgV+\/SjKcRId9zMTeBScbIJbUeyK1aUeWFTogglVVbhx46ayV8vUoprRKA01xuoSZwEeFUCzCUBzkg0xMc4YuWHaKLi3Vffv30NkWCgsTQ1RMbwAG9fPhoOdE27fvq2UeLlqN2zE4KHDsXLVWrHOd+gnT53Gnr37MXf+QkRERKN3r95YvWYtdu3eK6L9xUuWIjAoBF5eXvB0ccTAdLrLLaKKazA37chhu2OLU9CtQ3vYmRsj0EXCJ9S1ocPIIS7cjGIFTztzWBgbovVnn8GG4Ofl7YPsnDzU1b36afWWLv7eBhYPgr29gwD6xx\/8Aw6mfeFjb4ZAR3MEO1kgiBxMsAlxsRQW3w\/BRrrhsr+zNWzpe+3SsSO+aNUKQ7Nj6HvnGQbkVDZiOhuKZgRsGDCUioED6pBnEeHIKEdY5DUEj9pfw01l9cOiGT6xEj4EGBU83FfDgwOGE4DEUGcFQGw1AmLgqFGQHF5dDyAGGY9O4\/6ZUu7roUilhMAhAeQtAFQQLeGTR44kOLs6EICd7JCi92ZUBpC7jRmsjPoiP5b2p2MU0TE4ZefHeFOE5I7saD8RODRHbxBAkwSAVhXxMGwbzOJRcMowbAbQmlJPMdsAt8dea+FNcIunjsXQSHPUDvUSzW\/LB7pgCQMoxUQBkBEBSIuA3ma5ODsjIS4I82ePhZuTDVp99Alu0F33q8RRz61bt\/DgwUNxR7iSIhwnBwf06t4DfXoZoEPbdvj040\/Qv3dfMdhh1cqVqJ4wAc7WZpg4NAsjChLEa44nDuHmHW7K4f6ELLE8LIcqngFJtJyBYHdbvPvOX9CjYztE0519iLOVrHgd2RQVUepnbw53S0NRMfvReihFR8lhVHEkRaIgOQoDUmOQFRcGb1cnGBsaw8rM\/KW2JJvQ9fbr3QfLly1TPu0vL\/7ONm7YAFf6\/nvyoA17uisP90daZCBSIgKQQsuRvm7wpWjF2awf7I16wd6wJzws+8Hb2gi+tsbwszOGv72JcKAjQ8mMvhNzhBKIAmiZmzI\/++gj\/O3Pf0FsgDMqCQwjC+MxOCsSg6nS5ud2JGgkSOqHSUuoCLDoRzVkFTb8sjYxGECFDffNKLMP8HBqHhggIxa1qU0BjxjWLEekDc0IwdD0EFomUxTDZiBxRDSCytZHQ9w\/FCOAw8\/zqMeSgw3CxECBQSlBFP1wkxtHPt4EHk8CjzvyIt2QE+FGqTvSgvlhU2MYG\/REVoSP6AMSAKI03NNB\/N+J93MQ\/UUMoEI6TmGsjzhuTqQn+nTrQn8bzauz32gEVOjfD2uKncUT\/jwCbkG2lRi+vJLAs3aot4BQeHAwTtEdY0vWkmmVGB5rg00jA7CixE146QAnMahifpoJquNNtOeA3nI5OjoiJTkURw+tRs2kYTDo3kVEKz+meZjLcoc3D+Pld\/rv2L79BX\/55ZcYV1kJZ0sjLKgaSBWdchfNzTts0a+QKQDEHdvc2c3T7I8oiBeTWJakhYt3vPCrlTt8\/hn6dG4PHxuKkhzM4G9nggB7UwQ4mNI6W1bGIiVzpexvZwo3836wM+wFR+PecDA2oAq9Fxy4YifbUeXOtu3fEzb9usOqT1eqtD1RlJ5AjseANDKnwnH1TmPHo5DSwrRYkRawU8kpcRiYEY\/48GBkJUShMDUWecnRwrlJUYjyc4dl327o37UdLHp3gZNxT50dhXvByaQXnMkupgZwNe1Nn6EP3C36wlOAyFCU4Vmm233aCm0++RgpoR6opsiknKKN4tQQ5MT6IiPSGyMocqiHDffPEEz4YVAlaqm37OiXQFGezyFzNCMBowcaxbKJTTazcbSjRin1TW0y0uGmMgEe7qdRR6elBGIwOzWIQBIi+nDKMkPEYAKGlRotCSvg4edzJMQIPjzYgOGTGEDRiq8OPrkEHAZPdpgLMkPIoS4CSL4EbX4QNTfaXwcgngkh0ttRDEKI87ETzXeFHD3FkOl4DKTcSA90aN1aDO5ojt4cgOZMQmGAIdaVuolBBwtzbbCkwIGiB1esIvCsL\/PB2sFe6NS2DfbuefVwvjepZTPHYVSSI7ZVhWPNMG+sHuJFEHKnz2SLRdmWmJxkpgHoLVdSUgqcHWwwbUo5Dh1cA1PDPggJDsOJEyeVEr+czp87h3FjRiHQ1QazR+dThZiu9CFICHHEw6nawc1T6+tMQOKHHYdkRSEzxh958YEIoeio1QcfCCBZ9ulGUYERQYgiAgKSiAw41bOIGHTrFEFwFEHm\/XxsDEWFLt0fXlb9RSXP9rDsCw+q9NWUAeBuwSDoAzfhvgIMrma9pZVlFzLn2xLQHI16CogwUCRcehL8ehD8ehD4ute7fzeykip5XE6FkrNpL7jTMft36yCeWWnT6mP85x\/\/C750954a7iVGiPErrGVTmmwyU5vJdFGNApvGD4FKoNR39gugcP+LYn4tgT5oBGy4eS2Pm8niZR+P6JtR+nlyolBG8GFQqOAZnBYsYMMd+8JJAShNJhOEGEoqhDgqYgiJJjoBIqW5TkQ9fCwecBBK8JIj3bjPRoCDoJFHsMgJV+HjhIxgtiMKBYCM0O6zT5FH\/4d0AKI0yscJgQSgGC8b0XyXzxGUYj52VUkK1q9bJ0Z+NkdvDEAr5kxGUZCxaLZaWewmmq1WlnoI+Kwu9RITejKAPnj3XezYsVPZq2VqzuSxGBxjj93VMaitCMT6EYFYO8xXDKhYkmuNKcnmBCCtCe5t1v59+5GanIbC\/Czs378B7\/71HfzjvQ\/E1Dk7d\/7y\/z9XLF+B1q0+EW+e5BFVHAmNVyxhpPQ\/iFFX3CchLZYVMKkPOjKMQr0cEOPvgqxoXwynCi\/WzxHGPTuj0xefoXu71gimSIhh42sjIeMjUjKBxotBQ\/ZUYFMPl0ZAETAxkCaIuHBEIqISGZ0wVIQVSKgpg0OYIGIvoCLBYtuvK2z6dqFIS6bWfTpTxNWFTGnvzrDt2xUmPTqgW9sv0JYA073dF\/CyNcGwrAgU0Z0+OzXMgyIoJ9GxHu5lT589GmIGaR4YoAJHRDjqg5psCRg5YwADhDv4pUXUws1lepZNX9EN1uWybBJTzSPZ1Ic\/5dQ1DItwDCXwqJBQn8WRI8sooqWoQqb+IlVHm5UmUzmKamTTnIyYhDniITOcOOoRz\/dQeR4kUKTX7MZRTxaBJyvEWYAnLcgBaYEOFAE5EVys4ERRpFV\/A10THDve3xXedmZwoQiZ9+fjMMTYDLWUICckRQYp\/4ObpzcHoLlTUBRsig0EmtUEmtVDvLFuuL+ouHl9HQOI8vp2+gIH9rXsCGjimBHICrTAvslx4jUNG8eEoZYgxA\/ULskjAKVYaBHQb0D79h1A9cRqVIwYjNzsGAwsTEFIoDtGlJfh+PFXT7z4Y3T69Bkxi0FJbhpG0J0z34lzXwR7\/CA5dJcrUBVGug5vNlWuXMGKkVkEKBVOauf5jJG5GJoVSUByhr+LFYLcbTAwMRBFCXSHnBRElYwJOlLUYNCpnYCTnWEPEcHoA4cjDB1UFJBIM0xkNMJA0beMWhQTVNi2eqCRgJHmZUuDjujZ\/gt0bv0pupA7fdGKrqsVzHt3RTFVqtmRnkgOdkWEt714hw0DpoA+x6yROWJCTjH7M39HAjIyqhFNZ7rmM6XJjCMZjlwYNAXqMzfq6DE5VQ2b+1W4eUvAgyDHzVz1c6DVWw4UUKysc3luEpNRTpgAB0NiCEU63C8zKImgw6PJuEOfO\/YJFuoggWJlmbcxiCSMOBoKEoDhkW2qS8kcHZVyxKOATI16BDCiKOoheGSGOiM9yFFAJzXQHsn+tkjxtyMgOVIEbAirfj3g42AhnvvhwQdqFORlawpn+v1LEnyQS8fhY3HK1xjpYQ1HW1vlf3Dz9MYAtGhmNXIDTLFtbKh47w2\/E4ffl8PvvVk33A+15fx6h0AE2\/XEySMHlL1apsqHDkGsuxEO1CQIAPH7gPhdQty0KCMgApA2Cu43Ie6PHDt6FAaXpCMtJRxzZ1cjJTkBmRlZWLliJabV1NDv\/I1SGqK\/hx8anTP7x7\/C4dGjx1i2bAUi\/dxQlh0loCI7taVFhzdDqYSgxBZwUqdhqbdsYlIiJsUSUOoyzyGWKp5TmVqeJaIkRwtDeDuYw50qnDh\/J6qI3JEf6yOGe\/fs0FrYoGNbxW3QS8+8rVcHmTZw+9boQUBhqLB5WXX3dp+jzcf\/gK+9KdLC+OVnLlTxOQmw+DhaCPP1eNmbIT7QFfMrCyDeFKoHmgaw4ahGgY2u+YzMD2zqRoqpnf8EGo5a1L4TAQ21\/0RMLyOjCgEOYR4YICMOhohYpwhGZ7FNrzzlDRGzBSh9OqmyT4fhwDAppihHNySagMP9KtxEJlIyj1JjM5SK9UBUyhERR0Kij0ia1wclc\/QUKMqox+XjcX9Pdrir6OdJD3ZEaoC9gE6yvw2S\/KQzguzha9sfDqZ9EOnliJRgD6X\/xwMRngR6JwtEe1mLEXPcdMfH4z6jOC9LRPg4Y1zVOOV\/b\/P0xgBUXTUWEU59cWhqAraO51d2x2LruGiqvMPFS97qxnBFHoY41z44c+ygslfLFM\/pFerYFwfps9QDiCIgASAbDUC\/MR3YfwAf\/P199OvbHbt31iIvNxXdu9HdvI0twoJDGsxdWFFeLmY\/sDa3UHJ+vEbSMcqKcjByQLKoNPnlYaplh3g9lESkxGAScFJSPTiN52Ynrqj1TeX4KXxRgTOwdNCqN1fyMyqyMSgtDPamfeFg1l8MlFDtYqXaWKSuSsrrvOxq3dgmDdepjFnfnihODRMRGr+eoIZnFOAHOLlJkSM5FZzKNcnrV2GjAEeJasS8aUpko2s6y1OayHR9L+ooMTnEWUJGAoRHnomIQmnGamDRP0MWFT6BhPtldBBgwNA+lHIZsS6iERnl8PM3MorRgw43i3FHPpv7U3g4dKQcFq2uM0C4HJfnB0aLE3zFMYoT6XjcLKc0z8njE6CUSEo2ucn+HgGfEBn5MHw46kkm6CT6WiPRxxoJ5PRAW3ha0e9Lv3GCXuSjvg2VnzFL8LOVTXgURXEzHgMo0K4v4kN9sG\/\/j6ur3xiAyoePgKtpdxydmYJtE2KFtxCA+I2hHAVtEm8YDUGMYy+cPtqyI6DBBKAwBlBNvLh2fj13bUUAAcgRS\/JsxKsltCa4347OnzuPsNBIlA0pxPrV05GdEQ2DXl1gb2eJKZOrsXbNWjE0eemSJUiKT4CJoREy09KxYvlyYR7p9mO1vnYjCrNSkBPjIyrfMUWJoqNbdorzaCt+oyXd7YvKV+nL4A50Xb+GAitK1chATPWvRAqiAtdV5DyXmDQDTC6rqfoitGQJJ4KADlIEBxUUHE2Jt3RSKqy8JI1ThorOCmTUsgIyHNWwlchMAFFEcwxRug42XY9uFBp\/BwSbsRTdyI7\/+mY0nq1Z9Ltk1w9JltENmSMVjmDYSqc\/Q4TBwhFKCfedKMDg5jE2DzUW5uUEGb2wRaWvbC8WzWkMBbmveFCTy3JTGEFBHzziAVCCDE99w0OguTlLNm25CnPUwvkqjHi0WaGAEFkci85PMBLXQMeXTXhkglSR\/vEj3EXkI\/p7Ah1E5JPkK+GT4G2FOE8LxFMUkxZgAzdzA1j374UYPxcx8k0dARdNEU4ARUAhLmbIo2vkY3FTXna4i+hbmzlxJOrqNin\/Y5unNwagKZNrKJy3AkcLuybFUwQUgy1VUSL64U78Oq7ICUDR9t1bPIBmzZyJ\/Dg\/rB8Vhi0ETgkg2Qe0lAA0NZUApD0H9JsSRzmVY8dhfFUFzEwN0aNbRwJRHIEmGR3bdqCIxxg2Fkbw8XTB4NJiTK2pQcd27eHm7IKDB37a\/+c5s2YhPiwAQ7MiUEUg4JFVopNc3OWrQ3z5rr\/eunWOBkREoLfcwPXTuMjKXDFFEhJq9a7iPIo0GkBMgZMKKgEphpPOCqyE+dUB9dvF7M0K1OT+EjJ8TPEKAYKM2mcjRp+x6do4GhSd\/RzZKH028vkXpc+FICMiGgGZYGEeyixGkjFkRFOVAhalEufKXAWEgASnMfywZr3VaKSQ8vkZGG42Y6v76HtALA9VlvuoUQ4DgSMSARoehSZGorlSROGiiyqknZU+FjlUmvtveH95TuXa2EofkRrxyOdyZDTF8JLNbs5ioIHo76EIRkQ83paIJ\/DEeVkg1sOc8iwR7GgId8u+4uFlnvlaHf3GL6Lj58dCXS3oWimKCnYkE4BCHEUktXrhTOV\/6Y\/TGwPQqjW1yIiPwKRMRxycnoztHAFVRWPj6FCsGx6AjVSB7xwXgXCbrjh1ZL+yV8vUvbv3sH7JLIxKdsbe6mgCZxh9jhAxso9nyJ6eZqm9juE3rDGjRsOCZ7fu2g1\/+a93CDQdULtmBjZvmI1N5KqxxejSuT1cnJxF811zh6g2pWVLl8LWzEj2XxB45Jss5cSUI9lKUxM3OalPyMsyXJ4sKm0y78\/WbedjyHWdaV2OAGPQqcsyVftSOOqQoJJ9LJUUjYhmMAKGGk0JUJEZTDLKkutiMACbYaZYH3QCNgRYEdnQOWVUI2HDkQ2PJtN\/2JJfJyCeoWHYpIWIeclkvwhHMwEoTZKRiogYlCYqdSYAhknDZjClKUy1MtpLrlNUQilHJ1xGmqKTaLmvChl5DBU2HN2QI+thw1Dg4c\/cJCYrdDJBglMRXdA2BhHDRwCIzqcev0CFnw5GCnRi6JzKrAa8Tybtz6CQ4LERUQ+Dh6ET52lO4DFDDNvdDBmBtujdqTWczPsjM8JHwIcHIGRGeMPKsDdFPuZ07fJYDLOMEAIkrdv06YTxY0Yq\/0N\/nN4YgIoHDYNd\/y64tixHNL9tHRcj+oDqRhGAyvywYYQfto0JRqBFJ5w43LJfqDV96jTxn3lvdZTSBBdOUVwAluo3wWl9QL9p3bv\/ADNnz0a7du1QPWEyKkeVwtneAjkZMTh2eC327lqCHl3aIyEhHrt378K1q1fFDAn6AxYai7dduXIFly5dwvXr1\/H40QPs378X2Zlp8HEyQ0laMIZTBVxBlbGIAMgjhNWn4tkcFUjzsjAv5yrblW26Mg2Webu0Wulzh72AlYABTwNTPxWMABYBSva7SHPEJSElrR9hCYixGWh6cFPNUOVrFHDl61aAo0Y3DBv50KYcTab2w3DTlzBHNrqohqMFWWFzNCIiEgGJ+ilo1IcycyhiUM3RgxqR8LJuWwRv4+iF1yUg2LpjqBZlZDTD0OFKm5+1YcikKX0xwlSpq04jM4i4XIYCIT4PA4whJExgE5EOfQZO8wl+\/DnklDoU9dC5GT68fyodi6OUJLW5jSMegg9DJ9rNFFHkGHdTJHlbwMmkp3jhXGqolwQQRT+5Mf7o1KYNPKz6Ijfcma5RRlIMoaJod7Rr9T4GDBig\/K\/9cXpjABpWNhKu5gY4vzBTRD8CQuMJQBQB8VDstYM9sWGYF\/xN2uHEoZYNoOKiIgTY9BTDsLkJcfMYBUBFBCCKgBhAeRqAflfavHkbwkICMKIsBxfObkZd7SwkxAbhysXtKC3OQK+unRHkH4jDhw7j0aNHL5in8Dl+7BjafP65mCKmd89uGF9ZgiMHV2PvziU4dbwW\/\/mf\/4EgV0vxDImIBBSLF4upo7mU6ECNEjiV+RwxSIvlTIoedFEEW\/aVCPPzKmQxGSats8Vx+Vi8rhyTzdfBEOPrqIcYAS2Hn\/anbToASus\/GyMHBciIRjxQydclHqrk65EPXXIzGsOGBwKI2QEospF9MvUd72rzlwQNRyYcFUjYcOWt9rOocOHRXJxyZc2Rh4hIRFTCz8dIUKhNTqIMWUQpojxHMdIMF5Fy9ELRjQCIYjHkmUEQYCcq7xRKk\/wIChyVCDjI6ISbx8SQaFFOPpvDx+Nz8TVK2NFnIMhIeDKQGJ7KZxNT6sjPxfvwtafwgAM6boKP7OuJ9WAzfEwQ5WqCSBcTRLgYI9HbHPaGXeHnYI60sHoA8VtR+3XvCmdTA9FnlBYkIZlK15gZZEfbOmJkxSjlf\/6P0xsDEM\/xtGPTeqKuKY5Oj8eOiRJAPPJtXbk\/1g7xwsYyb4SYd8DJFh4B8WfZXbcKw+IcsHM892OFitFwPKfd0jxbTCUADYh0xrcagH43oj8s5Gbno7ysEFMnDUM\/gx64emk7zp3ehKGlWVi3Zjqm14zAR+\/\/Q7wniCfQ\/OQfHwr\/\/a9\/Q1sCT3ZGLJ4\/OYGi\/CS0+exTASK1DJtH1737zt\/o7vQLMdtzFUUVAiAEBR7+y\/0fuiHEZJ6MUg4dlg8+ymHDHD2Egh9alMOFQ8RwYV7nfM4T67xNtXjxmCyvWh12rJ5TPp2vwEuBiAAJp7RNQk5azG2mrvPAAI5o6Pg8d5mADV2LHE2mNKepnf2i38NHdrhzM5QS3aiRjayQKSJR+ljkE\/8MCgmaetjQHb0aiXDFT05RRohJGEgoqHDg7VwBC0jo9lPM+f4qZKQZOsliuLPse2HoMAzivS3rU4pMEmlZplxGQkhcG5khxlDLCuXPISMztW9ItRqhcaQlgKc32EDAhyMfjnpcTRHpTOBxNkakqxEByJBshFQfS3Rv+wUcTPuLB1BVAHE01K1da3hRBJQdKvt8Uuk7GRDlhnf+9O+iD7w5M183pTcGINbeXduREeaGwzXRCoBisLkyQgxCWDfMG3XDfQhA7Vs8gFh7N6\/B0FgJoE0UxekDiCMgDUC\/P3EU8+TJY6xatRJtW7fBX\/7yXzhxdB3OnqpD9fjBFNEMor+BpQSicvzf\/\/t\/sHTxBBHdrF8zA7t3LMaObQspyvkjwsPCkRCfhMWLl4gZuPXNzXh37tzG6lVrkJEYJ+70yzLCqQIPE9BQ31YpTZU4Dx8WgKlvslLz5DMqSj5V9GzutOcHJTlPjg7TW1bK64Ynk\/n9MJw3hDv81Tw6LwNlmIAXnYesPoTJx5LQo7LKdQnzOUS\/jWxO45SjHJ7HjEd\/iQhHPB8jm9W4r0X2s8gIQDSfCeDI6IHNFbKo0MXduwSFgAxHIWyOQkTKw5IJBmQ5PNlKF6HwugAEldHt46tGMLSN82mZYVVfXoKFQRPnqW\/Z+c8Wy8pINHl8FX4SZvUAUpoCuQlQgIg+LzmLluV2ZZg17SMGG9Bx1FFu3OQW5WaMCIJOuDPbEBHkKFdjxNE1WPXuiGBXul6CDoOHnwHKCPfGZx99jCBHI\/r+CMwEnnSKgJLoM73zL\/8Tm+s2irf9\/lS9UQCdPHUWI4cPw47Rftg+IVo8C7SlKhIbKoLETAh1I3wRZtEep94yAHEz4saRCoDytQjo9y4G0blz53DixAk8uH8bOVnp6NmtCzq3bysiox5dO+E9ioJ6du2MvrReWlKE69ev4PmzRzh+\/Ljo\/+Gh20+ePFGO+KKePHmKmzdv4MCeXfiYoqPMCC+KTAhCHD0QSMTzKjzqS4z8omWu0IVlNCGbseSzJOrUL\/KBRzm0t7HVJi8RjTRyse6YchoZeUx5XD6\/KCe2K3licICyrzg+RTYMGgEZpTmNIKPfua\/22bBFUxpVvKLZi0CjduZzU5GMRDiiYdjICKQeCpaiwlfNnfLSDANzxFClzFYhoQ8KXpb7yFFkPJpMHVHGebptZC7Llb\/ocxEQkP0uav+Lat4ujycjIgYaR078GdJFUxxBiD6fHC2nDGJg66I62cwnPrOIfORIN\/5M0e50DlduajMi6BghzMmQ3B\/hlHJeHG0379UR4R50PmX0m4AQLRv36IBo+gwc9TB004Ps6PuzxH\/\/f\/8bDh38ec9ovlYAcbPEd2ROWYcPHsDAjBjsnxiGHRNiRATED6LyNDZrh3hgVZEdSrIScenCeVG+JasxgF5ogovSAKRJNteePXsW+\/btw949e8REu\/WW6xcvXhRv8fwp4rvRnTt3iReKZYS5Y3hGqKzcqWLnd7bIocbS4j0uohlL7aRXogvRrEXrSuUvmrcUy3UeckwmKKjb2bI5jJY5VY4jl6VlGXk+\/f10I7mUaEZ0ruua0hTYUGQjrUQ2VPEydEQzGle8VEHL5jN55y+jEI5AJGhkRSxhoA8ECQVT0Q8STRU0V9JRtMyOFP0jFDFwcxXn6bZLeDQwHSPajftV2LTsKit81dzHIiIOPp44pgQBH191lJuJGJGmAkxEQkpTHH82OTBBgoYt+qSUddnkRp+dmwrJ\/PllxCU\/K18DN7mFE3QYPGGO0rzOUVAsRUY8L2CwKwEmzAtpoV6I8nbCZx9\/AncLAxEFptD3yU4gyPrb9IGLizsuXLio\/M\/7afrVAMSQaWyGj2peP3b8BMoGFWLf+CAlApIAWl8egNWD3LCy0AYjSotw9cpl5agtV\/oA4qHk9QCyIQBZINnLWDyw+lMeQtSk6cdq965dOHZwD0oKcmBv0ls888JRi9p81QAASuUvK35Z+QtH0zIPLVZgoG+5XaZyWDCti+HMeuv6eXQcsd6EVdDoBgqo\/TcMHO7DoZQ71eUdv6x0ucLlipeBI5rTqIIWTWJ+MsLhCEKFjhrZCNgQHARcdJaVPzdJRTixDQUoRBMVLwvzstwmylBFrgKEYaIeR0QXIpXHU\/cX0YajIUId+zWo\/GUUUn9MhgRHSDK6stA1\/YkoSAGQjO5UyyZFjnrUPim1GbAxfOT18vX0F9cR6kDXQtcQSXmc8pybjmb9EetL33GEj3jJYf9uneBr0w9RdAwGeUagHTxMu8Hb3gL7dm7FkSNH8ezZT29+YxEHfr0ISIWOSOnOrzGAzl+6iqlTpmDDMDdsH08AmhCLTZXhYlLSVQOdsbLABhVvCYB2b1qN0mg77JwgAbRxdBhWD\/bEknxbzMu0xNh4K\/h5eeES3d1q0vS6VFRUjJ4d28m+nCR\/HXAaA0jAR4k8GDoSDOQotdnLQ6ZkBoQAEaVcTs2X0FFAIsDFeRJYDBgVXi+agcMjuuSDk2q0I4c7y1QdUpwRIu\/8ZX8Oj\/DifgnZwS\/g42uFRO5voQiCK3GuhHnEF1fqAj4UZYjIgzvgGRYKSAR0CBJcQYtlAQ3ZRKWzsi7KczleJujwsSKclAhHHEtp4hKQkbAJdeiPEKXS58o\/lFPeLs7J+zUCEIHzlQAi6PD3oDa78Xcgp9WpH2otozuOfOg8KoD4\/Ip58EEYXdsXH32AQGfaN5BgTwDysDFF+88+QU6ogzgeOzPYHrYGbeFs\/dOnlWqsXwRA3KDGQFHNgGFx+i2DR4HPt3rmcmfOXcLEqkpsGeElAMRNcHVjwsRzQGtL3bGu2BGeDjY4fvSoOF5L1q661SiJtMUuBhBFP\/w51gz1Fm945RmxF+TZo3f37jh9umW\/XE\/Tb0vcHDd7xjTs2byWbpLWYOfG1Yjw94CHlSGSA51E0xjDgqEiR47p2x154uFJtXO\/oXPDFVCo66qVqEUMF9bl6y\/XW5QTAwbIen05+v0aHPGIYb9sho2fHJHGlTNX0qKDX+lzEc1rKmy42cmVQcOQIDBQZS8iEapwpfshxJ4s0r4ItusjUs4LtuN1slhvylyW9+2LUErZYl3kqfv3QRDbtg8CFfMy5\/E2LsPH4utgQDDIolyVviCGkOgHkgMaeFSeaGIU3wM3N8rvQo60U\/q3dJGPhWjKU78DBqIAjhL5iOvndeW8gbZ9xRthucmNBx24WhpT9NMRHhYGSPPnQQyWdH4bBNgYwN\/JClVjxyr\/u36+flEAqZENp6oZQPrgUc3bjp88jRFDS7FvfKBoguOHUXkIMwOodpgXNgxyRrtPPsCeXbvkiVqwfghA3Aw3P9cWH\/79XfFsh6aWK+5\/mT9vHgYPGoSK8hFNevasWUrpn6fDhw69cOxjr+H\/x+zZczBuzGhUlg9GZkwQAuyNBHwEEHjIsjBDgZ+RkXDgJjDVus5vsg4YesviwUuxzqPQKO8HrQwa4GY1SuXdvLyjV+\/q1T4N9e5ev2lNRjb1la3aFMYVK0cYIVTpqoARlT+DwKY3VbpkTq0NRBpg3Us4kCrZAMoLsJKpv5LPy7ytsblSZstlPo6yn1Uvnf0spXV5fDwqH0Tlg+g6GEYMBwEhun7+LPy5xGAEMSLOWvRnCfDSdyEGVPD3IvLkSDwGMUd8DSI9bhLkaIy\/Bx0460EbRucMIgi6mhnA3rS\/gI+3vTmMe3SGk1E3pPhJuDN83Ey6IC7IC\/NmzcS1ZryKvrn62QBi4KhWocPL+rD5hiDE1l\/mcsdOnMLwIcX1AKIISE7F4y8AtG6gPdp99L5oz27pkgCyIwBFNw2gPDu0+scHYlTT69blS5cxa\/pU7Nu0Ars3LMPs6dMwcUI1pkye\/MY8cfx4zJ45S3S633vwQN6skPn\/Do8a279vH2qmTMG3336LO3fvYtGiRRg5ciTWrF4tPhNH1WfOnMH06dNxUBmJw8OSly9bjho6\/uRJkzBlUtPnVj2BrmEewUZ9goHPf4oiVH7nT3JSMnJzchs4LzcXQQEBMDM2xvhx4155fNUTxk\/AtGnT8PDRowatARyd5ObkKM5Ffm4eysuGYwIde3L1r\/\/7DCgohK2lJbq0bgVP6\/7iJWSBjqZIIQAwRPjByvqIhJu\/FCuw4OYw2QnOln0yatQitivldE1GtMyA4WXRbyGW62GjNqXpoEOVq4SO7NPRRTnct6Hc4YtnWvSa0rjpS9zlkzl6EREImYGjwiFAgYCAgWVPkfpa9CBI9CRz2kPky\/V6q2V15nwr\/TIMmp7iWD5kTn3Nadm8u0j9dOeg4yiwYyDydQoAOSsA4mY4+oyiH4g+N0OXIST7uKTVARY6IAv41INY\/S7UJr8X4EN5HPl4WfWjqMYS2VF+8LQ1g3nvbvCz7YdkX3ncBG8LeND\/jZToMGxYtxaP6G\/zlxT9vf88AKnQUS2a3DhV\/A2b8r6miuRrvZS3nTh9FiPLy7C7Ug7D5ql4uO9kXXkAasu8sXaAHQHovbcCQGof0J6J0dhEn4EHIawc5IYVhXaYk0k\/pksvfPz+++LdMIsXLvpZXjh\/AWZQxcuV5dNnz8T3\/c1339P3Wm9eV33g0GGkJSdh8ZThmDdxKNJTkhAWHoWYmFjERJM5fYWj9debuY++o3kfvf1CQ8OQnp6BhYuX4PLNm\/jqm2\/xjPzVt9\/h1p07WLJ0GeLi4vDsq69x8fJlDBhYDHcPDwEh\/r\/z1TffYPuOnUhOScWKVatE3nmKXoYOHYa42Dg6VzRiY2IQGxsrHNcoZYeEhiI3Px9f0768\/3P6v8n+SkmfcfrNd+KaeJ3\/3x4g2OVkZ4s3ocZE0\/Hps7D1j6u\/zA4LC0NScjJu3LqNr+kzqucRps\/x\/NtvxLn472T8hAni2JGRkfQ9xQhHs+lc+o5q4GidI9lRitV1vfwINb9xGVoODgtHTlYaJo4sxfCCFDiZ9EC0p5UOLgIa3Oeg9Dtwsxj3Q+g6woUlTPTN5XRNaIGyP0PtuxEPfCp38w2iHL6jpwpQbVJS+3JixGgzE1HRqtDhyEFUtEq0owKHowuu5FXY6EDBIFDg4EtwYED4mHWrT8mc72vB4CCr61xe7MuQ4e1yf90xFHtxR71iL9Ouwt50DLY+iERUxRGQAJDsU2J4qE1wPNpMQoBAw9+L8t0IICng0e\/n4qhHhbHoY6LvQoWPbPJj+PRBOH1P7qbd4WxiIF6xwCPefB0s0bnN5wi076+DDz+06knXHhwcipOnTuvqeBFwUJ0nO1p+nn4WgPSb3vgPWL+5TYCHzdBh0x\/YV8oyp1zm5NkLqKgYiaUDnXSj4Oqo8uZpbDYMrwdQS26CO3L4MGrX16KmagSGxjlg36RobKmMFFEcRz\/rBtqiMs4Mf\/jzR\/Dz9oGfrx98fciUimV1XbWa9wP29PSChYUlFi1fgS\/v3MVTqiAffv2tnr8R6SNhXpbrIo8qvMdUCT4ii7yvvsGjr9T92A3Lq3kPqBwv8zF5H2F1Wa+c3CbX5fmlH3AebVPX1X34+vhaHtPyY1qWqVx+omznlPOeULmnip\/Q5+B1\/Tzpb4SfiUpdVuxPyeqydP22ptfJyrEalKE8ka+sy3Op25UyZAaLLKOfz8eT67prVMzL\/Hk4fUx+9PXX9F19LVPyg6++Er5PvvfVc+nnz3FX+Bnu0k3IHfJt8q1nT3Hr6TN8+bQ+lctPcfPJE+Evn7Ip\/4nMF9s4pX1v0zH5\/0htXR1s7WwxICsZFQPTEeZhDXeL3gh3NRNvzRQwIYBISwglEkSCHKkCdONnRiRs+MFFbjJSm43qgaNCRzYxpVNZfhOnm3lv+Nv2F\/04\/KxJmIsJ3M0NyL2EnY27w9OyD5KDPeHQv4uwpzlFFDa94U0RiF2\/LrCnPLt+nWFPtuvbCbZ9OsGmT0dYG7SHebfWyIryR2lWvHB2dACcjLqLfMte7WGl2JpN5XnZrMvnCHa2gKdFHzj17Sjgw5DyNqsHloCNSVd4CtM1GSupYhVEPrwPQ0sPQqIviEDB4Ah26I8ggoCPdV940Ofm54MEdOg7Ev1dilUAcZOb6PciWKiRD4\/Y0wHZvh4+7FBaD3Xoi94dW8PepC9yov0Q4eWATz\/8kIBENxwEeD4uHz+ErqXjZ5\/g0JGjeE7\/9\/TreRVGP1c\/C0BNDS5gN4h4FOvgw3eT9IfIZY6dPIPCwiLk+xoIAO2sjhNNVzwMmyOg1QU2aPsrRkBP6Y\/u4oUL4vjc5HNg\/\/5Xeu\/eveIZjrt374nmoUHFxTA2NoeTpRFGJthjT3WUBFCZH5bk22NZjjkqok1hYu0unu3gClOt5FU4cOUsTJXsA14X+ep6E6aKXJiW7zfepm+l3H1hmcepMC\/rlRXrurKyvFpGt4+w3C6Pr79d5t97rn8MPr9eOd7nVRb7yM+vg5lIJbwYRCrcGFIipe+Uv1ddKr5nWanrg4rdAFYKFOq3U1k6JgOv4b76y\/I8EhpyXR5DlpFgkesME5mnrNOxeVmCVm7ja5UQVv8\/KNAhM3AeEIg4ZUvgSKvA0QcPQ4VBwr5BoJGuX776+DFuPH6C608eC6v515WUfVOFE6W36ZhP6Ds6cuYM\/ENC0NOA7qD9vTB+SCZFSEmoGJCCvLgADEqPwujiNBRnxsDLzQVxof4YkBSC7ChvRHpYwc+mn+hnCne3RFlOHIYXJmFYfgKG5UmX5cVj3JB0eLg6w8TUAr4erihMjUR5QSJSooNgbWUDa2sb2NnawcLMHJ4enpg8dRpMjU1gamoOP09XJEX4IyLAC+YWVlTOVs92wvyyQEtzC\/Tv2w\/76O+Yv3v2wUOHERQUDGMjY9iIc+jvayv260f7lA0vR3JiAgLc7ZEfHyjAlRXtj+wYf+TEBiDIyRQW3VvDhqAlTODSLYv1drDu2Ra+toairyU3LhC58UHITwxBYXIYBqSEozQzGukxQYgN8YWPuwuM+hvCmuCZrEQ+akQoIMTLFP0weNgcEcrnfOSoOrXfRwUPR4PeHLlZGhBIe8PBpA+87MzFW059bE1g1qODOE6itwVCCWDxfvYYmBaFsIho3L\/\/oGEdT3W3Gnj8XDULQNevXcP5c+ca+NzZc+KBujPC53Q+zab\/sOxTZ9lncerMWZw8raRnTuPE6TO0fga79+5D9cRxiLHriG3jCEATY8VDnOtH+GPtYA\/MSzfDFx\/8HcuWLBETNPLHVcn7S5ivsXjgQLRr3RZ96Y+L\/3O+yj26dkNvg95Yta4WD+kPmn+Qc9duYeHMaoxPMMX2ceHivUZrhnhjWYEdZiQaYmCoBZKyB+Ibqny48hSV83OqWNi0fI\/Se5yqy8L1+Xdp+a6Sr1tWyjfcppTX5cttws\/k+p1nX+OOmqcrI8vJbfV5ajlOxTayXP+G7pTJTZTndVmeUz6fYr0ynKqfU933LlW0+p9fBzFeVtYldPWWebuSMqAkuDiVlXg9uNhqVKFU8kqEIdZpWe4jy8kyMp8BJ\/LEseR+8hyyjP7+6jHqyzQqr7csLbfLfXmdIpznBBs2A4fXKdq5S+vs28+ei6jmlgDOM4pmZFQj4fFUgOQa\/Z9k0Fwh0Ij0kfTVx49wmVL2FVoWVtav0t+Wuh+nqvl4OjgRkNgMKD4nR03PqCKaO3cuDh45IgDKIGQ48o3m6o11GFtZBS8PL3Ro1x69evSEq4srvrx9W3xOBucdAhynIop7mekzc7T3Q1bL1uep+yrmMnQcmTbeJn1POY+6rstvIk9ayaffh6PakaNHoXWbNgSrvtJ9FCvLBj17oXPHTsjKycGFS5fE\/6kXjqUs8zkff\/M19h04gE8\/+xQDEgNRkhKC\/Dh\/AQZ\/234IcjAS0ZGY4YCiRB7GLfq\/lKY3FT7cHMnLPgQfgw6t0bdbZzHUOtrXGdb9e8KiV0ckE9A4imK4RbkawcawJwrzC0R9y4GC2orFaWMIqeJl1T9GzQJQKN0hdG7f4aVu\/elnYvqPzz9pJdY7NWHO79CmLT56\/wP84+\/v4Z0\/\/xVtP\/0Y+WE2OD0vTcwFJ+ETiHVDPTEz2RTevT\/B39\/7CF27dMeypcvED32P\/vPepz9Ytrp8r8Eyp1ypyYqELf6olX3UP379da7wuBIQ+1NZYT6OyOdKUKkMubySJ\/NpmSoovqudWl2Nvp+\/i9OzEgimUVg3nCMgWyzPtcDIaDP0t3ARERAf584z\/gOsr9C5IheVM1XUt3mdLJYpX\/Wtp1wBKRW8ksfL6jbVYp38Ja8ry6p5m7pdWC2v7k\/LX+ptv6mmtK3x8dRynHI5\/XU+JqdqXoPyyjmbsu5zkSUQ9YBF35u+Gaji9+LfjcrI34h\/P+V3VSp6zn\/A5jxal+Zl1RIk6v71ZSQw5G+sv0\/9di4v96m3WFeuobE5X1wvWYJGLjNceF8VNHeoMhRWlm89JVP6JcHnJplhw1HOVYLMtceUPnqig8kVAsclSi89fCTSiwQX1Rco7yL70UNd3iW97ep+l2lZHItSPp4KKBVI1ziConOr0ZUadelMeXytavMfm4H1JVX4osmPU27uEyaYkRlecl1NCU50jNtkEeUpqVyW4HphG1XgYl9le2PfInhy2tR29Zy8TZxbzdNf52Wxr5rq7aeWUdeV7arV4zQuJ78H3q6WU\/dpeAxu1j1z6SIyCGD\/+Z\/\/RfXtR3A17YUYhpAy1FoCSA63FpGPbT18rPt0gbVhXzHNDg84MOzRBea9OohXMPAxOPrJCrZH5zatMGLECN3NvgoebtFSYdQYQo3hw\/s1V80CUGPxicTJaZlHEI0ZWwnD\/kbIyc0X27\/+Vm1u405W7vuhi6c7pJOnzqBTh07483\/8CX\/lWXzbfoGSOBecnJ0ipuKpG0MAqgjE8oFOmBTTX7z29cz1O3jw7fd4QMeRoKE\/VPHHKi3uovUqLfEHrVgtL\/eRYJLNGfX5L1t+8Ri8n9xXnp8rkK\/wnD7n6UvXUFE5HlHeNjg7PUy8EXXNMF+sHGCHaUlGyA2msDktR3wHfA0NKl26Zk5vPa3PU61W3nK7hIA+CPQreHX9hpIyFHi5ARyeUCWm5OlvU5fVfdUyjbepeQ3y6brZN8lf8rKaT258LL72G3wNjT4Dfz5OVSCqYBXLZBkl8TJXyFxJyzy5jW8W6n8z9bfilH8r1Qwt9fdT4aHetMh8BhsvN97WcFlarjc+hwSQ\/I31t6nLvF09Fuep1yuhI+HDd8AqdDjiYYtIhyomCZ9nVPmTqZK\/SvCR0CEAkXmZAXJRB56HOP\/wIc49eCR8nrYJ0zLDSN9c\/oICJoYSQ4jTSw\/ViIlBJK3C6BpZNOUJGElfp20iSqLK84ZiFUoMHgaTgBGts3mbDlD0OQWgyGoF3dCyWZCPI0El1\/WtVu5qKuEm13lZP1\/dpuar67+E9T9L05+Hz6Wevx408vrqzRBW8zlCekKREbfcJKak0Q39F2JAAQ\/MCOcISDzjxAMx5LNFYQQfbnJzMOsPNwdb5IZ7INzHFRamRvC36494d2OlCc8UYQQsJztbbNy8VQzw+UbU3bI\/k5cFfLjeJ6stSCoDfo6aDSCGjnpSmcoRVnxhj+kLvnv\/Ae7TnZjs45Gjhuo7WGVn8n36Y7p2+y5u3b2HY2cvYOzY0Qg2b4NTc9NE89umMWGo5YlIh3iiJq4fvPu0wv27d8Qf9C36A1X9pWKxrlTK9ZWz3rJi\/W36ln\/gXIbvMBtu0x2f3cT+6vHvUgT0gD7v1JpJsOj4Lk7NjMfWqiisHUYRUJ4tFmeaYnikGWzdAigCos9Blcx1Ot8N2vc6VcbXqDK5JtKvyM9x9clX0rws1pU8ZZnLXqHlH\/Sj57hMx7tMy6rltq9EKvN4mfyIy5F5H7IsU+9LIn1OqTTve4n2uUj59cdXjqHk8X58rEvKdYh13TZpdV91XX5O\/nz0PZD5u+Hv6ZqoeL8SVr8zdZmt\/k6635srbzWPl7kiF5U5b+d1quzpNxDrqpV9OU\/N5\/8bXO5L2oePrf5fUY+jpk0dQ\/9YquV1qceS18ufg8uKyEZ8LgIMmyAjQcPNavz\/4xl9Rwybp\/SdPiVIPCE\/JnA8IZg81gGGfeY++6Hwafqb1Pepe\/flsprqfB+nyGco\/wyt875nFZ978IDOQSAjn+OUgHZBmMFVD6wGJmgxDHUmKLFlU2AjkJEl0Bo2+wkT2Or7qjiVZsDxNk7VddEUSfuz1eWbvI2WVavH0eXRftzXJaI43sb7621vuN5wm9iu5NX7kW75uliWZXhZtXpMaeVYetdwkz+XkifylWu8+fSxSMX10g3BJaoXz928gcu3vsTl27ek79zC1bu38CX9BjcfPoCZuRn6dvgEZj074O9\/+zuMurUXo+UiXeRzQvz+Hx7A0btHTzyhY96i\/wPPv\/4a48eNF82mbdu2xaTqSaKvXI1+VAsQcUpWgcTr+lFQc+DULADxQVUAiZNSyjRUI52vKcKR0U49eGRHLHe4EnwIINzmKe486e6V244v3bqH6knV8Df6DKfnpWPHxDgCULh4o2jtMG9Mje8Pj+4f4MHd20R+vsumSpsrJWH+45TLNzmfrFbm8u5QLada\/aOuP4Y4nnJMub\/crm6TlZ7Ml1a2Kb6uVJJcCXKn9PTJk9C31Ts4NSsBW8cRgMr8sDjPDqsKbVEZ1Q8G7T\/HDbr7vfn1d1SpykpdVMSi4n9Gf7hsWWlffEim9cv0WS7Q8gXOU3yB8nXLvE2UVbe93OepHFstd77xNiVVt+mW9bY1MOWde\/hMt+2ckqdflvMa5JMbn1O9HvUziO+Dvxe970cfUOqygDZZ\/7dkYInfSoGW+M3ENgkr3W+qlOdlmSet+315u5Je53xlP105snrOhlbASPuqgNHlKdvV\/0vy\/5A0\/7+9yqZtqhk4l0TTmkxV8Jynyp2hI8BDsDmrAOcU+eQ9Sskn7t6n5Qc4TulxSk+oy3fuSRNohCmPy56gG8Lj5JNiP+lTtA9bwIpSFUwSTg8koAhOEnwqnDjComUyA0sFlDAt10NKD1y0z2UBLE65X0q10gRIln1T3AzIy\/VW85ryVToHw02CjSp\/trJ8jY9J20W+Lu8h5an78zJtV8q8YF25F11\/bfr7yuX64zfM11lsl9esuy4d1OS16sNLQIvAJEArIMWAUiJKipguXLmCdWtWI8jPD\/\/yv\/43PvngA\/zjvffgaNRdPGtk07crPnj37+K9Um0++xyJiUk4fvwE7ty7h9PnzwvfuntXtGKJep7qdrUpTr8ZToWQyokfo2YDqDF8RKpeFKU8yu05AUkOU5XDTtXIR+185XZ2bnJ4SmXPX7+NiZMmIdy+O47NSga\/FXXT2AhsGBWMtYPdMT3ZDJkBNjh66TpuPv9WNOOof7DiD5RC3KtkvjtsaLld32plpV9pNV7Xr9T08xvnqZbHpbCdPuNZgum4yVMR6GSKI9Wh2FIZId7qysOwVxTYoCrWCBa9O+PkHbpz++o72pciCwGSekuwMHCeiopdVNwi5W2ywpZ5aqqUe9CwkleXz1J6hradVbbzOpuXG1uUVVK1jMijfcUx9Lap\/qFt+m583JdZBZAKIwljFcwSxsK0LCEkK2m14tb\/\/XW\/EZXjVICJrWzX5XM5WlZvZnTWW1ePJdbFMfSOqaSiDB9TPa6ap16Psi72VZb1\/2\/y51A\/yxXxOWW0c5F+Y4bOBaqgOdoREQ8tc6UvwEOw4YiH4XOCTesn7z7AMQEYSmmZIXOM4HJU+L7Ox8gCSoqP3VFgRJXPCbG\/PAaDTFoPSgI+Ekb65jyGE4PxPN2BM4zUZr\/GTX7C9Dm4T4pBxEC6QK6HVL1ln5S0gJJSYV+hCpyXVRg1BSb9PIbKFQZN43wl1S+vDtRQl\/W36coo19M4v3mW1yGPq78sLeCnB0AVSqoZQtwXp4KoHkiUKiDiZrurd+7gwMmT2LRzJ7Zs3gIjQxN8+o8P0OaTD\/HeO\/+Fbl26YvrM2di3dy+OnT6NO\/SbcauVHM35jWiG4+BCHcWsDyHBAUpV+PwUNR9AdCI+mfpsjzRHPmqTG8GHLowvWkQ+lPIIIh6FJNu8CT7cji\/a78n0x7dp\/Spk+Jrg8PQEASB+Gd1GAhAPwZ6Zao4I6y64eusW\/UFz843eHybfFdKySH\/AFymcbSqfj3VJz2Kd8xtv06sAG\/op\/QHJ81+mCuTsvUfYffoCNu7aidOn9+L4yf04cmwvDh7aiUOHd2DX3q1YVreJ7iQJGlSxniVwnHnwVOfTqu8\/pcpE9TOcesCuXz9JaVM+cY+2sUWZenP+cfIJvXVdquSrebpynJJ5XeQp+cf1rL9dv4y+dWVV02dn8\/U2\/Cz0Gcmn6bOeYYvv5hlVZk\/pe1Is1hnGDN36717Am8rLivrF31m1\/F1lKtcZZOp2CTX1d9WV19su8nh\/5f+Jbp1TZf\/68jJPXRamsmx1f3ntDa+Z4cKfQ0LmCUGGQfOYPj+ZUgkaCRuOdI7fZUvIHCUfIYCoPkwgOUzpIfbtezgofBcHKfo5QMsH6IZJ5kkfpnwud4hSXj5MZQ+LfAkr9bhH9cyAkoCjCItNYGKrwBKwIhjpTOu6Jj9eFusSXOdUeJE5elIjKrEsIMaRFjcFPqDv5wF9bxRdPeKU1oU5opLrvO2Sbrk+7yLv16R5G++jv199eRGtqWV5ucGx9LfpbW+W9fdptD8d75JqWmdfFlZBLNclJPWaNoU52nsRTKIvispt3LETS9euxbI1a7Fk1WrUbt2GK7fvQDzSQPU0BwziEQGygBDV6aIvSHkgm1u71Pr\/tUVAIvrhk5FVAHHzmz6AnlHKo8HYMupRRwopHchk2RYumyM4Itq\/fQNy\/I3rAVQViY2jQ7BhuA9mpVsg2KIjbt+\/K+4U+Y9S\/eMUf6Dij7R+Xc07S3lqviijWL+M\/rL+elP5+ucQ+bTO52jaKlCe0B+Xaq5wn9Af5RNK9aFR7+N6Pnb3iTSVP0brR2m5sY8obirvh3yYIjA1Vd1g252nlCrWyz98V83nZTXvCVVY9cs6N14ni+Ow7zyW10ufTZiXFfNnVb8D\/e9G\/c5UMPP3qYJbft\/ye1eBxb8RV9gMKv3fTV3maEJdrs\/T+731Tcfk31uuS\/ipx5XbG+Zzntim20e13Mbma9P\/PyP+P1H+Gco\/fb\/ep9h0Y3OSgUPgYeAcU3xEAEf60O37OpAIuJD3E2D237qLfYr3cvrlHbn+pfRe1ZTH5ffdktt5P303BpYAFZuhRSDi8x+hZTYD64gCLAEqjqxU03bR5EfgYnNEpabcNyWs9EXJdRVY3C\/FzYAyPct+IH1OSc\/orTdl\/W3ndcv3dHnss3rr9WUaLuvnNZWvblOX9a\/zh\/aptwStNJeX0D3\/8L4Ar+x7U5o2FTeMFB+L5kwZlXETHo+SlP1lYuSkiJCegUcjytF2PPxbjvoVoz1FS9XXEkAEHQYQN79xtwoHGBwJ6cCjcECFkAog\/WiI\/30Vjn4SgHR9P3RBOgAxfCjiEX0+3DGvwIeb3LgzV456kp263BTBQ1v3btuALD9jHJ4WTwCKAT8\/I94mWu6DOZmWCLXsjJsEoMsEIP5j5cpGtVrB8x+u+OMVpjxlmygjlmW+up\/6h687hrKsWhxHPbaa6rbJdQaK6sbrJ8kn2FTBqj6uWEKFrFfxslUI6Cpqtlq5k7miV32wkQ+ovt3IIu+x8EEllZbb9ytW91XXG+STG+c3x3we3bJyHPU84noIRHzt8jM9Fj58ly2\/A\/3vRv3uVPP3Kb5jJdX\/7sXvpvxG+r\/rC+t61m3Xt7Kt8THVdd5HXdadW9lHlNdf18sTUBGAqV9WfZJgc+LeY7KaPqbP+4j+vzyi70GFzkP6\/0DQUSr+g+QDt+4rALlXDxXyHvJuPe+5eQe79bxLsbp9183blN6h\/VTrQYrcGE68zmDiczOkVACqoJKwokhMsVwmUHFTIMFI1xwowKRaNgfKpkClP+ruXTL3T5EFmO4Jn1asW79\/j\/5epdVlTlXr57\/KZ5vIa67r9+WBHk2ck661fp3LSLD+\/72dy69eV5rW\/x3EhAESYsagBXPGqMUIqQdIXXQ3XeqmRYlqGjFFQmKMhBqQgEEjKnGujmPHdmI7tnPtuqSqHN+Sc2wf+\/j4Fqc+nsv7rPXufT47x65OW3q83nXZt7X39\/72u\/ba+3QJst0GjPy8bSoTQyaUPJyZZ26ZAOLoKBAqEAE+fJ9sASHOzgSECCA+r9cL2YyA4NfzdQ9HQBn9miBKFETwBDqxv+vfkQGUjembY9wREZFDbxx2c+STt9Qz7MaH86fOvr\/50b\/78eZHP\/73mz\/+k3+z+d9\/9X83v7h2Q8+Bjr9xbPNP\/sHf3fzeP\/2Hm0tv\/uXmyoVXN\/\/jP\/\/bzR\/+s9\/Z\/PN\/\/Pc2v\/P3\/87mx3\/+55sf\/Yf\/uPlXf\/pnm\/\/yl\/9zc\/nm7uYXB4\/LCfGH6x+rbP6Qoc+pVt6VNmrHstjJbxG30bdDfdYF5\/kpBafI9BOU+Q7\/Pn5wFB0rHCwdbTncLjpkO+2ucug79\/Fjh1AmwT7fdG7noJR8ymzPdjPP9INSytf2B1\/PNtZByfn3UU\/Rnutz\/Xp9VN+H5HNMPMYct+EEwRaYoN6H7FOJfS35HKzPy\/pc9dQ3Bofr12XRyGO7i\/yqPPI6CMxWvmpjATAo1zVzmzZhs4\/jtD4CeKjLuxDgc2n3Lq6Tu+inPUQxBM6edA72B18BIkjfZwqdBVzO3LTO3kQe6elSyrsdsV0kQBFUzR4ClAipbaBihOUobKmLqLu066iqR1Ma7qNu3YYMKD23Yoqyrs8AJE6a+Fxp6Q4g1UVorcp+urKjbWXPUtp29brntYuWbQnVCVEJxzbzjggJKSuTQTgJBCCiMlxJIBWIDCNOxfc7YVf3OWXf74zdAIAoQ4izOT3bkxDKO28dQgYQh+EMIEFIkdBkQiCU6Ic66r8XAlA+bvlN7UgAxFAtz3w4\/Kb3HXAwzJ849d7mhwDPDwGQf\/mDP9j89\/\/1fzY\/vXpts4d2Zz68uPnBv\/7h5l\/8\/g82P7t6Q8N0f\/XG25s\/\/fFfbH7\/j\/9k80d\/9qPNH5Z+7w\/+aPOf\/ut\/21y8sbP5OQBEx0NHxB+t7hJ1t0gI+EfM1D\/s3oaOyz94aW1HKZO8njgHCW2iDpaPS76bn440TvXirf3haAOTCzv7h5wzJYdeTl5Cfqn9zVmkEuotlJV9ZpRNnflq1kWnV3kJ7YZa+WnkKZZ3O+vkug6tj\/XVhvvKfe\/7zWM7RyFPsS\/Oo2\/O4\/jYNx9CF3f3F\/0oMAFI6mfY6nfYEmyfJ597Qaudr6E6lzy3abtNgV7O7SJf9bSX14C33+t7+1wfggzaXoY+gs30EmBziccL+yKgIxE6O3fRH3fRVwTOHiBA6Oyh\/\/bQv3fQz7el04ANwfJe6dSNJuZ7GeyTVfYe8lmGNuuZal1IBSiAZwGqAh01IqpS4KRoqvKCVEVPiqgII6TRpd1bOFZD6jJgcxnpxxCfSX2M\/Me3bkmfADDWLUAJYhobIqS26dNKA65eR4h1oC3K16o61Xe1Np+WPmv69M4t1SXf19Pl9RGynhBCSBlUHpq0GCF5mFITQPgsTSCqd74gDjcTRJxF+SUAxPfGKE6O4axgjkb5lQO\/h8ahOI5cedKYh+IYWAhA8vUB0IyAMiFtG4SOAqIXBpCG3pAKPtg5KgBS9IOdzot2erNdLyj6uQ8P3LN8OOPrATrJY+A\/v8exfQ9LJNL4DD9IikCwM7DD4A\/YDoA\/XqcemvCP2OUcsqi7SOVpu40cwFiOy1Se64yQj0Oxs5jroS6rzJJjjNA+KZ0mnachQ+AQNPfgXJnuw9nuAzAWwfF+g0fUnT71Xqnb0ambh\/O97BR0svK01zq5pczaL7lN2p286TKptiVV2bb92HYcAZjlvqA+YB99fQ9yvxFG7McP0X\/s2zGU1\/r\/cqU8Lz3CzHnUeVOezp5RBc8nlyvAcR2qo5bLCwptG0kX+0A7eaS84SBIpqpO4vpyLNaHgM+Fcay4VggcSOnXdw2c0llEO2eQngF8TkPvATynblAEyu7mJFLq3eu7kmzlW1r2icqfvMF2UC2T5agAKfA6TQFCSQklpxV9RSrbNaQAIKYDTNCMnuoZFcFEIBFGhNLOLcgw+ghl1GWmAtIuAAUoUYIT8kzhwCekILSNFEmhjKD6hFK90wBs1NGu+iwj0V61X+fHelXnPPdL61O+lqGtNrXOCPupKfOAkGckEkg1PKmJH46OAqRM6DCM1hDyZCxCSNEQ\/DBnhPLds7yXlqG48SwIIOLrMxzFGgBSFDSH4tYAIieoMON7AJA3zCl53AmFZxDHCvktKAKIBPVzH7\/JPuHDqad8v8PTjTWNuMbIOYbOh\/QZ2vBdKQERGNBReBiCzsIOww7E9mHpbpJKmWzcXW4r3yI6jynehdoedcxDuUunYzRwrHNwIHSeFJ0pZchAcOjUmdJp6R6c8v5w2oSFnPyw72\/epW7sV3p\/cwLpCaYLof5Q2dTz6tZ65xk2t7HMr+v7dvadr332cfAY9uHYeHw4ZpS9x7T6gP3Bfkk\/sd8Ea\/YrUoLpPNL0dZT+tzO3dJ5Y1\/Kx6fDl9LE+L2sAqK7WNRUwWGzT80u5rW44ap2BKG8+HN25TDcjOBbflPCauYdjvQfIUHdxvVCMcpBCZ27uwdHvob\/20H93AIM7Sk8CPu9ev705Ie1CAAv0zrXd0q3NcZQfh931Dssgtbm+g5TKMju1rsjrFJwAHkOMwAqYdp+REl67BhYAtYyinHKYz5EToWRx4sT5r3ZxLm5BuziPFMEEKAE6hpNFKAlMlRJEAdazNOC1a5B9VOm0Z\/limVo361Mn8KmNl0v7UU+by0low\/ZjmdiGpKM92waXJ3l4SJLDk5zYQTAZRJl9yHfAKL+MHAhx0g2H4wwhTfkHfOiP+S4a329jJJQvjPiLHZ5Exq\/kc0RLX3avmc70+waQA5IxFEcgQUcFT\/4dGUDZ2JOnjoL6zDdN4YP45WJPPPBnUviWd17wI3UZ\/XjKKeHjGUyGD8Hj8fwMXeTONLDxcEQ5EPxQ5fRHaocQx0ENR1PtLpSzsWa7sVzJziPtq0zlVs\/LcZTzYOo7djsQOkw6zvfpRJEGOHS0dLoRIWOoUPekE7DfoZO\/Xil0HLYE+23m4cxpH7+OtPQ2dQ31aEexfWzXuc3xSoeQf2uUVXusZ5Y9R2yzTa2N9i\/7G6HsHciAstgXQ8gbTgUk9mGJfSrBdl9PxZn7fNT5qXYuRxueuzp\/Wg7OfpGiboj5pvdLM79ax8pOewnlBuqy\/OzKPoN2vCE5jWvhDKBzGiJwTgk6e7heCJw9wODO0DvXbuO8QgDQ24CNBDAwfesq0qu7OJ+wKy8lD70N4LxVoi1hGYEKkDmuNtZxrFeS7ToCjjCjDCqkAE+PtgiqwGoM+SFVFEUFStIuoGSd+3oX522ntIvfHuEEMFGwJ5ymNJzX7MsNVoIXyyA6f8EL5YHYQrXMtnKmW+uqvKuvP9u\/BDiljBGdIz3mK+JD2dB4TjbF6feZZegXjvkuGGHkKfs\/B4B+AXE6vyCkSIjDcQ83fOdM78DBN48oCADiJ67owzuA9MV3BhzQGIYDAxYAahD6ngHEHfDQ2yEAIQJiCMeDGNHPAT+t4jfYDR+\/z6Hpyppii8hnr4bZAJgMf2mIAykjjgGacv4GRTmXAGOIY+VM3WZZXstJvgOlI3I+6+KQh8vTnsMgujsd7Qo2cAx2NHZCAg5EJ0mHKZUzee8mnAja07Hq7h9iqmjiOqAzHPQ9\/KgJADpyQ+QtOGqL9v7mTbR3arm8yrDcm9doOz\/ror4ett3fvHH1nkT7zbLfIIBavepoVz5lo00peaWStzWBxLz3zaDz8fLYCVrBiP1SfcT+ot6DM6ZDPo0yKn0sIJViZ2jzu9SXiZ3zlnKmXalnXdqpnJAsMT\/WtyrP\/qfMeUZ+BE1dK7pe7sFRl3DtCDzXCZ099JMhdALpO8gfv3YH\/XgbUCF8bqP\/b5Vgo4wiZN4EUN4EUN4AfFx+a\/PGl8h\/yTzbo151VgeUli\/RDoy6rTyWOw69A9AQUkxlY92OyBxFBUaUnlVRBaEM5xFKipAUJe0C7FRFStCFHQAJgLnQBUgJTrAJKEMIkEI0FY0IqklDfqt8bEJONtJFBPYcZTtpu7bnvhiQlwAcKs\/AKMOKYLpTcKqp74APbU7Dz3tahtE9gMjvh3H6viAE+bUEv25ACBFADAYEIUZC8NP+fJRHrhhAMArSe5wEENIHFXD0oTgGIwsAFYS+JwD5wdM2ADn6mQDKl5wNIA6\/1ffECkB8ZyPvx3jYraYj13Cbh9YMoEQ8gkHBhzDSHS5BUDJQCIqUOW\/V3a\/stI0yzj7XobKvKS8Xe2iAZ0JnOBy0jZPinTsdCeFzCk7l5A0DqMPHALIDVvQCh\/z2gIcdNoGzhI0lx3+1VPYCKkybWN5hMVRAUZuyX2\/1aztKWS+XnXUN5XgoHouPh3keq4\/bsFXUBwVEigzVZwXxUhx6+pp2lHMRm2KbXh5l+a0KJJhWXsCosoVdebZbAqb2m1FM4LKwm9bQQcTzLq4ZCaCZAELEI\/jcgWMndO4ABNAAzW1ABSr4bBfgIxlIbLvMTxCprUBVgCJoniVGTYjCpgwfR1O0DaQM3zFS0jOmQAgakyEgPj86fWNXUNJU8RKH7M4BNudgKyoqEUjnASbCiOCI448WUFI+5Ujl8A+L9UmjdZ7q61O+2eu8I7dZFuhMoRzphwCNJ2hw5qCn3hNCfKlYU9z5PhggZADdHQDidH6+P7YVQPsA0MH8Esc2ACkKgj8nhA6e2M9PAFUU9LcLIOsxNsod4I6QivNzO6AmAYSUB+LhN3+WxN\/w4hvr\/ISMvwKQFww\/A4Q87FbvvNQD2jHUhlRwwA870DEUONQxQbAWhzM+4INbifm7UuqsXjfLtrWbdjk0bJvRTZyMpLxBc6qcyUnoBJzJu9AJ2O9AjnBKsAMTOuoFUCA5duSXAiCQHvvy3uY1pk2vou41iLbTeyqb+bujvrdJmnLbXj\/runo710dZxvuX9rK\/nPtvSPk4CTwde0FXUVH1DyPD49CJ6+67KYKcDhv9jJR9LdCj7+m4eQ5OoQ3rOXw1IwuW+bxEBBuX5\/pO6jx5GJSaecJglutcqoyA9Pn1OXb9tnzO\/zbxmmB6HMf5Dvabehs2829do70nCTLQm1f30IdIodehN65arwMiryu9g\/6+LR378g7OCfKoO4b8q1duKT2GqGcq+WpT6vljY\/lZ7m3c0rqj11FGeHFfGFlNCBpQgtcCRhy2Y2TkSQ8nKuVECA3VEUQtMrIAIIDnLEEk7VRKMHmYzs+ROHwHSJVcHjhZM3rq5Q0QI9+Wwbo5DKghQNlZh7fp1G0CRrYzKLkuTrRwvaeu8z0up+dlW5m+nmnteilYIEokxBeR66VkRD98X+xTAcgTuTi6xMldfJ+RN\/187s6vbfj7ioyAHBzwGT19tgHERyh8lp9XaviM377+EXw\/\/f+z4ENO8Is5L\/LvJSMgCDvE2REjAoIMoKcFoExAcPSTz50wAgqA+MKmo58JoMwQ0nsxAA2f2Qg8cP5r8TkAQdFFSGRMvZcZHLEPiw97D5czmnHKdU7x7rmGg+DY+jCbndl0XCfogBTl1FATnIqjnICnHDBEh5xIojvt1woa08kzJWz2N69AydP5v4JlmKaO6bBRR\/Xy1AUqrwJqrwyhjsuwTaWL5apedZC3j23DXu6z6wQj1AVEghCPu0VIipaqfwIiQohOWiKQ1L\/uY0KCcLDKRrtAKXBhe9o5L4EDFVgICCkb2ypAYF9ic5h07M+hPMCBdJ7zbTJcci3YRirYOAImgAgf9sVb1wifu+gbgIfwEWT2SoRNSRAAcAQKprFvb14p8DANYLbpFUBj5m8hvy4rYZ3dDpSGBL1AkWAClApIb6GcQ4XRGK4DkBgRjUkOiHw0TFcR0hieQ36CyMNzemYEe0xmgJja6TtKmnBwaggwYipQVB3zKlOdyy3a1R7i8rGnCBJu3zP7OO08X6IwlDLr77DW71QZRoSPXza29uAb78JHGj6ZnMWZwAQQX0fhRC693wjfmhel\/eWQ+uYkAgF+a5F+mR9V5p9T4VflBSCIfwyzA8h\/AZiTzhL9GETfFIQyEy5fwyYvjvrvxSIgbJDke\/wNoiCkD5Deh\/af\/Abw+VbRz62HAFB9PJQHduPBNyDtkw0\/+\/8rpP5gpr\/3xW+AfQ59dvshOo7vdTxAZ\/pt+Qs7fhHzfLTD90U8dp\/3ZDzUlndIHB3lWQ2lmWcUYMFhM9qMmgKwGR15vf25QJThFN9Fe+iEd9djAkHdBXOY6MT1OQuMs8L04B1llIfTLNoSn9fQEV87gBO+r\/R1pHbKzN\/Hj\/k+fsjWMejVSi2CwGWvXj2QXql0oS8PNj+5YqXsFZR9p9B+kWq5+1jPfeW53bRdbI\/tKj1W4j68huOjuO+Gj4+Vz63eQJkABKWv2D+evIB8pexXTcpgf8M+ceOgUg\/babbdFumcYJ1ul3MESEjzPGV70baJGNw\/DnXmPPq5WwnHwVTndqhuMJq9Ln+WZj2vEVwf6LdjX96F9nBNEPJTLH\/1itOuV6FXKo0d\/WSke6pj\/ie4ibDubv6fbkT2SmzLdraZcj+8HdsCIMD4GgUAEpCM1l7n8ygAVBCt1GBldHcHfU8QMb2j1BMrapIFgMNZfl2nbt6u6KjefeJ09Jucmu5p6Wdhv49UL+fyRd1KOcvOL9ECBkgTbTxPhNl5wYwyGKhzWD9fAl4q7z9lm3tILdssZ0rfU4JfOQ+w6FEA8npejRtv6iL82SVOvoJ4Y67HE7hZp\/LVEM0WRsrPWcmfQvymoz5fRT9799HmZ\/pwMB9\/PNb3KP3nVBgcPNlcO\/hGfpo+ewfprv4QpD+hpuE4+Pb9x9+ungXxMQy5gMDkN1smHxwRQr8dgACeAOjeAkA+GB5UB9CvBaDH6Ah+SZkd9AhhYgDE749NAPkrABNA56iC0PMBRBlCARAhQwBJBR8DaAmfDiCO5a8BlCEcD7EFQLxjtvOzgzsMH04oiFPtDswOazqmCSCKeTobwEcRxRpAjComeOTkoW0AIiC2AYj5AGSrWM+2XSgngLyeDqDDIKRoH0M9928JoH6cdKwHgk8cu\/oJ9QHBEkC02eeEz4H63c+NtsOHGtBB28BK50zrY7Tlc5XtRUcBUMTzSZBO8HT5OA2dZbn7wTcgsaMsNwCEvKBy5eUBFE0A7VVq8BA6gdAE0IRVADThE5tRD9IXBtDeMwHkyRaMhp4HIMNnG4D4vtRWAAkoLwqgCR+KLwOv4cPtGEATOoHQBFCG+emPOoA42sMJV\/zaBQEE8AhAfKfMI0N6L+1lAARfexhA8MulAOhrAegpAPRUk8kYDRFA9wAgfulmDSBNxwYfEv2Mf3\/rAEKoxj+3cBs7TgDxL1zeFIBAWJJ2\/8nmigD0pAHIX0XuANL3zQAgfjeMUdAaQH4O1AG0TRNAhyBU8Hk5AHmYzUM82wBkJxhHKYcGJxKntXBgci7QAkCAjZwMnY\/zxwo+hNDzABSnb3tVLmi8JICYsn0tQ3k93obLvF+jDOppB9AxiMezBpAc928BIPb\/NvBESwAFQnNdulGAsr2x3dqPnLvoRQHk53q0O4BmGdMAKPnYHUBcz2vl8J8HIAImcAhsOnxS1gE0I58JoQAo8Ml6WJb1W88C0G3s920cwxpANXHiBQAkoZ0gFAAx+kEbqQAkweYXIv4mAMR2af88ABkuBlCHz3cDaA\/rgy0A8asXfPZ9RAAhn+8mbgPQX8PP\/nUD0BffAaCvkO4MAD1dAcjPgvxi6ncA6Ij\/XghAhA83OL4Dh53hDnkigh9c7WFHxzRsHRD\/jg9DPRwwoyAcvP9ezUN0CgHkT\/X7WdADdao\/wEkIIRKqztcnbACdzIYjYDxzDTZAkXyg0wEU8e4i5Uy73dtp2C7Curv0DKigZDBZeYGSIpgiveMjZ3d4qCfObeHA5HwyNAPnw+cmSmcUJFDJERFCBtFSW8oJCYjlfiZzOB8FJlwmedd5vV5uWTbyVSdoluazHjvW5HmMdORv1LHn\/SH2j0DDVLb7L9OzPezJ\/q0XW9nHdSPgfvdLvGnHF3YDIq\/P61wMv9W2uzpcktc+QylP3qpzyONrx8w6pjyPsSP1BcQ6Q2dZZxnYFs8Xn6fB6UuZFGLxGd6rV5iuQZNhs3X5VPJMI+Z7W6bJMz0MIQ7RFYhgM53Pq+7iuChCiJFRIiHDiENxhtGEkKefG0SnAJX3oKSEjGGzJ53VFyL8lQh+LYJOX3BQdIE8xOcxLOM39C5QKFtL39qTzUiEQ2L+5p7KmJdcv02ESGbT9lm1tg0bzridr4hYKdNM3xInY3lEyP6QMBpf6CCEkFIBkL6oD\/U\/c8LhN\/7trvztsF\/BD1\/J8Bt0\/cCPS3Y4e1lBBCMfP8\/Ps6DAxxMR\/B6QeAApOEH+ZSB0ZADNP8HtHfBMOE\/N6wCixouohBAOTBMRxrtA\/gNrfg6U2XCkNick+M8PGELuZL8L5M7XiQAUPD7qE5R3dSK9fIhUYIIClQCnQ6e3S5r69TK9nCBStISI6BCcIAEJjk9fNohDlJNsd+JxfJCcG5xPHBqdz3Ro5Yxgxwnl7lh3w1B3+IITwQQQ2PlXncrc3k7MsHAbt8\/6A5MsH7BkWe3LkNeptswnhbKfOga0ybtD1FsUjztCu\/SHAYF+gs2+MmAigyaf+Jmw94QDRqansEwHEBUILQFkW+cA2w9kPAFi7lu3x\/5vKVurw8Tn0Mdv21q36dJ5wjlTnzf5nBM+lKHjyR8NQkOBSZ7hLAE0dMXPgFIeu5elXLDBdrRMG\/JzXUVGApAjM4KHUZsBRPjAVkoAeXKFh+MCIL\/f9C7gowk9sE\/B5su4EZ\/HaibqTX8hguDp0YYECDk6KacPCBAcec4yypAOAS6EjkQgwNcoGql617Es6WEZIk4Xks9ymmc8AU23qenvmBpEgQ8naglAVPnL8XFe3MTTjy7+zhago6E3pL+8Z\/gk+rl+8I1Gquin+exH8FEgAV\/OyAcSfJ78ZvOwRr44AUGBSGNCnwn3IhA6OoAgbkhDcJQANGfC5UvYmYrNh1iJgggg\/hVQDsVxCqA\/xfNwREGGEP\/+iymekNLvBTUQ6aTgZNRDuXnCeIewBJHz\/qjledpNLFO7VbnqIlwwU16mQ0of0CSIYEsLEM3oiBAazlKOkQ71MIjo5KI4Ntly4HHkh8UhHzr9ASUoIBlllR\/lVdfbJZ3ldILeRtqpDZTtah+wj9mXKTpgpDmWVh7w8NgUBVK0oTE8hj4yeKrPKPYfQGLNb8xZ6GP1s8VP+6i\/q70hVADi+qHAZ1v\/U\/0c9Pwh1bERsOO461gNm\/SroTLLnN8mwalg8yy9Brh4RiQU2CQP0e4QklA2QJWyXl9t5nJNY52GDbcdO9tUOcSoPcOChE7k6Ifie2K2DSDO9tvDTUDgwynrAA+kqfCAT6bVa2o95FcgcMNH+AhAHtbS0BbyfndvKrDxR10DhYIK7A6O6GKHAutGffzOdyvb0o0zdKi+Uvq1fKg4UY+VmcH2g5ZHiQiejwEcPr6g30wExGE4AkiRDx93dAAp+jF8NPkgAOLEgwAICoD2BaCCzwpAmQUX+HAiwvcGII7zCUAlTcUmgDRFL39+29P2FAXhIDqE+FdN5wupgJBo7KG4fBWBIPocYicqlAyIIH39GJ0fJTJaaJw8zhhJ3nBK+YsoX18YF8u4iOoDo+M5lL\/irGdTANN8ljQ\/KKoPcMIBTudoJSrqDjFOkQ65O8VtzvB59SMPh0f1umdproOgmJHAelk62bTtijNn+jzxGAWbOl4Bp\/VLINP7THb6spQPnHaN+lqu93e2k5sA9Tf3CWnX+rj6sS9UfRtNAG1TB9Qs2wahhQAcptvA5OG4wxpQeJ4AFgn2tmVU1urThqkhM+V307bLLzlbfu0AQpmmmF9nyunonpZO+ARAet8LUa0m\/UB81y7gMXzu1SiExWe6etZb6sNcY3iLv9\/2u87vXGnlj6K8qxgfM3W4rbVsN32T1f1Vb+O\/mTVl8PBRBW\/UCZ2H8JVTiXyoAR\/oC0Q+1K\/3nzj6AXgS\/UwA1TMfBBAeejN8Do4CoDYE9\/0BiBoAshQF6VlQRUGPv9XOk6CkaYbiPCsun+VpkVA9D9KfY+Z4ZXWeIqKCkenO8HICKVBa24RT7hS6TUCty56ndbtcHLpQKk\/l7\/XkQup\/WiCTJfgnBwiis18fID2Ak7TeK526eQCnuBQfrr+rh+xx0C4bTlM6WNnRtrJZfryV2bbTTX22wTLby+W7NAmg5bPP2f9IeR5bymCfhHjsUfojIkz6l8HdhxH70mkvo\/QnIbR8X19A5O1G2rfrPIY5JJd+eR6QnieCadskhWcKIAq8EnWyXHlEmrNuCaY1jNaacGB+CRLmY6dNz6\/LOlCovv31fq2VaJDSjQ3BA3GoU+\/Gwc47V9S7pQyrcuZp3rfj6ELEm7wxChHoQLxJzIjF+iayO\/i1xm8b0kP\/LXYkn9BStpntPFy21ITI2u75tQIcTtAKdD4BaAgeD7fVn7yXz3wE38kp145+fgHgUAQPn\/v8ihPB9r9R5EP4MPrhpIOvOHMZug0I6SVUjWYx+gF8AB2+bhMAxe8LQBG4EAC96L8jA0hDcAGQdqAmIpQIIX6ywd8PylCcIeQXU\/nXUGck5C9jE0J8KOaJCXwuxJelBCLIJPfwXAfSiJBWYBp\/aRRlSls+oEqd8ixvdaNNU8oIJIl2qcMpF5Kmj1d6AdIMvp0p\/tG296E4SwLpzFcPmqNc6hTUHSYddc9Tw6lTKevlVdbbjnyr26Zt21M5941p2b182FEdBxX4RgSF+qD6Y635h\/C2iZCf+ffRnuJySbPuDiTtS+1b9vUEBdBM0FtLUE\/7OKA1I7oDOFPL5ckTSLO856eW4IpGGZx26hIxsYxQCqy6g1+rg2AAo0NjDZB1\/TPKsu719iju37Aris5zNUPH\/abPLhX485yPQ6ZjKLWGsX0jshziZkrwzL+lZeDMUQrD5xBgIkFhqgNl2vxNz7I1HNbgWMNkbRMmnmBlKd\/gknTqIXyQo5wuRzuPNp8jJXQkAOendx\/Dbxo6Ag+AwyE3TzrgsNs30vUHTxH1PAV8niLyearJB57xZp9N+NwDfAKghww0Cj5jIlrAExFASF\/035EAxJBqQKiop1kQSE1EPgvyLAmK44Y8iB4JEUIajqtJCQQRnwsxGlJEBHFoTjBSyOjQMdGRqV5gKjgFTB1QVLePIsKMM\/G6Ougm7FZlgNA2WPliyoX3ABc\/ZTBdgE2dh87tWB9AZ6H3v96us9CZCLBa63SE+mdp3XZhs\/55qva9bLFPle9lyS+0PsY69vQDYXIeKfsm0+\/TX4Q59SHsqWV\/almJsPe6I26L+6D9a8f+XukUFBgJ3tIDpwAOdeLGg5U6qJZ1gdVhsc46vmrnqGtpB2bOTzA9S2uAbStLfpu2LSMboFu3WYtQWeQreiRgeuQ++43DoblZ8RBpbrwInfnHDnkz4T9myJsO33hYvkbqxg9goQQb\/vaSlh3Hv00BgdXyra7DYdS3sufp+e34GoplyDxqAmwAmOjzAGePfxWa0Y6hQ\/2cKvAYPk8c9RR4rh08xc3\/U\/hefigg8PGHAzzxAD67fDfho+G3AEh+3gAakQ9EJpAN1IsMveXf0QEE4JByoZ4gVDvEHeOsOE9I8KwJDsUJQoqE\/HCrPxPKkBy\/R+RvxRFCfj7kZ0SeLcfIyEBydJQISQKEYnc4dVj1Mr+URXjxeRNT2wSWy6pcbTyeqrpFfmoNMQKqPxCknYvsI4CIF+FlpIESnagcKJyjnagd8Lmdh3Kg575+uHCiw5miPA78fbRd2NK0xzIU23HZlp\/1Lk\/+Ay6L+uzLLH92mZapurUGWJodeOT47UQK2K2fYkfsQzqNUQ\/JhvjyctZrkHnfuA88Hh7\/WegQiACbgEhC\/iSUNCKUhg2AGFJLEUDrvJSyRd6gc5tAzs45+XcAoA6qACrDhetyRRiyJwRm3qnfq+ptaHehDOvhNmJnvWNbqqcduJTNcmgBGkowJ2jYfwUeAYd97og0UbGjWJ4v2IKOo1zfpPDm5L7Psc53AQjtKEMHwEHZhEyum\/otUu23SQiknGV+JaTqlXc0ElBQXCZSfZXRJjhG+7SRX6i6lVJO6DC6keBjAp3PkU+042G2x0oJHMpRD9+xrMgHKeHz6\/1v4Fcz7GYA8ZkPART4cPhtDSBPu67hN\/n3ZwOIXGBKTrwohI4EIEU\/BSBvsAAEOQIiITMhgVP2fAD8fIOeCbXhuNsVCWmKtiDEqYCP9bcpEhExGhKMAB1OGRyRUYnRkea017x2wSmAaqCaejDK802kIZQHYmrT8h1w0QJkXYESLrIBpQEmX3zjItYF6Qv78q2HuDujA0WKi\/8i0g93py6Uuh2dh2M93+3SBaq126a+rNvTaSctKGRd2K8L2K8su21fsr99\/2krX+nFVubj9bELyqiLc\/APH32EeveTf8DWdAxTrrtM0flgXVS2nX0UiAT1gNowUmSku+4JJEHpq4dIHw44LQAl0YFuKUP7XhZgSS2vdlCH1WxLMNFhL+utlFebpvUw4ojeADGp1X23DI1hr+qYDrBQKzuQYd6wqT7BMaQ\/09e5IcjNlKJlAYc3DgROXZeBjeSbuNyA5IbkEHBwjeQ3N6+jw9LvkzeNJf1mCxD53S5gUflPAIdPbs+IhW0JDuZHneonYJSiDeHi9LHKHeEwuoGQT5TzU+RntBPwEDjQfobbGPF4osGvAR2C5yqA48iHkw0Cn282OwwGAB8PvfErNu3ZD2CjyAdi5DPgUz4\/EAoXEv28KHz470gA4ooXACopAqodGpFQRUGEkJ8JcShuRkI8UM60yAQFD8s93twUjDg0NycrODryzDl\/t2gO1SWd4sdO\/UyJM+yUrkSIUSOPdim70uy1flmTJayHONkBX2aYTPtnuGD40teMvhBh6X0nAorRlh8Y6u4GFzjHc+edVV2wkH8Uj+RU6YA\/giNlyvylWyinUP+R2sw8gSaotXotP5at9Y38o1Hm9rNuqm+H9bRdx\/3UMiyHst\/W\/IHGTpofMY\/dP2YOfbJPIkJ8RpnsrzxsdVn1Y7Wf6+P67WjmMQZGj+DAoglsRUZMSwITVdHSWUDojKIm5+ksT1fK\/BjmlN3bNcXZxkYaEXRxyIGeAAinTfjRacdRC4LNgTNqGPZKhF3Psw3LFu0Jhg6HprQf+1JlfZvSan\/GvqqdoxqVsb9wbO7XwAZ29buEOt4o5AaJaW5gAhydT9RdqvPbr9lEMzn\/H\/OaKMlGma4TXJMGRkkgQB2vKdkl1AkSWEb2ncfIAxa6\/pi6nrbzSNEmEFEkA2XYjG0GYLoImYpqMpwm2AAwgg1swkbDa8gTNhEjHUc7NdwG2Fy7T\/D4eQ+H3PTMB5GOJhwAOpzxJvjAN+e5D\/30oYkH5dfp5w9FPlAg9DLw4b8jAyhDcNxof\/iUSIjijurPdLdnQoqEIEdCPlgCaEAICoQSFekjpgeJjvi27iN0KgAE6X2iJkEJ1KdodymKEryY8o8wVRkgki\/CMk\/bkGPEZc1l+QDPX3CQECERSpzB92ts07NLrC8gPvTjBcJ5936GxbsVwEgpLy6H0AqlYTPlxS1nCps\/BIk\/irr4efckJw71Hw7za7G8t+22Uv0A5zoobRcpoZH1zzu6JpaxTf2Ibc\/6Z9n5MftHbnikzHd8tNEHWGf6pctDngQ5gc4y5KladkId69F+EejYB4jHLGACPhcBHgL3IkEUoez8zqPNOUVIvNu2E5QzLCVaigQXONKeT1ls5aMq78umngBK+++SogQosKPjt7O3k0+ebWILCpWeJijGMq1NAUXLrtZ1uoDS1+16Tu7IPs2JHn7ex2PkuvzczXkfQ\/qMYt96eNR9fg5wyU2BomrAJPIwrG+YFEmjrUHzqFLk0aZf3+trmHlqXou8\/tBe9gSIbV+TAUSHylqCEusLTinrqeACBTSJZhLZeMr0kwJO6a4jHNp5rjMinXvfwOdAAM6MdpDKXzri8XBbgQfp1w+\/3XyNaGcX6S2kjnwcHNA\/Bz6cdk0ACT5IB4CQ9qnXiwioWPGi\/44EIP4ThNpGAx+pdqxDaDE7jlO0kWaKNkHkCQr+5IOG5hqMNEQHIBFGmcLNCEnfKirbkPJkhrXyV1g1tEehjLBiXcqzrCOtagfRlp5nNy2hlynmhJYBlqgskPLzLENKoIIYMWUsl4By9FQOGD8EznDhhRtnu3C8+GHNvMvspHmhlwOnUJc81ympjuvzMvpBqG22UVFcX5Z5pqPM+yqhjKAdedU9xHGlDW224XBmIsWCdNKS4I39IdAXUIdG33Edap\/hUa6bP2ofryOqOBzfBTuae4w75QmjrgwfJloinCTapXOltd3z25Q2drwu+6DyccYfsFzbpFN+4DYEY7VZCPU93x17z0eJNNblXYr8Wv5Z615ELU3nuM9MpbIJd8IF6YhscFyKRKufOcTLPp\/nghGOI25H84xofDNB6BgqiWhwjus8ByBDVTeiFNhrIAgaZY\/fWmkOfQEOzI+yJyN1vTXrIYBDUpsGlohl0BewCRYOpf2CkEH+l1RgA9Akr0iH0EHKiQUCD3QN8jMephxu+xa+EkI6wAM58gF84IsHfBgkPOb3PCv6oQ+H9N4PFPhk6C3Bx4APVZx40X9HBhD\/BULZsHeiIAT1IblM0dY7QjUsxyE5HWwpYR87ITPmemTEITqlZQ84dQEiEmwCK9CKvRYB9l12LxPwsH5+005lSP19O\/4lwRatjYiNIHPkpugNygf\/eHdyFeKLYNQVXkwCkz\/U+is4T4OKF+DS+QZWTFk3yzIEaOfsh5AUnfiy3uVeLsOGitqU57Z4kdd2ma9y1UEDohDXO5Ybdf6RjB9Q+9H4h9PshQjt6pMIeUp9VXbajzZQthnxeAgmwQzpBCccChzDZ3tP5Jg+xZ3pJ6WPKEIJ0lCmHN5jOMCpi9EtyqByvsGrKXWLMqaEGxxuLx9CHZ2xbee5Hi9jyVkzRRvbS60de+C5iPhW6u3X9S6rfdb2vQ+sy35z2b6P8zhLyPM4ej\/2vr2EPmXKPvd5MGhyfniuPuU5K\/H8JVoRUAIYtPspzq\/PN1PDYACBKdqxfEAD12iiDt68ULkZDChUj7YCRpXN6IS\/hWmznWCC\/IhaUK7fBEFS16nEMii\/CUYziWg4eUATCOQvZoQzplIDNhxaS6Rzo6IdP+MxdHYIHUY7FOwJnu3v+ui5D8Ej\/12+PEI+fv4QfKCX\/fdCAMq\/QyCqHTsEItQPENV34\/TVBBw4leG5DNGN94eoipAEJYHJSrTUNWBFJb8q40f2CK\/Y\/NOzs+0T1FU9ZLu1V9lhZdgwWoIL0ELan20JVoKU71L4Ihgh5eHFCaquK3TOSLtzDrxGXg6cz8Scz3Jx4t1pL5z8FmVbXIfXafVy1UEcmjxUjrb5kaisQZd5\/WkORYuVL2CzrEPbUapT5zmTx+0tt8v2+zHweANK\/vgNYjuQOB8Nj1AoI5Q+hz65s9THty3Z0EfUcJJTw3FWPQGWPOtSH3uKoDPs1BbL6W5fy7vO6ystli3HXc57OPJqN+qianPI+T+jjNJ6INavt7nOc78dqeRYs\/\/VF0g\/Juijavcx5P59DNA8KcAwamH0YsjwXDkij51zmCjEEnAICaQDFDzvQ1XGekjgwDVigCQ\/7S8AgAGRJkUpUsDSgILUEYthY7gYLFLZiWIowmX+\/iZk\/LUCTyLILDaCxs90vh0aQ2ywCZydAs5h8Hjkyb7W8Mlndgie9Wy3ASGkHT7x\/cSOIGQsvNS\/lwZQ4KOdKS1fVLUelzJLTlO1BSIOzRlETHtUNFXDdQUlRUqCkz8XwbIOJ39GokCFlFI97YIX6\/PSlcpV34cC05ZtkEc9odSBFxFCHXqCXIRyvuBFGUqxPQsl8qcwCCcDSaINCVS4KA2qTKV0G4fcM+3117PsSqN+ZW8twzrs+Etc52q9AUPaU44E6xhQnuPJsofrfHxZzv3hPnH\/uG9Gnylf28ByY1\/QDxJs\/6D9o87foIqDsLOxI8rdr+6W4czo0CTkDSZCKjacIxzkJ0h5V578EPJsz3I6U7ZjmdpTaBOYddEBE26zzA45Nte9dTnIDjyRgtdlRz\/baP21DYu2YWC5\/CPCFnnCIXUuK2U9ta6+HwK18nPf03b2UeszpIF+71\/2+xDzEM\/NHP5ynueO51DlSBdAkWATLBLykCJjCVBBG8GD14TqkhIahscXEO2A45eVCi5DBReIQElbShGMUkLG1yOBEuB8yeu0xJlqgY5hA9VzHMLmxsG3UEEHUKE4tKYhNsCH7\/P4nZ75fOc2ICPwlDLFWgBCGvhQY6o1VQCS4LfjzwWg5usFHqYEEdKX\/ScA4b\/ffRE9ffp0ivkSdvo5evq7Dx5DTEv3kadYHhsdJHV7rduPHyOlaDc9qHqki\/JW9sz6iHWr+p0Hjw8vgzKXTzG\/TV+V1vm1rt+3ZLf8wt6WT9lvq+9rfT2PdHF8q\/IXUl++6cumX0V3rS8o5OHQFvr8drO3CfWfNK3zKdtWHgEYRypb61ltXP5gkf+o5WfZzFvLNlTacPlpL+ujlPW6bWXr8t43W\/t4LbTr5+i7lHP7MuI1MvJZFzSun6a0fxH16\/HL+09L3baurwW\/ExtRznO1U1r4qsrHd0b2t7+RHlDlp5M+S93fS2QAtI0TR9Nv\/tH\/B9MCA2Vct4vuAAAAAElFTkSuQmCC\" alt=\"\" width=\"416\" height=\"207\" \/><\/p>\r\n<p>&nbsp;<\/p>\r\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\r\n<li style=\"margin-left: 11.44pt; margin-bottom: 10pt; text-align: justify; line-height: 115%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Recoil of gun:<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0suppose a bullet of mass m is fired<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">from a gun of mass M. initially both are in rest but after firing suppose v is the velocity of bullet and V is the velocity of gun. Then from conservation of linear momentum<\/span><\/li>\r\n<\/ul>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"107\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><span style=\"width: 21.23pt; text-indent: 0pt; font-family: 'Times New Roman'; display: inline-block;\">\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"75\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><span style=\"width: 21.23pt; text-indent: 0pt; font-family: 'Times New Roman'; display: inline-block;\">\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"75\" height=\"31\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Here\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"38\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">sign show that both bullet and gun moves in opposite direction and clearly<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"131\" height=\"25\" \/><span style=\"font-family: 'Times New Roman';\">. So bullet moves faster from heavy gun.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Question: 17 A shell of mass 0.020 kg is fired by a gun of mass 100 kg. If the muzzle speed of the shell is 80 ms<\/span><\/strong><strong><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>-1<\/sup><\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">what is the recoil speed of the gun?<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><br \/><strong><span style=\"font-family: 'Times New Roman';\">Answer:<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">m = 0.02 kg, M = 100 kg, v = 80 ms<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>-1<\/sup><\/span><span style=\"font-family: 'Times New Roman';\">, V =?<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">So<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"504\" height=\"37\" \/><br \/><span style=\"font-family: 'Times New Roman';\">here negative sign indicates that the gun moves in a direction opposite to the direction of motion of bullet.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Question. From a rifle of mass 4 kg, a bullet of mass 50 g is fired with an initial velocity of 35 m\/s. Calculate the initial recoil velocity of the rifle.<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Mass of rifle\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"83\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Mass of bullet\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"162\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Velocity of bullet =\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"59\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Recoil velocity of rifle =?<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">According to law of conservation of momentum <\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"377\" height=\"47\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Question . An object of mass 100 kg is accelerated uniformly from a velocity of 5 ms<\/span><\/strong><strong><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>-1<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">to 8 ms<\/span><\/strong><strong><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>-1<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">in 6 s. Calculate the initial and final momentum of the object. Also, find the magnitude of the force exerted on the object.<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Ans:\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"81\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"435\" height=\"46\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Question . Class V students were playing cricket with the cork hall in the school campus. Charu a senior student told them about the accidents that can occur due to cork ball in the campus and also advised them to bring soft cosco ball to play the game.<\/span><\/strong><br \/><strong><span style=\"font-family: 'Times New Roman';\">(a) Why it was safe to play with soft ball and not with hard cork ball?<\/span><\/strong><br \/><strong><span style=\"font-family: 'Times New Roman';\">(b) A player pulls his hands backwards after holding the ball shot at high speed. Why?<\/span><\/strong><br \/><strong><span style=\"font-family: 'Times New Roman';\">(c) What value of Charu is seen in this act?<\/span><\/strong><br \/><strong><span style=\"font-family: 'Times New Roman';\">Answer:<\/span><\/strong><br \/><span style=\"font-family: 'Times New Roman';\">(a) The soft ball will have less inertia as compared to the heavy ball and it would not hurt the players.<\/span><br \/><span style=\"font-family: 'Times New Roman';\">(b) By pulling the hand backwards it reduces the force exerted by the ball on hands.<\/span><br \/><span style=\"font-family: 'Times New Roman';\">(c) Charu showed the value of being responsible and helpful by nature.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Question. Saksham saw his karate expert friend breaking a slate. He tried to break the slate but Saksham\u2019s friend stopped him from doing so and told him that it would hurt; one needs lot of practice in doing so.<\/span><\/strong><br \/><strong><span style=\"font-family: 'Times New Roman';\">(a) How can a karate expert break the slate without any injury to his hand?<\/span><\/strong><br \/><strong><span style=\"font-family: 'Times New Roman';\">(b) What is Newton\u2019s third law of motion?<\/span><\/strong><br \/><strong><span style=\"font-family: 'Times New Roman';\">(c) What value of Saksham\u2019s friend, is seen in the above case?<\/span><\/strong><br \/><strong><span style=\"font-family: 'Times New Roman';\">Answer:<\/span><\/strong><br \/><span style=\"font-family: 'Times New Roman';\">(a) A karate player applies the blow with large velocity in a very short interval of time on the slate, therefore large force is exerted on the slate and it breaks.<\/span><br \/><span style=\"font-family: 'Times New Roman';\">(b) To every action there is an equal and opposite reaction, both act on different bodies.<\/span><br \/><span style=\"font-family: 'Times New Roman';\">Saksham\u2019s friend showed the value of being responsible and caring friend.\u00a0<\/span><\/p>\r\n<div style=\"clear: both;\">\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: right; line-height: normal;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <strong>1<\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: normal;\"><strong><em>\u00a0<\/em><\/strong><\/p>\r\n<\/div>\r\n<\/div>\r\n<p style=\"bottom: 10px; right: 10px; position: absolute;\">\u00a0<\/p>\r\n<h2>To download class 9 chapter 8 Force and laws of motion click on the link given\u00a0<\/h2>\r\n<p><a href=\"https:\/\/vartmaaninstitutesirsa.com\/wp-content\/uploads\/2023\/04\/class-9-force-and-laws-of-motion.pdf\">chapter 8 force and laws of motion\u00a0<\/a><\/p>\r\n<!-- \/wp:post-content -->","protected":false},"excerpt":{"rendered":"<p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Force and Laws of Motion \u00a0 \u00a0 \u00a0SANDEEP SONI\u2019S PHYSICS\u00a0COMPETITION CLASSES\u00a0\u00a0 \u00a0 \u00a0 (10+1, 10+2, IIT-JEE\u00a0(Main &amp; Advance),\u00a0NEET, B.Sc.\u00a0Agriculture,\u00a0NDA)\u00a0 \u00a0\u00a0\u00a0 OPP: JHUNTHARA DHARAMSHALA\u00a0NEAR SURKHAB\u00a0CHOWK,\u00a0HISSAR ROAD SIRSA\u00a0 \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 MOTION\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0PH-\u00a094676-12340, 94164-33457\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Chapter -9\u00a0\u00a0Force\u00a0\u00a0&amp;\u00a0\u00a0Laws of Motion \u00a0\u00a0\u00a01.\u00a0\u00a0\u00a0Force: Force may be defined as a pull or push which changes or tends [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_uag_custom_page_level_css":"","site-sidebar-layout":"default","site-content-layout":"default","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","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":""}},"footnotes":""},"class_list":["post-1369","page","type-page","status-publish","hentry"],"aioseo_notices":[],"_hostinger_reach_plugin_has_subscription_block":false,"_hostinger_reach_plugin_is_elementor":false,"uagb_featured_image_src":{"full":false,"thumbnail":false,"medium":false,"medium_large":false,"large":false,"1536x1536":false,"2048x2048":false},"uagb_author_info":{"display_name":"sandeep.soni484@gmail.com","author_link":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/author\/sandeep-soni484gmail-com\/"},"uagb_comment_info":0,"uagb_excerpt":"\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Force and Laws of Motion \u00a0 \u00a0 \u00a0SANDEEP SONI\u2019S PHYSICS\u00a0COMPETITION CLASSES\u00a0\u00a0 \u00a0 \u00a0 (10+1, 10+2, IIT-JEE\u00a0(Main &amp; 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